/export/starexec/sandbox2/solver/bin/starexec_run_complexity /export/starexec/sandbox2/benchmark/theBenchmark.koat /export/starexec/sandbox2/output/output_files -------------------------------------------------------------------------------- WORST_CASE(Omega(n^1), O(n^1)) proof of /export/starexec/sandbox2/benchmark/theBenchmark.koat # AProVE Commit ID: 48fb2092695e11cc9f56e44b17a92a5f88ffb256 marcel 20180622 unpublished dirty The runtime complexity of the given CpxIntTrs could be proven to be BOUNDS(n^1, n^1). (0) CpxIntTrs (1) Koat Proof [FINISHED, 1510 ms] (2) BOUNDS(1, n^1) (3) Loat Proof [FINISHED, 58.6 s] (4) BOUNDS(n^1, INF) ---------------------------------------- (0) Obligation: Complexity Int TRS consisting of the following rules: f0(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f1(A, B, C, D, E, F, G, H, I, J, K, L, M, N)) :|: TRUE f1(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f7(1, C, C, E, E, P, O, 0, 1, P, O, 7, M, N)) :|: 7 >= O && 7 >= P && 3 >= O && O >= 1 && P >= 1 f1(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f7(1, C, C, E, E, P, O, 0, 1, P, O, 7, M, N)) :|: 7 >= O && 7 >= P && O >= 5 && P >= 1 f1(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f7(1, C + 1, C + 1, E + 1, E + 1, P, 4, 1, 1, P, 4, 7, M, N)) :|: 7 >= P && P >= 1 f1(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f2(0, C, C, E, E, 3, P, 0, 0, 3, P, 2, M, N)) :|: 7 >= P && 3 >= P && P >= 1 f1(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f2(0, C, C, E, E, 3, P, 0, 0, 3, P, 2, M, N)) :|: 7 >= P && P >= 5 f1(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f2(0, C + 1, C + 1, E + 1, E + 1, 3, 4, 1, 0, 3, 4, 2, M, N)) :|: TRUE f2(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f7(1, C, C, E, E, P, O, H, 1, P, O, 7, M, N)) :|: 7 >= O && 7 >= P && 3 >= O && O >= 1 && P >= 1 f2(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f7(1, C, C, E, E, P, O, H, 1, P, O, 7, M, N)) :|: 7 >= O && 7 >= P && O >= 5 && P >= 1 f2(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f7(1, C + 1, C + 1, E + 1, E + 1, P, 4, 1, 1, P, 4, 7, M, N)) :|: 7 >= P && P >= 1 f2(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f3(0, C, C, E, E, P, O, H, 0, P, O, 3, M, N)) :|: 7 >= O && 7 >= P && 3 >= O && O >= 1 && P >= 1 f2(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f3(0, C, C, E, E, P, O, H, 0, P, O, 3, M, N)) :|: 7 >= O && 7 >= P && O >= 5 && P >= 1 f2(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f3(0, C + 1, C + 1, E + 1, E + 1, P, 4, 1, 0, P, 4, 3, M, N)) :|: 7 >= P && P >= 1 f3(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f6(1, C, C, E, E, P, O, H, 1, P, O, 6, M, N)) :|: 7 >= O && 7 >= P && 3 >= O && O >= 1 && P >= 1 f3(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f6(1, C, C, E, E, P, O, H, 1, P, O, 6, M, N)) :|: 7 >= O && 7 >= P && O >= 5 && P >= 1 f3(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f6(1, C + 1, C + 1, E + 1, E + 1, P, 4, 1, 1, P, 4, 6, M, N)) :|: 7 >= P && P >= 1 f6(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f4(P, C, C, E, E, O, 2, 0, P, O, 2, 4, M, N)) :|: 7 >= O && 1 >= P && P >= 0 && O >= 1 f6(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f4(P, C, C, E, E, O, 7, 1, P, O, 7, 4, M, N)) :|: 7 >= O && 1 >= P && P >= 0 && O >= 1 && H >= 1 && H <= 1 f4(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f2(0, C, C, E, E, P, O, 0, 0, P, O, 2, M, N)) :|: M >= 1 && M >= E + 1 && N >= 1 && N >= C + 1 && 7 >= O && 7 >= P && 3 >= O && O >= 1 && P >= 1 && H >= 1 && H <= 1 f4(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f2(0, C, C, E, E, P, O, 0, 0, P, O, 2, M, N)) :|: M >= 1 && M >= E + 1 && N >= 1 && N >= C + 1 && 7 >= O && 7 >= P && O >= 5 && P >= 1 && H >= 1 && H <= 1 f4(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f2(0, C + 1, C + 1, E + 1, E + 1, P, 4, 0, 0, P, 4, 2, M, N)) :|: M >= E + 2 && N >= C + 2 && M >= 1 && N >= 1 && 7 >= P && P >= 1 f4(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f7(0, C, C, E, E, P, O, H, 0, P, O, 7, M, N)) :|: E >= M && C >= N && 7 >= O && 7 >= P && 3 >= O && O >= 1 && P >= 1 f4(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f7(0, C, C, E, E, P, O, H, 0, P, O, 7, M, N)) :|: E >= M && C >= N && 7 >= O && 7 >= P && O >= 5 && P >= 1 f4(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f7(0, C + 1, C + 1, E + 1, E + 1, P, 4, 1, 0, P, 4, 7, M, N)) :|: E + 1 >= M && C + 1 >= N && 7 >= P && P >= 1 f4(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f7(1, C, C, E, E, P, O, H, 1, P, O, 7, M, N)) :|: 7 >= O && 7 >= P && 3 >= O && O >= 1 && P >= 1 f4(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f7(1, C, C, E, E, P, O, H, 1, P, O, 7, M, N)) :|: 7 >= O && 7 >= P && O >= 5 && P >= 1 f4(A, B, C, D, E, F, G, H, I, J, K, L, M, N) -> Com_1(f7(1, C + 1, C + 1, E + 1, E + 1, P, 4, 1, 1, P, 4, 7, M, N)) :|: 7 >= P && P >= 1 The start-symbols are:[f0_14] ---------------------------------------- (1) Koat Proof (FINISHED) YES(?, 23*ar_4 + 23*ar_12 + 44*ar_2 + 44*ar_13 + 82) Initial complexity problem: 1: T: (Comp: ?, Cost: 1) f0(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f1(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13)) (Comp: ?, Cost: 1) f1(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f7(1, ar_2, ar_2, ar_4, ar_4, p, o, 0, 1, p, o, 7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f1(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f7(1, ar_2, ar_2, ar_4, ar_4, p, o, 0, 1, p, o, 7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f1(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f7(1, ar_2 + 1, ar_2 + 1, ar_4 + 1, ar_4 + 1, p, 4, 1, 1, p, 4, 7, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f1(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f2(0, ar_2, ar_2, ar_4, ar_4, 3, p, 0, 0, 3, p, 2, ar_12, ar_13)) [ 7 >= p /\ 3 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f1(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f2(0, ar_2, ar_2, ar_4, ar_4, 3, p, 0, 0, 3, p, 2, ar_12, ar_13)) [ 7 >= p /\ p >= 5 ] (Comp: ?, Cost: 1) f1(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f2(0, ar_2 + 1, ar_2 + 1, ar_4 + 1, ar_4 + 1, 3, 4, 1, 0, 3, 4, 2, ar_12, ar_13)) (Comp: ?, Cost: 1) f2(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f7(1, ar_2, ar_2, ar_4, ar_4, p, o, ar_7, 1, p, o, 7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f7(1, ar_2, ar_2, ar_4, ar_4, p, o, ar_7, 1, p, o, 7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f7(1, ar_2 + 1, ar_2 + 1, ar_4 + 1, ar_4 + 1, p, 4, 1, 1, p, 4, 7, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f3(0, ar_2, ar_2, ar_4, ar_4, p, o, ar_7, 0, p, o, 3, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f3(0, ar_2, ar_2, ar_4, ar_4, p, o, ar_7, 0, p, o, 3, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f3(0, ar_2 + 1, ar_2 + 1, ar_4 + 1, ar_4 + 1, p, 4, 1, 0, p, 4, 3, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f6(1, ar_2, ar_2, ar_4, ar_4, p, o, ar_7, 1, p, o, 6, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f6(1, ar_2, ar_2, ar_4, ar_4, p, o, ar_7, 1, p, o, 6, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f6(1, ar_2 + 1, ar_2 + 1, ar_4 + 1, ar_4 + 1, p, 4, 1, 1, p, 4, 6, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f6(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f4(p, ar_2, ar_2, ar_4, ar_4, o, 2, 0, p, o, 2, 4, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 ] (Comp: ?, Cost: 1) f6(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f4(p, ar_2, ar_2, ar_4, ar_4, o, 7, 1, p, o, 7, 4, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f4(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f2(0, ar_2, ar_2, ar_4, ar_4, p, o, 0, 0, p, o, 2, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f4(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f2(0, ar_2, ar_2, ar_4, ar_4, p, o, 0, 0, p, o, 2, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f4(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f2(0, ar_2 + 1, ar_2 + 1, ar_4 + 1, ar_4 + 1, p, 4, 0, 0, p, 4, 2, ar_12, ar_13)) [ ar_12 >= ar_4 + 2 /\ ar_13 >= ar_2 + 2 /\ ar_12 >= 1 /\ ar_13 >= 1 /\ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f7(0, ar_2, ar_2, ar_4, ar_4, p, o, ar_7, 0, p, o, 7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f7(0, ar_2, ar_2, ar_4, ar_4, p, o, ar_7, 0, p, o, 7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f7(0, ar_2 + 1, ar_2 + 1, ar_4 + 1, ar_4 + 1, p, 4, 1, 0, p, 4, 7, ar_12, ar_13)) [ ar_4 + 1 >= ar_12 /\ ar_2 + 1 >= ar_13 /\ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f7(1, ar_2, ar_2, ar_4, ar_4, p, o, ar_7, 1, p, o, 7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f7(1, ar_2, ar_2, ar_4, ar_4, p, o, ar_7, 1, p, o, 7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f7(1, ar_2 + 1, ar_2 + 1, ar_4 + 1, ar_4 + 1, p, 4, 1, 1, p, 4, 7, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 0) koat_start(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13) -> Com_1(f0(ar_0, ar_1, ar_2, ar_3, ar_4, ar_5, ar_6, ar_7, ar_8, ar_9, ar_10, ar_11, ar_12, ar_13)) [ 0 <= 0 ] start location: koat_start leaf cost: 0 Slicing away variables that do not contribute to conditions from problem 1 leaves variables [ar_2, ar_4, ar_7, ar_12, ar_13]. We thus obtain the following problem: 2: T: (Comp: 1, Cost: 0) koat_start(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f0(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 0 <= 0 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ ar_4 + 1 >= ar_12 /\ ar_2 + 1 >= ar_13 /\ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ ar_12 >= ar_4 + 2 /\ ar_13 >= ar_2 + 2 /\ ar_12 >= 1 /\ ar_13 >= 1 /\ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) (Comp: ?, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ p >= 5 ] (Comp: ?, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ 3 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f0(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f1(ar_2, ar_4, ar_7, ar_12, ar_13)) start location: koat_start leaf cost: 0 Repeatedly propagating knowledge in problem 2 produces the following problem: 3: T: (Comp: 1, Cost: 0) koat_start(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f0(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 0 <= 0 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ ar_4 + 1 >= ar_12 /\ ar_2 + 1 >= ar_13 /\ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ ar_12 >= ar_4 + 2 /\ ar_13 >= ar_2 + 2 /\ ar_12 >= 1 /\ ar_13 >= 1 /\ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ p >= 5 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ 3 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f0(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f1(ar_2, ar_4, ar_7, ar_12, ar_13)) start location: koat_start leaf cost: 0 A polynomial rank function with Pol(koat_start) = 1 Pol(f0) = 1 Pol(f4) = 1 Pol(f7) = 0 Pol(f2) = 1 Pol(f6) = 1 Pol(f3) = 1 Pol(f1) = 1 orients all transitions weakly and the transitions f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ ar_4 + 1 >= ar_12 /\ ar_2 + 1 >= ar_13 /\ 7 >= p /\ p >= 1 ] f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] strictly and produces the following problem: 4: T: (Comp: 1, Cost: 0) koat_start(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f0(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 0 <= 0 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ ar_4 + 1 >= ar_12 /\ ar_2 + 1 >= ar_13 /\ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ ar_12 >= ar_4 + 2 /\ ar_13 >= ar_2 + 2 /\ ar_12 >= 1 /\ ar_13 >= 1 /\ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ p >= 5 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ 3 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f0(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f1(ar_2, ar_4, ar_7, ar_12, ar_13)) start location: koat_start leaf cost: 0 A polynomial rank function with Pol(koat_start) = -V_2 + V_4 Pol(f0) = -V_2 + V_4 Pol(f4) = -V_2 + V_4 Pol(f7) = -V_2 + V_4 Pol(f2) = -V_2 + V_4 Pol(f6) = -V_2 + V_4 Pol(f3) = -V_2 + V_4 Pol(f1) = -V_2 + V_4 orients all transitions weakly and the transition f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ ar_12 >= ar_4 + 2 /\ ar_13 >= ar_2 + 2 /\ ar_12 >= 1 /\ ar_13 >= 1 /\ 7 >= p /\ p >= 1 ] strictly and produces the following problem: 5: T: (Comp: 1, Cost: 0) koat_start(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f0(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 0 <= 0 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ ar_4 + 1 >= ar_12 /\ ar_2 + 1 >= ar_13 /\ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ar_4 + ar_12, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ ar_12 >= ar_4 + 2 /\ ar_13 >= ar_2 + 2 /\ ar_12 >= 1 /\ ar_13 >= 1 /\ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ p >= 5 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ 3 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f0(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f1(ar_2, ar_4, ar_7, ar_12, ar_13)) start location: koat_start leaf cost: 0 A polynomial rank function with Pol(f6) = 1 Pol(f4) = V_3 Pol(f2) = 1 Pol(f3) = 1 and size complexities S("f0(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f1(ar_2, ar_4, ar_7, ar_12, ar_13))", 0-0) = ar_2 S("f0(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f1(ar_2, ar_4, ar_7, ar_12, ar_13))", 0-1) = ar_4 S("f0(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f1(ar_2, ar_4, ar_7, ar_12, ar_13))", 0-2) = ar_7 S("f0(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f1(ar_2, ar_4, ar_7, ar_12, ar_13))", 0-3) = ar_12 S("f0(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f1(ar_2, ar_4, ar_7, ar_12, ar_13))", 0-4) = ar_13 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-0) = ar_2 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-1) = ar_4 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-2) = 0 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-3) = ar_12 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-4) = ar_13 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-0) = ar_2 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-1) = ar_4 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-2) = 0 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-3) = ar_12 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-4) = ar_13 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-0) = ar_2 + 1 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-1) = ar_4 + 1 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-2) = 1 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-3) = ar_12 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-4) = ar_13 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\\ 3 >= p /\\ p >= 1 ]", 0-0) = ar_2 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\\ 3 >= p /\\ p >= 1 ]", 0-1) = ar_4 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\\ 3 >= p /\\ p >= 1 ]", 0-2) = 0 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\\ 3 >= p /\\ p >= 1 ]", 0-3) = ar_12 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\\ 3 >= p /\\ p >= 1 ]", 0-4) = ar_13 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\\ p >= 5 ]", 0-0) = ar_2 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\\ p >= 5 ]", 0-1) = ar_4 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\\ p >= 5 ]", 0-2) = 0 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\\ p >= 5 ]", 0-3) = ar_12 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\\ p >= 5 ]", 0-4) = ar_13 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13))", 0-0) = ar_2 + 1 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13))", 0-1) = ar_4 + 1 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13))", 0-2) = 1 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13))", 0-3) = ar_12 S("f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13))", 0-4) = ar_13 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-0) = ? S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-1) = ? S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-2) = 1 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-3) = ar_12 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-4) = ar_13 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-0) = ? S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-1) = ? S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-2) = 1 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-3) = ar_12 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-4) = ar_13 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-0) = ? S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-1) = ? S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-2) = 1 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-3) = ar_12 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-4) = ar_13 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-0) = ? S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-1) = ? S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-2) = 1 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-3) = ar_12 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-4) = ar_13 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-0) = ? S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-1) = ? S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-2) = 1 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-3) = ar_12 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-4) = ar_13 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-0) = ? S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-1) = ? S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-2) = 1 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-3) = ar_12 S("f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-4) = ar_13 S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-0) = ? S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-1) = ? S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-2) = 1 S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-3) = ar_12 S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-4) = ar_13 S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-0) = ? S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-1) = ? S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-2) = 1 S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-3) = ar_12 S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-4) = ar_13 S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-0) = ? S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-1) = ? S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-2) = 1 S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-3) = ar_12 S("f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-4) = ar_13 S("f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 1 >= p /\\ p >= 0 /\\ o >= 1 ]", 0-0) = ? S("f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 1 >= p /\\ p >= 0 /\\ o >= 1 ]", 0-1) = ? S("f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 1 >= p /\\ p >= 0 /\\ o >= 1 ]", 0-2) = 0 S("f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 1 >= p /\\ p >= 0 /\\ o >= 1 ]", 0-3) = ar_12 S("f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\\ 1 >= p /\\ p >= 0 /\\ o >= 1 ]", 0-4) = ar_13 S("f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ 7 >= o /\\ 1 >= p /\\ p >= 0 /\\ o >= 1 /\\ ar_7 = 1 ]", 0-0) = ? S("f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ 7 >= o /\\ 1 >= p /\\ p >= 0 /\\ o >= 1 /\\ ar_7 = 1 ]", 0-1) = ? S("f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ 7 >= o /\\ 1 >= p /\\ p >= 0 /\\ o >= 1 /\\ ar_7 = 1 ]", 0-2) = 1 S("f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ 7 >= o /\\ 1 >= p /\\ p >= 0 /\\ o >= 1 /\\ ar_7 = 1 ]", 0-3) = ar_12 S("f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ 7 >= o /\\ 1 >= p /\\ p >= 0 /\\ o >= 1 /\\ ar_7 = 1 ]", 0-4) = ar_13 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\\ ar_12 >= ar_4 + 1 /\\ ar_13 >= 1 /\\ ar_13 >= ar_2 + 1 /\\ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 /\\ ar_7 = 1 ]", 0-0) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\\ ar_12 >= ar_4 + 1 /\\ ar_13 >= 1 /\\ ar_13 >= ar_2 + 1 /\\ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 /\\ ar_7 = 1 ]", 0-1) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\\ ar_12 >= ar_4 + 1 /\\ ar_13 >= 1 /\\ ar_13 >= ar_2 + 1 /\\ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 /\\ ar_7 = 1 ]", 0-2) = 0 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\\ ar_12 >= ar_4 + 1 /\\ ar_13 >= 1 /\\ ar_13 >= ar_2 + 1 /\\ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 /\\ ar_7 = 1 ]", 0-3) = ar_12 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\\ ar_12 >= ar_4 + 1 /\\ ar_13 >= 1 /\\ ar_13 >= ar_2 + 1 /\\ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 /\\ ar_7 = 1 ]", 0-4) = ar_13 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\\ ar_12 >= ar_4 + 1 /\\ ar_13 >= 1 /\\ ar_13 >= ar_2 + 1 /\\ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 /\\ ar_7 = 1 ]", 0-0) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\\ ar_12 >= ar_4 + 1 /\\ ar_13 >= 1 /\\ ar_13 >= ar_2 + 1 /\\ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 /\\ ar_7 = 1 ]", 0-1) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\\ ar_12 >= ar_4 + 1 /\\ ar_13 >= 1 /\\ ar_13 >= ar_2 + 1 /\\ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 /\\ ar_7 = 1 ]", 0-2) = 0 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\\ ar_12 >= ar_4 + 1 /\\ ar_13 >= 1 /\\ ar_13 >= ar_2 + 1 /\\ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 /\\ ar_7 = 1 ]", 0-3) = ar_12 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\\ ar_12 >= ar_4 + 1 /\\ ar_13 >= 1 /\\ ar_13 >= ar_2 + 1 /\\ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 /\\ ar_7 = 1 ]", 0-4) = ar_13 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ ar_12 >= ar_4 + 2 /\\ ar_13 >= ar_2 + 2 /\\ ar_12 >= 1 /\\ ar_13 >= 1 /\\ 7 >= p /\\ p >= 1 ]", 0-0) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ ar_12 >= ar_4 + 2 /\\ ar_13 >= ar_2 + 2 /\\ ar_12 >= 1 /\\ ar_13 >= 1 /\\ 7 >= p /\\ p >= 1 ]", 0-1) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ ar_12 >= ar_4 + 2 /\\ ar_13 >= ar_2 + 2 /\\ ar_12 >= 1 /\\ ar_13 >= 1 /\\ 7 >= p /\\ p >= 1 ]", 0-2) = 0 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ ar_12 >= ar_4 + 2 /\\ ar_13 >= ar_2 + 2 /\\ ar_12 >= 1 /\\ ar_13 >= 1 /\\ 7 >= p /\\ p >= 1 ]", 0-3) = ar_12 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ ar_12 >= ar_4 + 2 /\\ ar_13 >= ar_2 + 2 /\\ ar_12 >= 1 /\\ ar_13 >= 1 /\\ 7 >= p /\\ p >= 1 ]", 0-4) = ar_13 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\\ ar_2 >= ar_13 /\\ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-0) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\\ ar_2 >= ar_13 /\\ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-1) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\\ ar_2 >= ar_13 /\\ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-2) = 1 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\\ ar_2 >= ar_13 /\\ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-3) = ar_12 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\\ ar_2 >= ar_13 /\\ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-4) = ar_13 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\\ ar_2 >= ar_13 /\\ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-0) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\\ ar_2 >= ar_13 /\\ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-1) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\\ ar_2 >= ar_13 /\\ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-2) = 1 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\\ ar_2 >= ar_13 /\\ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-3) = ar_12 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\\ ar_2 >= ar_13 /\\ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-4) = ar_13 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ ar_4 + 1 >= ar_12 /\\ ar_2 + 1 >= ar_13 /\\ 7 >= p /\\ p >= 1 ]", 0-0) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ ar_4 + 1 >= ar_12 /\\ ar_2 + 1 >= ar_13 /\\ 7 >= p /\\ p >= 1 ]", 0-1) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ ar_4 + 1 >= ar_12 /\\ ar_2 + 1 >= ar_13 /\\ 7 >= p /\\ p >= 1 ]", 0-2) = 1 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ ar_4 + 1 >= ar_12 /\\ ar_2 + 1 >= ar_13 /\\ 7 >= p /\\ p >= 1 ]", 0-3) = ar_12 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ ar_4 + 1 >= ar_12 /\\ ar_2 + 1 >= ar_13 /\\ 7 >= p /\\ p >= 1 ]", 0-4) = ar_13 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-0) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-1) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-2) = 1 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-3) = ar_12 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ 3 >= o /\\ o >= 1 /\\ p >= 1 ]", 0-4) = ar_13 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-0) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-1) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-2) = 1 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-3) = ar_12 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\\ 7 >= p /\\ o >= 5 /\\ p >= 1 ]", 0-4) = ar_13 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-0) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-1) = ? S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-2) = 1 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-3) = ar_12 S("f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\\ p >= 1 ]", 0-4) = ar_13 S("koat_start(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f0(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 0 <= 0 ]", 0-0) = ar_2 S("koat_start(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f0(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 0 <= 0 ]", 0-1) = ar_4 S("koat_start(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f0(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 0 <= 0 ]", 0-2) = ar_7 S("koat_start(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f0(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 0 <= 0 ]", 0-3) = ar_12 S("koat_start(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f0(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 0 <= 0 ]", 0-4) = ar_13 orients the transitions f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 /\ ar_7 = 1 ] f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 ] f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 /\ ar_7 = 1 ] f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 /\ ar_7 = 1 ] f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] weakly and the transition f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 ] strictly and produces the following problem: 6: T: (Comp: 1, Cost: 0) koat_start(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f0(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 0 <= 0 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ ar_4 + 1 >= ar_12 /\ ar_2 + 1 >= ar_13 /\ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ar_4 + ar_12, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ ar_12 >= ar_4 + 2 /\ ar_13 >= ar_2 + 2 /\ ar_12 >= 1 /\ ar_13 >= 1 /\ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 /\ ar_7 = 1 ] (Comp: ar_4 + ar_12 + 3, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ p >= 5 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ 3 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f0(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f1(ar_2, ar_4, ar_7, ar_12, ar_13)) start location: koat_start leaf cost: 0 Applied AI with 'oct' on problem 6 to obtain the following invariants: For symbol f2: -X_3 + 1 >= 0 /\ X_3 >= 0 For symbol f3: -X_3 + 1 >= 0 /\ X_3 >= 0 For symbol f4: -X_3 + 1 >= 0 /\ X_3 >= 0 For symbol f6: -X_3 + 1 >= 0 /\ X_3 >= 0 This yielded the following problem: 7: T: (Comp: 1, Cost: 1) f0(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f1(ar_2, ar_4, ar_7, ar_12, ar_13)) (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ 3 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ p >= 5 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= p /\ p >= 1 ] (Comp: ar_4 + ar_12 + 3, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 ] (Comp: ?, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ?, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ar_4 + ar_12, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_12 >= ar_4 + 2 /\ ar_13 >= ar_2 + 2 /\ ar_12 >= 1 /\ ar_13 >= 1 /\ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_4 + 1 >= ar_12 /\ ar_2 + 1 >= ar_13 /\ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 0) koat_start(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f0(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 0 <= 0 ] start location: koat_start leaf cost: 0 A polynomial rank function with Pol(f0) = -V_1 + V_5 Pol(f1) = -V_1 + V_5 Pol(f7) = -V_1 + V_5 Pol(f2) = -V_1 + V_3 + V_5 Pol(f3) = -V_1 + V_3 + V_5 Pol(f6) = -V_1 + V_3 + V_5 Pol(f4) = -V_1 + V_3 + V_5 Pol(koat_start) = -V_1 + V_5 orients all transitions weakly and the transitions f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 /\ ar_7 = 1 ] f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 /\ ar_7 = 1 ] strictly and produces the following problem: 8: T: (Comp: 1, Cost: 1) f0(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f1(ar_2, ar_4, ar_7, ar_12, ar_13)) (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ 3 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ p >= 5 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= p /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ?, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= p /\ p >= 1 ] (Comp: ar_4 + ar_12 + 3, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 ] (Comp: ?, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 /\ ar_7 = 1 ] (Comp: ar_2 + ar_13, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ar_2 + ar_13, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ar_4 + ar_12, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_12 >= ar_4 + 2 /\ ar_13 >= ar_2 + 2 /\ ar_12 >= 1 /\ ar_13 >= 1 /\ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_4 + 1 >= ar_12 /\ ar_2 + 1 >= ar_13 /\ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 0) koat_start(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f0(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 0 <= 0 ] start location: koat_start leaf cost: 0 Repeatedly propagating knowledge in problem 8 produces the following problem: 9: T: (Comp: 1, Cost: 1) f0(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f1(ar_2, ar_4, ar_7, ar_12, ar_13)) (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ 3 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ 7 >= p /\ p >= 5 ] (Comp: 1, Cost: 1) f1(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= p /\ p >= 1 ] (Comp: ar_4 + ar_12 + 2*ar_2 + 2*ar_13 + 3, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: ar_4 + ar_12 + 2*ar_2 + 2*ar_13 + 3, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: ar_4 + ar_12 + 2*ar_2 + 2*ar_13 + 3, Cost: 1) f2(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f3(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= p /\ p >= 1 ] (Comp: 3*ar_4 + 3*ar_12 + 6*ar_2 + 6*ar_13 + 9, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 3*ar_4 + 3*ar_12 + 6*ar_2 + 6*ar_13 + 9, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 3*ar_4 + 3*ar_12 + 6*ar_2 + 6*ar_13 + 9, Cost: 1) f3(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f6(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= p /\ p >= 1 ] (Comp: ar_4 + ar_12 + 3, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 ] (Comp: 9*ar_4 + 9*ar_12 + 18*ar_2 + 18*ar_13 + 27, Cost: 1) f6(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f4(ar_2, ar_4, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 1 >= p /\ p >= 0 /\ o >= 1 /\ ar_7 = 1 ] (Comp: ar_2 + ar_13, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ar_2 + ar_13, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2, ar_4, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_12 >= 1 /\ ar_12 >= ar_4 + 1 /\ ar_13 >= 1 /\ ar_13 >= ar_2 + 1 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 /\ ar_7 = 1 ] (Comp: ar_4 + ar_12, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f2(ar_2 + 1, ar_4 + 1, 0, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_12 >= ar_4 + 2 /\ ar_13 >= ar_2 + 2 /\ ar_12 >= 1 /\ ar_13 >= 1 /\ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_4 >= ar_12 /\ ar_2 >= ar_13 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ ar_4 + 1 >= ar_12 /\ ar_2 + 1 >= ar_13 /\ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ 3 >= o /\ o >= 1 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2, ar_4, ar_7, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= o /\ 7 >= p /\ o >= 5 /\ p >= 1 ] (Comp: 1, Cost: 1) f4(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f7(ar_2 + 1, ar_4 + 1, 1, ar_12, ar_13)) [ -ar_7 + 1 >= 0 /\ ar_7 >= 0 /\ 7 >= p /\ p >= 1 ] (Comp: 1, Cost: 0) koat_start(ar_2, ar_4, ar_7, ar_12, ar_13) -> Com_1(f0(ar_2, ar_4, ar_7, ar_12, ar_13)) [ 0 <= 0 ] start location: koat_start leaf cost: 0 Complexity upper bound 23*ar_4 + 23*ar_12 + 44*ar_2 + 44*ar_13 + 82 Time: 1.418 sec (SMT: 0.961 sec) ---------------------------------------- (2) BOUNDS(1, n^1) ---------------------------------------- (3) Loat Proof (FINISHED) ### Pre-processing the ITS problem ### Initial linear ITS problem Start location: f0 0: f0 -> f1 : [], cost: 1 1: f1 -> f7 : A'=1, B'=C, D'=E, F'=free, G'=free_1, H'=0, Q'=1, J'=free, K'=free_1, L'=7, [ 7>=free_1 && 7>=free && 3>=free_1 && free_1>=1 && free>=1 ], cost: 1 2: f1 -> f7 : A'=1, B'=C, D'=E, F'=free_2, G'=free_3, H'=0, Q'=1, J'=free_2, K'=free_3, L'=7, [ 7>=free_3 && 7>=free_2 && free_3>=5 && free_2>=1 ], cost: 1 3: f1 -> f7 : A'=1, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_4, G'=4, H'=1, Q'=1, J'=free_4, K'=4, L'=7, [ 7>=free_4 && free_4>=1 ], cost: 1 4: f1 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_5, H'=0, Q'=0, J'=3, K'=free_5, L'=2, [ 7>=free_5 && 3>=free_5 && free_5>=1 ], cost: 1 5: f1 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_6, H'=0, Q'=0, J'=3, K'=free_6, L'=2, [ 7>=free_6 && free_6>=5 ], cost: 1 6: f1 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=3, G'=4, H'=1, Q'=0, J'=3, K'=4, L'=2, [], cost: 1 7: f2 -> f7 : A'=1, B'=C, D'=E, F'=free_7, G'=free_8, Q'=1, J'=free_7, K'=free_8, L'=7, [ 7>=free_8 && 7>=free_7 && 3>=free_8 && free_8>=1 && free_7>=1 ], cost: 1 8: f2 -> f7 : A'=1, B'=C, D'=E, F'=free_9, G'=free_10, Q'=1, J'=free_9, K'=free_10, L'=7, [ 7>=free_10 && 7>=free_9 && free_10>=5 && free_9>=1 ], cost: 1 9: f2 -> f7 : A'=1, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_11, G'=4, H'=1, Q'=1, J'=free_11, K'=4, L'=7, [ 7>=free_11 && free_11>=1 ], cost: 1 10: f2 -> f3 : A'=0, B'=C, D'=E, F'=free_12, G'=free_13, Q'=0, J'=free_12, K'=free_13, L'=3, [ 7>=free_13 && 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 ], cost: 1 11: f2 -> f3 : A'=0, B'=C, D'=E, F'=free_14, G'=free_15, Q'=0, J'=free_14, K'=free_15, L'=3, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 ], cost: 1 12: f2 -> f3 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_16, G'=4, H'=1, Q'=0, J'=free_16, K'=4, L'=3, [ 7>=free_16 && free_16>=1 ], cost: 1 13: f3 -> f6 : A'=1, B'=C, D'=E, F'=free_17, G'=free_18, Q'=1, J'=free_17, K'=free_18, L'=6, [ 7>=free_18 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 ], cost: 1 14: f3 -> f6 : A'=1, B'=C, D'=E, F'=free_19, G'=free_20, Q'=1, J'=free_19, K'=free_20, L'=6, [ 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 ], cost: 1 15: f3 -> f6 : A'=1, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_21, G'=4, H'=1, Q'=1, J'=free_21, K'=4, L'=6, [ 7>=free_21 && free_21>=1 ], cost: 1 16: f6 -> f4 : A'=free_22, B'=C, D'=E, F'=free_23, G'=2, H'=0, Q'=free_22, J'=free_23, K'=2, L'=4, [ 7>=free_23 && 1>=free_22 && free_22>=0 && free_23>=1 ], cost: 1 17: f6 -> f4 : A'=free_24, B'=C, D'=E, F'=free_25, G'=7, H'=1, Q'=free_24, J'=free_25, K'=7, L'=4, [ 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 ], cost: 1 18: f4 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_27 && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && H==1 ], cost: 1 19: f4 -> f2 : A'=0, B'=C, D'=E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && H==1 ], cost: 1 20: f4 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 1 21: f4 -> f7 : A'=0, B'=C, D'=E, F'=free_31, G'=free_32, Q'=0, J'=free_31, K'=free_32, L'=7, [ E>=M && C>=N && 7>=free_32 && 7>=free_31 && 3>=free_32 && free_32>=1 && free_31>=1 ], cost: 1 22: f4 -> f7 : A'=0, B'=C, D'=E, F'=free_33, G'=free_34, Q'=0, J'=free_33, K'=free_34, L'=7, [ E>=M && C>=N && 7>=free_34 && 7>=free_33 && free_34>=5 && free_33>=1 ], cost: 1 23: f4 -> f7 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_35, G'=4, H'=1, Q'=0, J'=free_35, K'=4, L'=7, [ 1+E>=M && 1+C>=N && 7>=free_35 && free_35>=1 ], cost: 1 24: f4 -> f7 : A'=1, B'=C, D'=E, F'=free_36, G'=free_37, Q'=1, J'=free_36, K'=free_37, L'=7, [ 7>=free_37 && 7>=free_36 && 3>=free_37 && free_37>=1 && free_36>=1 ], cost: 1 25: f4 -> f7 : A'=1, B'=C, D'=E, F'=free_38, G'=free_39, Q'=1, J'=free_38, K'=free_39, L'=7, [ 7>=free_39 && 7>=free_38 && free_39>=5 && free_38>=1 ], cost: 1 26: f4 -> f7 : A'=1, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_40, G'=4, H'=1, Q'=1, J'=free_40, K'=4, L'=7, [ 7>=free_40 && free_40>=1 ], cost: 1 Removed unreachable and leaf rules: Start location: f0 0: f0 -> f1 : [], cost: 1 4: f1 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_5, H'=0, Q'=0, J'=3, K'=free_5, L'=2, [ 7>=free_5 && 3>=free_5 && free_5>=1 ], cost: 1 5: f1 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_6, H'=0, Q'=0, J'=3, K'=free_6, L'=2, [ 7>=free_6 && free_6>=5 ], cost: 1 6: f1 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=3, G'=4, H'=1, Q'=0, J'=3, K'=4, L'=2, [], cost: 1 10: f2 -> f3 : A'=0, B'=C, D'=E, F'=free_12, G'=free_13, Q'=0, J'=free_12, K'=free_13, L'=3, [ 7>=free_13 && 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 ], cost: 1 11: f2 -> f3 : A'=0, B'=C, D'=E, F'=free_14, G'=free_15, Q'=0, J'=free_14, K'=free_15, L'=3, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 ], cost: 1 12: f2 -> f3 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_16, G'=4, H'=1, Q'=0, J'=free_16, K'=4, L'=3, [ 7>=free_16 && free_16>=1 ], cost: 1 13: f3 -> f6 : A'=1, B'=C, D'=E, F'=free_17, G'=free_18, Q'=1, J'=free_17, K'=free_18, L'=6, [ 7>=free_18 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 ], cost: 1 14: f3 -> f6 : A'=1, B'=C, D'=E, F'=free_19, G'=free_20, Q'=1, J'=free_19, K'=free_20, L'=6, [ 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 ], cost: 1 15: f3 -> f6 : A'=1, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_21, G'=4, H'=1, Q'=1, J'=free_21, K'=4, L'=6, [ 7>=free_21 && free_21>=1 ], cost: 1 16: f6 -> f4 : A'=free_22, B'=C, D'=E, F'=free_23, G'=2, H'=0, Q'=free_22, J'=free_23, K'=2, L'=4, [ 7>=free_23 && 1>=free_22 && free_22>=0 && free_23>=1 ], cost: 1 17: f6 -> f4 : A'=free_24, B'=C, D'=E, F'=free_25, G'=7, H'=1, Q'=free_24, J'=free_25, K'=7, L'=4, [ 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 ], cost: 1 18: f4 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_27 && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && H==1 ], cost: 1 19: f4 -> f2 : A'=0, B'=C, D'=E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && H==1 ], cost: 1 20: f4 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 1 Simplified all rules, resulting in: Start location: f0 0: f0 -> f1 : [], cost: 1 4: f1 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_5, H'=0, Q'=0, J'=3, K'=free_5, L'=2, [ 3>=free_5 && free_5>=1 ], cost: 1 5: f1 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_6, H'=0, Q'=0, J'=3, K'=free_6, L'=2, [ 7>=free_6 && free_6>=5 ], cost: 1 6: f1 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=3, G'=4, H'=1, Q'=0, J'=3, K'=4, L'=2, [], cost: 1 10: f2 -> f3 : A'=0, B'=C, D'=E, F'=free_12, G'=free_13, Q'=0, J'=free_12, K'=free_13, L'=3, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 ], cost: 1 11: f2 -> f3 : A'=0, B'=C, D'=E, F'=free_14, G'=free_15, Q'=0, J'=free_14, K'=free_15, L'=3, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 ], cost: 1 12: f2 -> f3 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_16, G'=4, H'=1, Q'=0, J'=free_16, K'=4, L'=3, [ 7>=free_16 && free_16>=1 ], cost: 1 13: f3 -> f6 : A'=1, B'=C, D'=E, F'=free_17, G'=free_18, Q'=1, J'=free_17, K'=free_18, L'=6, [ 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 ], cost: 1 14: f3 -> f6 : A'=1, B'=C, D'=E, F'=free_19, G'=free_20, Q'=1, J'=free_19, K'=free_20, L'=6, [ 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 ], cost: 1 15: f3 -> f6 : A'=1, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_21, G'=4, H'=1, Q'=1, J'=free_21, K'=4, L'=6, [ 7>=free_21 && free_21>=1 ], cost: 1 16: f6 -> f4 : A'=free_22, B'=C, D'=E, F'=free_23, G'=2, H'=0, Q'=free_22, J'=free_23, K'=2, L'=4, [ 7>=free_23 && 1>=free_22 && free_22>=0 && free_23>=1 ], cost: 1 17: f6 -> f4 : A'=free_24, B'=C, D'=E, F'=free_25, G'=7, H'=1, Q'=free_24, J'=free_25, K'=7, L'=4, [ 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 ], cost: 1 18: f4 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && H==1 ], cost: 1 19: f4 -> f2 : A'=0, B'=C, D'=E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && H==1 ], cost: 1 20: f4 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 1 ### Simplification by acceleration and chaining ### Eliminated locations (on tree-shaped paths): Start location: f0 27: f0 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_5, H'=0, Q'=0, J'=3, K'=free_5, L'=2, [ 3>=free_5 && free_5>=1 ], cost: 2 28: f0 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_6, H'=0, Q'=0, J'=3, K'=free_6, L'=2, [ 7>=free_6 && free_6>=5 ], cost: 2 29: f0 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=3, G'=4, H'=1, Q'=0, J'=3, K'=4, L'=2, [], cost: 2 30: f2 -> f6 : A'=1, B'=C, D'=E, F'=free_17, G'=free_18, Q'=1, J'=free_17, K'=free_18, L'=6, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 ], cost: 2 31: f2 -> f6 : A'=1, B'=C, D'=E, F'=free_19, G'=free_20, Q'=1, J'=free_19, K'=free_20, L'=6, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 ], cost: 2 32: f2 -> f6 : A'=1, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_21, G'=4, H'=1, Q'=1, J'=free_21, K'=4, L'=6, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_21 && free_21>=1 ], cost: 2 33: f2 -> f6 : A'=1, B'=C, D'=E, F'=free_17, G'=free_18, Q'=1, J'=free_17, K'=free_18, L'=6, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 ], cost: 2 34: f2 -> f6 : A'=1, B'=C, D'=E, F'=free_19, G'=free_20, Q'=1, J'=free_19, K'=free_20, L'=6, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 ], cost: 2 35: f2 -> f6 : A'=1, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_21, G'=4, H'=1, Q'=1, J'=free_21, K'=4, L'=6, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_21 && free_21>=1 ], cost: 2 36: f2 -> f6 : A'=1, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_17, G'=free_18, H'=1, Q'=1, J'=free_17, K'=free_18, L'=6, [ 7>=free_16 && free_16>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 ], cost: 2 37: f2 -> f6 : A'=1, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_19, G'=free_20, H'=1, Q'=1, J'=free_19, K'=free_20, L'=6, [ 7>=free_16 && free_16>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 ], cost: 2 38: f2 -> f6 : A'=1, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_21, G'=4, H'=1, Q'=1, J'=free_21, K'=4, L'=6, [ 7>=free_16 && free_16>=1 && 7>=free_21 && free_21>=1 ], cost: 2 39: f6 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_23 && 1>=free_22 && free_22>=0 && free_23>=1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 2 40: f6 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 2 41: f6 -> f2 : A'=0, B'=C, D'=E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 2 42: f6 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 2 Eliminated locations (on tree-shaped paths): Start location: f0 27: f0 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_5, H'=0, Q'=0, J'=3, K'=free_5, L'=2, [ 3>=free_5 && free_5>=1 ], cost: 2 28: f0 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_6, H'=0, Q'=0, J'=3, K'=free_6, L'=2, [ 7>=free_6 && free_6>=5 ], cost: 2 29: f0 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=3, G'=4, H'=1, Q'=0, J'=3, K'=4, L'=2, [], cost: 2 43: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 && 7>=free_23 && 1>=free_22 && free_22>=0 && free_23>=1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 44: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 4 45: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 4 46: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 47: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 && 7>=free_23 && 1>=free_22 && free_22>=0 && free_23>=1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 48: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 4 49: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 4 50: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 51: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_21 && free_21>=1 && 7>=free_23 && 1>=free_22 && free_22>=0 && free_23>=1 && M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 52: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_21 && free_21>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 4 53: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_21 && free_21>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 4 54: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_12 && 3>=free_13 && free_13>=1 && free_12>=1 && 7>=free_21 && free_21>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 55: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 && 7>=free_23 && 1>=free_22 && free_22>=0 && free_23>=1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 56: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 4 57: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 4 58: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 59: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 && 7>=free_23 && 1>=free_22 && free_22>=0 && free_23>=1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 60: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 4 61: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 4 62: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 63: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_21 && free_21>=1 && 7>=free_23 && 1>=free_22 && free_22>=0 && free_23>=1 && M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 64: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_21 && free_21>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 4 65: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_21 && free_21>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 4 66: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_15 && 7>=free_14 && free_15>=5 && free_14>=1 && 7>=free_21 && free_21>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 67: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_16 && free_16>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 && 7>=free_23 && 1>=free_22 && free_22>=0 && free_23>=1 && M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 68: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ 7>=free_16 && free_16>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 4 69: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ 7>=free_16 && free_16>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 4 70: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_16 && free_16>=1 && 7>=free_17 && 3>=free_18 && free_18>=1 && free_17>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 71: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_16 && free_16>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 && 7>=free_23 && 1>=free_22 && free_22>=0 && free_23>=1 && M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 72: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ 7>=free_16 && free_16>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 4 73: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ 7>=free_16 && free_16>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 4 74: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_16 && free_16>=1 && 7>=free_20 && 7>=free_19 && free_20>=5 && free_19>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 75: f2 -> f2 : A'=0, B'=3+C, C'=3+C, D'=3+E, E'=3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_16 && free_16>=1 && 7>=free_21 && free_21>=1 && 7>=free_23 && 1>=free_22 && free_22>=0 && free_23>=1 && M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 76: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ 7>=free_16 && free_16>=1 && 7>=free_21 && free_21>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 4 77: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ 7>=free_16 && free_16>=1 && 7>=free_21 && free_21>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 4 78: f2 -> f2 : A'=0, B'=3+C, C'=3+C, D'=3+E, E'=3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ 7>=free_16 && free_16>=1 && 7>=free_21 && free_21>=1 && 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 Accelerating simple loops of location 2. Simplified some of the simple loops (and removed duplicate rules). Accelerating the following rules: 59: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 60: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 4 61: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 4 62: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ H==1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 72: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 4 73: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 4 74: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 76: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 4 77: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 4 78: f2 -> f2 : A'=0, B'=3+C, C'=3+C, D'=3+E, E'=3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 ], cost: 4 Accelerated rule 59 with backward acceleration, yielding the new rule 79. Accelerated rule 59 with backward acceleration, yielding the new rule 80. Accelerated rule 60 with metering function H, yielding the new rule 81. Accelerated rule 61 with metering function H, yielding the new rule 82. Accelerated rule 62 with metering function -1+H, yielding the new rule 83. Accelerated rule 72 with backward acceleration, yielding the new rule 84. Accelerated rule 72 with backward acceleration, yielding the new rule 85. Accelerated rule 73 with backward acceleration, yielding the new rule 86. Accelerated rule 73 with backward acceleration, yielding the new rule 87. Accelerated rule 74 with backward acceleration, yielding the new rule 88. Accelerated rule 76 with backward acceleration, yielding the new rule 89. Accelerated rule 77 with backward acceleration, yielding the new rule 90. Accelerated rule 78 with backward acceleration, yielding the new rule 91. Nested simple loops 62 (outer loop) and 88 (inner loop) with metering function -1+H, resulting in the new rules: 92. Nested simple loops 62 (outer loop) and 89 (inner loop) with metering function -1+H, resulting in the new rules: 93. Nested simple loops 62 (outer loop) and 90 (inner loop) with metering function -1+H, resulting in the new rules: 94. Nested simple loops 62 (outer loop) and 91 (inner loop) with metering function -1+H, resulting in the new rules: 95. Removing the simple loops: 59 60 61 62 72 73 74 76 77 78. Accelerated all simple loops using metering functions (where possible): Start location: f0 27: f0 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_5, H'=0, Q'=0, J'=3, K'=free_5, L'=2, [ 3>=free_5 && free_5>=1 ], cost: 2 28: f0 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_6, H'=0, Q'=0, J'=3, K'=free_6, L'=2, [ 7>=free_6 && free_6>=5 ], cost: 2 29: f0 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=3, G'=4, H'=1, Q'=0, J'=3, K'=4, L'=2, [], cost: 2 79: f2 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && N>=C+M-E ], cost: -4+4*M-4*E 80: f2 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && M>=-C+N+E ], cost: -4-4*C+4*N 81: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 4*H 82: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 4*H 83: f2 -> f2 : A'=0, B'=-1+C+H, C'=-1+C+H, D'=-1+H+E, E'=-1+H+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ H==1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && -1+H>=1 ], cost: -4+4*H 84: f2 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && N>=C+M-E ], cost: -4+4*M-4*E 85: f2 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && M>=-C+N+E ], cost: -4-4*C+4*N 86: f2 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && N>=C+M-E ], cost: -4+4*M-4*E 87: f2 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && M>=-C+N+E ], cost: -4-4*C+4*N 88: f2 -> f2 : A'=0, B'=C+2*k_3, C'=C+2*k_3, D'=2*k_3+E, E'=2*k_3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_3>0 && M>=1+2*k_3+E && N>=1+C+2*k_3 ], cost: 4*k_3 89: f2 -> f2 : A'=0, B'=C+2*k_4, C'=C+2*k_4, D'=2*k_4+E, E'=2*k_4+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && k_4>0 && M>=1+2*k_4+E && N>=1+C+2*k_4 ], cost: 4*k_4 90: f2 -> f2 : A'=0, B'=C+2*k_5, C'=C+2*k_5, D'=2*k_5+E, E'=2*k_5+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && k_5>0 && M>=1+2*k_5+E && N>=1+C+2*k_5 ], cost: 4*k_5 91: f2 -> f2 : A'=0, B'=C+3*k_6, C'=C+3*k_6, D'=3*k_6+E, E'=3*k_6+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_6>0 && M>=1+3*k_6+E && N>=1+C+3*k_6 ], cost: 4*k_6 92: f2 -> f2 : A'=0, B'=-1+2*(-1+H)*k_3+C+H, C'=-1+2*(-1+H)*k_3+C+H, D'=-1+2*(-1+H)*k_3+H+E, E'=-1+2*(-1+H)*k_3+H+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ H==1 && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && M>=4+E && N>=4+C && k_3>0 && M>=2+2*k_3+E && N>=2+C+2*k_3 && -1+H>=1 ], cost: -4+4*(-1+H)*k_3+4*H 93: f2 -> f2 : A'=0, B'=-1+C+2*k_4*(-1+H)+H, C'=-1+C+2*k_4*(-1+H)+H, D'=-1+2*k_4*(-1+H)+H+E, E'=-1+2*k_4*(-1+H)+H+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ H==1 && M>=1 && N>=1 && M>=4+E && N>=4+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && k_4>0 && M>=2+2*k_4+E && N>=2+C+2*k_4 && -1+H>=1 ], cost: -4+4*k_4*(-1+H)+4*H 94: f2 -> f2 : A'=0, B'=-1+C+H+2*k_5*(-1+H), C'=-1+C+H+2*k_5*(-1+H), D'=-1+H+2*k_5*(-1+H)+E, E'=-1+H+2*k_5*(-1+H)+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ H==1 && M>=1 && N>=1 && M>=4+E && N>=4+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && k_5>0 && M>=2+2*k_5+E && N>=2+C+2*k_5 && -1+H>=1 ], cost: -4+4*H+4*k_5*(-1+H) 95: f2 -> f2 : A'=0, B'=-1+3*k_6*(-1+H)+C+H, C'=-1+3*k_6*(-1+H)+C+H, D'=-1+3*k_6*(-1+H)+H+E, E'=-1+3*k_6*(-1+H)+H+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ H==1 && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && M>=5+E && N>=5+C && k_6>0 && M>=2+3*k_6+E && N>=2+C+3*k_6 && -1+H>=1 ], cost: -4+4*k_6*(-1+H)+4*H Chained accelerated rules (with incoming rules): Start location: f0 27: f0 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_5, H'=0, Q'=0, J'=3, K'=free_5, L'=2, [ 3>=free_5 && free_5>=1 ], cost: 2 28: f0 -> f2 : A'=0, B'=C, D'=E, F'=3, G'=free_6, H'=0, Q'=0, J'=3, K'=free_6, L'=2, [ 7>=free_6 && free_6>=5 ], cost: 2 29: f0 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=3, G'=4, H'=1, Q'=0, J'=3, K'=4, L'=2, [], cost: 2 96: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && N>=C+M-E ], cost: -2+4*M-4*E 97: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && N>=C+M-E ], cost: -2+4*M-4*E 98: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && N>=C+M-E ], cost: -6+4*M-4*E 99: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 100: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 101: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && M>=-C+N+E ], cost: -6-4*C+4*N 102: f0 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 ], cost: 6 103: f0 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 ], cost: 6 104: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && N>=C+M-E ], cost: -2+4*M-4*E 105: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && N>=C+M-E ], cost: -2+4*M-4*E 106: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && N>=C+M-E ], cost: -6+4*M-4*E 107: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 108: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 109: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && M>=-C+N+E ], cost: -6-4*C+4*N 110: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && N>=C+M-E ], cost: -2+4*M-4*E 111: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && N>=C+M-E ], cost: -2+4*M-4*E 112: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && N>=C+M-E ], cost: -6+4*M-4*E 113: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 114: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 115: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && M>=-C+N+E ], cost: -6-4*C+4*N 116: f0 -> f2 : A'=0, B'=C+2*k_3, C'=C+2*k_3, D'=2*k_3+E, E'=2*k_3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_3>0 && M>=1+2*k_3+E && N>=1+C+2*k_3 ], cost: 2+4*k_3 117: f0 -> f2 : A'=0, B'=C+2*k_3, C'=C+2*k_3, D'=2*k_3+E, E'=2*k_3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_3>0 && M>=1+2*k_3+E && N>=1+C+2*k_3 ], cost: 2+4*k_3 118: f0 -> f2 : A'=0, B'=1+C+2*k_3, C'=1+C+2*k_3, D'=1+2*k_3+E, E'=1+2*k_3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_3>0 && M>=2+2*k_3+E && N>=2+C+2*k_3 ], cost: 2+4*k_3 119: f0 -> f2 : A'=0, B'=C+2*k_4, C'=C+2*k_4, D'=2*k_4+E, E'=2*k_4+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && k_4>0 && M>=1+2*k_4+E && N>=1+C+2*k_4 ], cost: 2+4*k_4 120: f0 -> f2 : A'=0, B'=C+2*k_4, C'=C+2*k_4, D'=2*k_4+E, E'=2*k_4+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && k_4>0 && M>=1+2*k_4+E && N>=1+C+2*k_4 ], cost: 2+4*k_4 121: f0 -> f2 : A'=0, B'=1+C+2*k_4, C'=1+C+2*k_4, D'=1+2*k_4+E, E'=1+2*k_4+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=4+E && N>=1 && N>=4+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && k_4>0 && M>=2+2*k_4+E && N>=2+C+2*k_4 ], cost: 2+4*k_4 122: f0 -> f2 : A'=0, B'=C+2*k_5, C'=C+2*k_5, D'=2*k_5+E, E'=2*k_5+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && k_5>0 && M>=1+2*k_5+E && N>=1+C+2*k_5 ], cost: 2+4*k_5 123: f0 -> f2 : A'=0, B'=C+2*k_5, C'=C+2*k_5, D'=2*k_5+E, E'=2*k_5+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && k_5>0 && M>=1+2*k_5+E && N>=1+C+2*k_5 ], cost: 2+4*k_5 124: f0 -> f2 : A'=0, B'=1+C+2*k_5, C'=1+C+2*k_5, D'=1+2*k_5+E, E'=1+2*k_5+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=4+E && N>=1 && N>=4+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && k_5>0 && M>=2+2*k_5+E && N>=2+C+2*k_5 ], cost: 2+4*k_5 125: f0 -> f2 : A'=0, B'=C+3*k_6, C'=C+3*k_6, D'=3*k_6+E, E'=3*k_6+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_6>0 && M>=1+3*k_6+E && N>=1+C+3*k_6 ], cost: 2+4*k_6 126: f0 -> f2 : A'=0, B'=C+3*k_6, C'=C+3*k_6, D'=3*k_6+E, E'=3*k_6+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_6>0 && M>=1+3*k_6+E && N>=1+C+3*k_6 ], cost: 2+4*k_6 127: f0 -> f2 : A'=0, B'=1+C+3*k_6, C'=1+C+3*k_6, D'=1+3*k_6+E, E'=1+3*k_6+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=5+E && N>=5+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_6>0 && M>=2+3*k_6+E && N>=2+C+3*k_6 ], cost: 2+4*k_6 Removed unreachable locations (and leaf rules with constant cost): Start location: f0 96: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && N>=C+M-E ], cost: -2+4*M-4*E 97: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && N>=C+M-E ], cost: -2+4*M-4*E 98: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && N>=C+M-E ], cost: -6+4*M-4*E 99: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 100: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 101: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && M>=-C+N+E ], cost: -6-4*C+4*N 104: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && N>=C+M-E ], cost: -2+4*M-4*E 105: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && N>=C+M-E ], cost: -2+4*M-4*E 106: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && N>=C+M-E ], cost: -6+4*M-4*E 107: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 108: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 109: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && M>=-C+N+E ], cost: -6-4*C+4*N 110: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && N>=C+M-E ], cost: -2+4*M-4*E 111: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && N>=C+M-E ], cost: -2+4*M-4*E 112: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && N>=C+M-E ], cost: -6+4*M-4*E 113: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 114: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 115: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && M>=-C+N+E ], cost: -6-4*C+4*N 116: f0 -> f2 : A'=0, B'=C+2*k_3, C'=C+2*k_3, D'=2*k_3+E, E'=2*k_3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_3>0 && M>=1+2*k_3+E && N>=1+C+2*k_3 ], cost: 2+4*k_3 117: f0 -> f2 : A'=0, B'=C+2*k_3, C'=C+2*k_3, D'=2*k_3+E, E'=2*k_3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_3>0 && M>=1+2*k_3+E && N>=1+C+2*k_3 ], cost: 2+4*k_3 118: f0 -> f2 : A'=0, B'=1+C+2*k_3, C'=1+C+2*k_3, D'=1+2*k_3+E, E'=1+2*k_3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_3>0 && M>=2+2*k_3+E && N>=2+C+2*k_3 ], cost: 2+4*k_3 119: f0 -> f2 : A'=0, B'=C+2*k_4, C'=C+2*k_4, D'=2*k_4+E, E'=2*k_4+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && k_4>0 && M>=1+2*k_4+E && N>=1+C+2*k_4 ], cost: 2+4*k_4 120: f0 -> f2 : A'=0, B'=C+2*k_4, C'=C+2*k_4, D'=2*k_4+E, E'=2*k_4+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && k_4>0 && M>=1+2*k_4+E && N>=1+C+2*k_4 ], cost: 2+4*k_4 121: f0 -> f2 : A'=0, B'=1+C+2*k_4, C'=1+C+2*k_4, D'=1+2*k_4+E, E'=1+2*k_4+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=4+E && N>=1 && N>=4+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && k_4>0 && M>=2+2*k_4+E && N>=2+C+2*k_4 ], cost: 2+4*k_4 122: f0 -> f2 : A'=0, B'=C+2*k_5, C'=C+2*k_5, D'=2*k_5+E, E'=2*k_5+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && k_5>0 && M>=1+2*k_5+E && N>=1+C+2*k_5 ], cost: 2+4*k_5 123: f0 -> f2 : A'=0, B'=C+2*k_5, C'=C+2*k_5, D'=2*k_5+E, E'=2*k_5+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && k_5>0 && M>=1+2*k_5+E && N>=1+C+2*k_5 ], cost: 2+4*k_5 124: f0 -> f2 : A'=0, B'=1+C+2*k_5, C'=1+C+2*k_5, D'=1+2*k_5+E, E'=1+2*k_5+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=4+E && N>=1 && N>=4+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && k_5>0 && M>=2+2*k_5+E && N>=2+C+2*k_5 ], cost: 2+4*k_5 125: f0 -> f2 : A'=0, B'=C+3*k_6, C'=C+3*k_6, D'=3*k_6+E, E'=3*k_6+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_6>0 && M>=1+3*k_6+E && N>=1+C+3*k_6 ], cost: 2+4*k_6 126: f0 -> f2 : A'=0, B'=C+3*k_6, C'=C+3*k_6, D'=3*k_6+E, E'=3*k_6+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_6>0 && M>=1+3*k_6+E && N>=1+C+3*k_6 ], cost: 2+4*k_6 127: f0 -> f2 : A'=0, B'=1+C+3*k_6, C'=1+C+3*k_6, D'=1+3*k_6+E, E'=1+3*k_6+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=5+E && N>=5+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_6>0 && M>=2+3*k_6+E && N>=2+C+3*k_6 ], cost: 2+4*k_6 ### Computing asymptotic complexity ### Fully simplified ITS problem Start location: f0 97: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && N>=C+M-E ], cost: -2+4*M-4*E 98: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && N>=C+M-E ], cost: -6+4*M-4*E 100: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 101: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && M>=-C+N+E ], cost: -6-4*C+4*N 105: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && N>=C+M-E ], cost: -2+4*M-4*E 106: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && N>=C+M-E ], cost: -6+4*M-4*E 108: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 109: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && M>=-C+N+E ], cost: -6-4*C+4*N 111: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && N>=C+M-E ], cost: -2+4*M-4*E 112: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && N>=C+M-E ], cost: -6+4*M-4*E 114: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && M>=-C+N+E ], cost: -2-4*C+4*N 115: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && M>=-C+N+E ], cost: -6-4*C+4*N 117: f0 -> f2 : A'=0, B'=C+2*k_3, C'=C+2*k_3, D'=2*k_3+E, E'=2*k_3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_3>0 && M>=1+2*k_3+E && N>=1+C+2*k_3 ], cost: 2+4*k_3 118: f0 -> f2 : A'=0, B'=1+C+2*k_3, C'=1+C+2*k_3, D'=1+2*k_3+E, E'=1+2*k_3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_3>0 && M>=2+2*k_3+E && N>=2+C+2*k_3 ], cost: 2+4*k_3 120: f0 -> f2 : A'=0, B'=C+2*k_4, C'=C+2*k_4, D'=2*k_4+E, E'=2*k_4+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && k_4>0 && M>=1+2*k_4+E && N>=1+C+2*k_4 ], cost: 2+4*k_4 121: f0 -> f2 : A'=0, B'=1+C+2*k_4, C'=1+C+2*k_4, D'=1+2*k_4+E, E'=1+2*k_4+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && M>=4+E && N>=1 && N>=4+C && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && k_4>0 && M>=2+2*k_4+E && N>=2+C+2*k_4 ], cost: 2+4*k_4 123: f0 -> f2 : A'=0, B'=C+2*k_5, C'=C+2*k_5, D'=2*k_5+E, E'=2*k_5+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && k_5>0 && M>=1+2*k_5+E && N>=1+C+2*k_5 ], cost: 2+4*k_5 124: f0 -> f2 : A'=0, B'=1+C+2*k_5, C'=1+C+2*k_5, D'=1+2*k_5+E, E'=1+2*k_5+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && M>=4+E && N>=1 && N>=4+C && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && k_5>0 && M>=2+2*k_5+E && N>=2+C+2*k_5 ], cost: 2+4*k_5 126: f0 -> f2 : A'=0, B'=C+3*k_6, C'=C+3*k_6, D'=3*k_6+E, E'=3*k_6+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_6>0 && M>=1+3*k_6+E && N>=1+C+3*k_6 ], cost: 2+4*k_6 127: f0 -> f2 : A'=0, B'=1+C+3*k_6, C'=1+C+3*k_6, D'=1+3*k_6+E, E'=1+3*k_6+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=5+E && N>=5+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_6>0 && M>=2+3*k_6+E && N>=2+C+3*k_6 ], cost: 2+4*k_6 Computing asymptotic complexity for rule 97 Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 1-C-M+N+E (+/+!), -1+M-E (+/+!), -2+4*M-4*E (+), 8-free_30 (+/+!), M (+/+!), -1-C+N (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-n,M==1,N==1,E==-n} resulting limit problem: [solved] Solution: free_30 / 1 C / -1-n M / 1 N / 1 E / -n Resulting cost 2+4*n has complexity: Poly(n^1) Found new complexity Poly(n^1). Computing asymptotic complexity for rule 117 Simplified the guard: 117: f0 -> f2 : A'=0, B'=C+2*k_3, C'=C+2*k_3, D'=2*k_3+E, E'=2*k_3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_3>0 && M>=1+2*k_3+E && N>=1+C+2*k_3 ], cost: 2+4*k_3 Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-n,M==1+n,N==1+n,k_3==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 1+2*k_3+E (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), 1+2*k_3+E (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 1+2*k_3+E (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 1+2*k_3+E (+/+!), 8-free_30 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), 1+2*k_3+E (+/+!), 8-free_30 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 1+2*k_3+E (+/+!), 8-free_30 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==0,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_3==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), 1+C+2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+n,k_3==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_3==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), 1+C+2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+n,k_3==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_3==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 7 (+/+!), 1+C+2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), 1+C+2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+n,k_3==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,M==2*n,k_3==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), 1+C+2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 1+C+2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 1+C+2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,M==1+n,k_3==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==1+n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,N==1+2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==1+n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,N==1+2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 1-C-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==1+n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), 1+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+2*k_3+E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,N==1+2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 1+2*k_3+E (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 1+2*k_3+E (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-n,N==1+n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_3+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 1+2*k_3+E (+/+!), 8-free_30 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 1+2*k_3+E (+/+!), 8-free_30 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==0,N==1+2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_3==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==1+n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+n,N==1+n,k_3==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_3==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==1+n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+n,N==1+n,k_3==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_3==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==1+n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 7 (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+n,N==1+n,k_3==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), 1-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 1-C-2*k_3 (+/+!), M (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,M==2*n,k_3==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), M-2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 1-2*k_3-E (+/+!), N (+/+!), -C+N-2*k_3 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-n,N==1+n,k_3==n,E==-2*n} resulting limit problem: [solved] Solution: free_30 / 1 C / -n M / 1+n N / 1+n k_3 / n E / -n Resulting cost 2+4*n has complexity: Poly(n^1) Computing asymptotic complexity for rule 118 Simplified the guard: 118: f0 -> f2 : A'=0, B'=1+C+2*k_3, C'=1+C+2*k_3, D'=1+2*k_3+E, E'=1+2*k_3+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_3>0 && M>=2+2*k_3+E && N>=2+C+2*k_3 ], cost: 2+4*k_3 Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,M==1,N==2,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+2*k_3+E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==0,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-2*n,M==1,k_3==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_3} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!), 2+C+2*k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,M==1+n,k_3==n,E==-1-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,N==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), 2+2*k_3+E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,N==1,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,N==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), 2+2*k_3+E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,N==1,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,N==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), 2+2*k_3+E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), 2+2*k_3+E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,N==1,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), 2+2*k_3+E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-2*n,k_3==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-n,N==2+n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_3+E} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+2*k_3+E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+2*k_3+E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-2*n,N==1,k_3==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,N==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,N==2,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,N==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,N==2,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -C-2*k_3 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 7 (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -2*k_3-E (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,N==1,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), -1+M-2*k_3-E (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,N==2,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-2*n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), -1+M-2*k_3-E (+/+!), -C-2*k_3 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-2*n,M==1,k_3==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), -1+M-2*k_3-E (+/+!), 8-free_30 (+/+!), M (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: -1-C+N-2*k_3 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C+N-2*k_3 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), -2*k_3-E (+/+!), N (+/+!), 2+4*k_3 (+), k_3 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-n,N==2+n,k_3==n,E==-1-2*n} resulting limit problem: [solved] Solution: free_30 / 1 C / -2*n M / 1 N / 2 k_3 / n E / -1-2*n Resulting cost 2+4*n has complexity: Poly(n^1) Computing asymptotic complexity for rule 120 Simplified the guard: 120: f0 -> f2 : A'=0, B'=C+2*k_4, C'=C+2*k_4, D'=2*k_4+E, E'=2*k_4+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && N>=1 && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && k_4>0 && M>=1+2*k_4+E && N>=1+C+2*k_4 ], cost: 2+4*k_4 Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1,k_4==n,N==1,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==0,k_4==n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 1+C+2*k_4 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 1+C+2*k_4 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1+n,k_4==n,free_26==1,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_4} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 1+C+2*k_4 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1+n,k_4==n,free_26==1,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,N==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,N==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,N==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,N==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,N==1,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==1+n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,N==1,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==1+n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,N==1,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==1+n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,N==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,N==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,N==1,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), 1+2*k_4+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==0,k_4==n,N==1+2*n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), k_4 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1,k_4==n,N==1+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), k_4 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1,k_4==n,N==1+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), k_4 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1,k_4==n,N==1+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), k_4 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1,k_4==n,N==1+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), k_4 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1,k_4==n,N==1+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), k_4 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1,k_4==n,N==1+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,N==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,M==1,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,N==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,M==1,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), k_4 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1,k_4==n,N==1+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,N==1,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,N==1,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), k_4 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1,k_4==n,N==1+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,N==1,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,N==1,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 7 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), k_4 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1,k_4==n,N==1+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,N==1,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,N==1,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,N==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,M==1,k_4==n,N==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: M-2*k_4-E (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1+n,k_4==n,free_26==1,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: M-2*k_4-E (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), -C-2*k_4+N (+/+!), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 1-2*k_4-E (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,N==1,free_26==1,E==-2*n} resulting limit problem: [solved] Solution: free_27 / 1 C / -2*n M / 1 k_4 / n N / 1 free_26 / 1 E / -3*n Resulting cost 2+4*n has complexity: Poly(n^1) Computing asymptotic complexity for rule 121 Simplified the guard: 121: f0 -> f2 : A'=0, B'=1+C+2*k_4, C'=1+C+2*k_4, D'=1+2*k_4+E, E'=1+2*k_4+E, F'=free_26, G'=free_27, H'=0, Q'=0, J'=free_26, K'=free_27, L'=2, [ M>=1 && N>=1 && 7>=free_26 && 3>=free_27 && free_27>=1 && free_26>=1 && k_4>0 && M>=2+2*k_4+E && N>=2+C+2*k_4 ], cost: 2+4*k_4 Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,M==1+2*n,k_4==n,N==2+n,free_26==1,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==0,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==0,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==0,k_4==n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_4==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_4==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_4==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_4==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_4==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_4==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_4==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,k_4==n,free_26==1,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_4==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,k_4==n,free_26==1,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_4==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,k_4==n,free_26==1,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), M (+/+!), k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,M==1,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,M==2*n,k_4==n,free_26==1,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==0,k_4==n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_4} resulting limit problem: 2+C+2*k_4 (+/+!), 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+2*k_4 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==0,M==1+2*n,k_4==n,free_26==1,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,k_4==n,N==2+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,k_4==n,N==2+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_4==n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,free_26==1,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,k_4==n,N==2+n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,N==2,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_4+E} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), 2+2*k_4+E (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,k_4==n,N==2+n,free_26==1,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,k_4==n,N==2+n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,k_4==n,N==2+n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,k_4==n,N==2+n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,k_4==n,N==2+n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,k_4==n,N==2+n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,k_4==n,N==2+n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,M==1+2*n,k_4==n,N==2+n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,M==1+2*n,k_4==n,N==2+n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,k_4==n,N==2+n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,k_4==n,free_26==1,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,k_4==n,N==2+n,free_26==1,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,k_4==n,N==2+n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,k_4==n,free_26==1,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,k_4==n,N==2+n,free_26==1,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), 7 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), 7 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,k_4==n,N==2+n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,k_4==n,free_26==1,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,k_4==n,N==2+n,free_26==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_27==3} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), 3 (+/+!), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_4 (+), M (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,k_4==n,N==2+n,free_26==1,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,k_4==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -1+M-2*k_4-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,M==2*n,k_4==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,k_4==n,N==2+n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_26==7} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 7 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -1+M-2*k_4-E (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-n,M==1+2*n,k_4==n,N==2+n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-3*n,k_4==n,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), -C-2*k_4 (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-1-2*n,M==2*n,k_4==n,free_26==1,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_4 (+), free_27 (+/+!), M (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), 8-free_26 (+/+!), -1+M-2*k_4-E (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_4 (+), free_27 (+/+!), 4-free_27 (+/+!), k_4 (+/+!), N (+/+!), -2*k_4-E (+/+!), 8-free_26 (+/+!), free_26 (+/+!), -1-C-2*k_4+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_27==1,C==-2*n,k_4==n,N==2,free_26==1,E==-1-2*n} resulting limit problem: [solved] Solution: free_27 / 1 C / -n M / 1+2*n k_4 / n N / 2+n free_26 / 1 E / -1 Resulting cost 2+4*n has complexity: Poly(n^1) Computing asymptotic complexity for rule 123 Simplified the guard: 123: f0 -> f2 : A'=0, B'=C+2*k_5, C'=C+2*k_5, D'=2*k_5+E, E'=2*k_5+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && N>=1 && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && k_5>0 && M>=1+2*k_5+E && N>=1+C+2*k_5 ], cost: 2+4*k_5 Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,free_28==1,N==1,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,free_28==1,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+n,k_5==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+n,k_5==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+n,k_5==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+n,k_5==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+n,k_5==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==1+n,k_5==n,free_29==5,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+n,k_5==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==1+n,k_5==n,free_29==5,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+n,k_5==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+n,k_5==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==n,free_28==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==1+n,free_28==1,k_5==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==n,free_28==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==1+n,free_28==1,k_5==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+n,k_5==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==1+n,k_5==n,free_29==5,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==n,free_28==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==1+n,free_28==1,k_5==n,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,free_28==1,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 1+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+n,free_28==1,k_5==n,free_29==5,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,N==n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,free_28==1,N==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,N==n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,free_28==1,N==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,N==n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,free_28==1,N==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), 1+2*k_5+E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,N==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1+2*k_5+E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,N==1,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,N==1,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,N==1,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,N==1,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,N==1,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,N==1,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,N==1,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,N==1,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,N==1,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,N==1,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,N==1,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==n,free_28==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,N==n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==n,free_28==1,N==1,k_5==n,E==-1-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==n,free_28==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,N==n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==n,free_28==1,N==1,k_5==n,E==-1-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==2*n,N==1,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,N==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,N==1,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==n,free_28==1,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,N==n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), 3 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==n,free_28==1,N==1,k_5==n,E==-1-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), 1-C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==2*n,free_28==1,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), M-2*k_5-E (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -C+N-2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), 1-2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,N==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solution: C / -2*n M / 2*n free_28 / 1 N / 1 k_5 / n free_29 / 5 E / -1 Resulting cost 2+4*n has complexity: Poly(n^1) Computing asymptotic complexity for rule 124 Simplified the guard: 124: f0 -> f2 : A'=0, B'=1+C+2*k_5, C'=1+C+2*k_5, D'=1+2*k_5+E, E'=1+2*k_5+E, F'=free_28, G'=free_29, H'=0, Q'=0, J'=free_28, K'=free_29, L'=2, [ M>=1 && N>=1 && 7>=free_29 && 7>=free_28 && free_29>=5 && free_28>=1 && k_5>0 && M>=2+2*k_5+E && N>=2+C+2*k_5 ], cost: 2+4*k_5 Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==2+n,free_28==1,N==3*n,k_5==n,free_29==5,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,free_28==1,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,free_29==5,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==1+2*n,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,free_29==5,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==1+2*n,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,free_28==1,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,free_28==1,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,free_28==1,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,free_28==1,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,free_29==5,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), 7 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==1+2*n,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,free_28==1,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,free_28==1,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,free_28==1,k_5==n,free_29==5,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,free_28==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+2*k_5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 2+C+2*k_5 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==1+2*n,free_28==1,k_5==n,free_29==5,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,free_28==1,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,free_28==1,N==2+n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,free_28==1,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,free_28==1,N==2+n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,free_28==1,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,free_28==1,N==2+n,k_5==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,free_29==5,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,free_28==1,N==2+n,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+2*k_5+E} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!), 2+2*k_5+E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,free_28==1,N==2+n,k_5==n,free_29==5,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,N==2+n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,N==2+n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,N==2+n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,N==2+n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,N==2+n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,free_29==5,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==2+n,N==3*n,k_5==n,free_29==5,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,N==2+n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,free_29==5,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==2+n,N==3*n,k_5==n,free_29==5,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,N==2+n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,N==2+n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,free_28==1,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,free_28==1,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,free_28==1,N==2+n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,free_28==1,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,free_28==1,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==5} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,free_28==1,N==2+n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,N==2+n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,k_5==n,free_29==5,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_5==n,free_29==5,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), 7 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,N==2+n,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_28==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==2+n,N==3*n,k_5==n,free_29==5,E==-n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,free_28==1,k_5==n,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,free_28==1,N==2+n,k_5==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {free_29==7} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), 3 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] applying transformation rule (B), deleting 3 (+/+!) resulting limit problem: 2+4*k_5 (+), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,M==1+2*n,free_28==1,N==2+n,k_5==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,free_28==1,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -C-2*k_5 (+/+!), -1+M-2*k_5-E (+/+!), k_5 (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,free_28==1,k_5==n,free_29==5,E==-2} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), M (+/+!), free_28 (+/+!), 8-free_28 (+/+!), -1+M-2*k_5-E (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 2+4*k_5 (+), 1 (+/+!), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_5 (+), -4+free_29 (+/+!), free_28 (+/+!), 8-free_28 (+/+!), N (+/+!), k_5 (+/+!), -1-C+N-2*k_5 (+/+!), -2*k_5-E (+/+!), 8-free_29 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-n,free_28==1,N==2+n,k_5==n,free_29==5,E==-3*n} resulting limit problem: [solved] Solution: C / 0 M / 2+n free_28 / 1 N / 3*n k_5 / n free_29 / 5 E / -n Resulting cost 2+4*n has complexity: Poly(n^1) Computing asymptotic complexity for rule 126 Simplified the guard: 126: f0 -> f2 : A'=0, B'=C+3*k_6, C'=C+3*k_6, D'=3*k_6+E, E'=3*k_6+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_6>0 && M>=1+3*k_6+E && N>=1+C+3*k_6 ], cost: 2+4*k_6 Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==0,M==1+3*n,k_6==n,N==1+3*n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 1+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), free_30 (+/+!), 1+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 1+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 1+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), free_30 (+/+!), 1+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), free_30 (+/+!), 1+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==0,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==3*n,k_6==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==1+n,k_6==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==3*n,k_6==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==1+n,k_6==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==3*n,k_6==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==1+n,k_6==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,M==3*n,k_6==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1+C+3*k_6} resulting limit problem: 1+C+3*k_6 (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+C+3*k_6 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,M==1+n,k_6==n,E==-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_6==n,N==1+n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,N==1+3*n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_6==n,N==1+n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,N==1+3*n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_6==n,N==1+n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 1+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,N==1+3*n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 1+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 1+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,k_6==n,N==1+n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 1+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 1+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==0,k_6==n,N==1+3*n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==3*n,k_6==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_6==n,N==1+n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==1+3*n,k_6==n,N==1+3*n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==3*n,k_6==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_6==n,N==1+n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==1+3*n,k_6==n,N==1+3*n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==3*n,k_6==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,k_6==n,N==1+n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,M==1+3*n,k_6==n,N==1+3*n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), 1-C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 1-C-3*k_6 (+/+!), M-3*k_6-E (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,M==3*n,k_6==n,E==-1} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!), M-3*k_6-E (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), 1-3*k_6-E (+/+!), k_6 (+/+!), N (+/+!), -C-3*k_6+N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-2*n,k_6==n,N==1+n,E==-3*n} resulting limit problem: [solved] Solution: free_30 / 1 C / 0 M / 1+3*n k_6 / n N / 1+3*n E / 0 Resulting cost 2+4*n has complexity: Poly(n^1) Computing asymptotic complexity for rule 127 Simplified the guard: 127: f0 -> f2 : A'=0, B'=1+C+3*k_6, C'=1+C+3*k_6, D'=1+3*k_6+E, E'=1+3*k_6+E, F'=free_30, G'=4, H'=0, Q'=0, J'=free_30, K'=4, L'=2, [ M>=1 && N>=1 && 7>=free_30 && free_30>=1 && k_6>0 && M>=2+3*k_6+E && N>=2+C+3*k_6 ], cost: 2+4*k_6 Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-3*n,M==1,k_6==n,N==1,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+3*k_6+E (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+3*k_6+E (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+3*k_6+E (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-3*n,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 2+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), free_30 (+/+!), 2+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 2+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-3*n,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), free_30 (+/+!), 2+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 2+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==0,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,M==1,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==1,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,M==1,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==1,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,M==1,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==0,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-3*n,M==1,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-3*n,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-3*n,M==1+n,k_6==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==2+C+3*k_6} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+C+3*k_6 (+/+!), 2+4*k_6 (+), k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,M==1+n,k_6==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,N==1,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,N==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,N==1,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,N==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==0} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,N==1,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,N==1,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-3*n,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), 2+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 2+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-3*n,k_6==n,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-3*n,k_6==n,N==1,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==2+3*k_6+E} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), -1-C-3*k_6+N (+/+!), 2+3*k_6+E (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-3*n,k_6==n,N==2,E==-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,M==1,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,N==1,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_6==n,N==2+n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,M==1,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,N==1,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_6==n,N==2+n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,E==-4*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,M==1,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: 1 (+/+!), -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1-C-3*k_6+N (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-1-3*n,k_6==n,N==1,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {free_30==7} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), 7 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 7 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), -1-C-3*k_6+N (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {C==-2*n,M==1,k_6==n,N==2+n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-3*n,k_6==n,E==-1-3*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {N==1} resulting limit problem: -1+M-3*k_6-E (+/+!), 1 (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), -C-3*k_6 (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-3*n,M==1+n,k_6==n,E==-1-2*n} resulting limit problem: [solved] Solved the limit problem by the following transformations: Created initial limit problem: -1+M-3*k_6-E (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), M (+/+!), 2+4*k_6 (+), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (C) using substitution {M==1} resulting limit problem: 1 (+/+!), free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] applying transformation rule (B), deleting 1 (+/+!) resulting limit problem: free_30 (+/+!), -1-C-3*k_6+N (+/+!), 8-free_30 (+/+!), 2+4*k_6 (+), -3*k_6-E (+/+!), k_6 (+/+!), N (+/+!) [not solved] removing all constraints (solved by SMT) resulting limit problem: [solved] applying transformation rule (C) using substitution {free_30==1,C==-1-3*n,k_6==n,N==1,E==-4*n} resulting limit problem: [solved] Solution: free_30 / 1 C / -1-3*n M / 1 k_6 / n N / 1 E / -1-3*n Resulting cost 2+4*n has complexity: Poly(n^1) Obtained the following overall complexity (w.r.t. the length of the input n): Complexity: Poly(n^1) Cpx degree: 1 Solved cost: 2+4*n Rule cost: -2+4*M-4*E Rule guard: [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_30 && free_30>=1 && N>=C+M-E ] WORST_CASE(Omega(n^1),?) ---------------------------------------- (4) BOUNDS(n^1, INF)