35.70/16.06	WORST_CASE(NON_POLY, ?)
35.70/16.08	proof of /export/starexec/sandbox/benchmark/theBenchmark.koat
35.70/16.08	# AProVE Commit ID: 48fb2092695e11cc9f56e44b17a92a5f88ffb256 marcel 20180622 unpublished dirty
35.70/16.08	
35.70/16.08	
35.70/16.08	The runtime complexity of the given CpxIntTrs could be proven to be BOUNDS(INF, INF).
35.70/16.08	
35.70/16.08	(0) CpxIntTrs
35.70/16.08	(1) Loat Proof [FINISHED, 13.8 s]
35.70/16.08	(2) BOUNDS(INF, INF)
35.70/16.08	
35.70/16.08	
35.70/16.08	----------------------------------------
35.70/16.08	
35.70/16.08	(0)
35.70/16.08	Obligation:
35.70/16.08	Complexity Int TRS consisting of the following rules:
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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 >= Q + 1 && N >= R + 1 && M >= 1 && N >= 1 && 7 >= O && 7 >= P && 3 >= O && O >= 1 && P >= 1 && H >= 1 && H <= 1
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	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
35.70/16.08	
35.70/16.08	The start-symbols are:[f0_14]
35.70/16.08	
35.70/16.08	
35.70/16.08	----------------------------------------
35.70/16.08	
35.70/16.08	(1) Loat Proof (FINISHED)
35.70/16.08	
35.70/16.08	
35.70/16.08	### Pre-processing the ITS problem ###
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	Initial linear ITS problem
35.70/16.08	
35.70/16.08	   Start location: f0
35.70/16.08	
35.70/16.08	      0: f0 -> f1 : [], cost: 1
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     18: f4 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, K'=free_29, L'=2, [ M>=1+free_27 && N>=1+free_28 && M>=1 && N>=1 && 7>=free_29 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 && H==1 ], cost: 1
35.70/16.08	
35.70/16.08	     19: f4 -> f2 : A'=0, B'=C, D'=E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && H==1 ], cost: 1
35.70/16.08	
35.70/16.08	     20: f4 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 ], cost: 1
35.70/16.08	
35.70/16.08	     21: 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 && 3>=free_34 && free_34>=1 && free_33>=1 ], cost: 1
35.70/16.08	
35.70/16.08	     22: f4 -> f7 : A'=0, B'=C, D'=E, F'=free_35, G'=free_36, Q'=0, J'=free_35, K'=free_36, L'=7, [ E>=M && C>=N && 7>=free_36 && 7>=free_35 && free_36>=5 && free_35>=1 ], cost: 1
35.70/16.08	
35.70/16.08	     23: f4 -> f7 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_37, G'=4, H'=1, Q'=0, J'=free_37, K'=4, L'=7, [ 1+E>=M && 1+C>=N && 7>=free_37 && free_37>=1 ], cost: 1
35.70/16.08	
35.70/16.08	     24: 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 && 3>=free_39 && free_39>=1 && free_38>=1 ], cost: 1
35.70/16.08	
35.70/16.08	     25: f4 -> f7 : A'=1, B'=C, D'=E, F'=free_40, G'=free_41, Q'=1, J'=free_40, K'=free_41, L'=7, [ 7>=free_41 && 7>=free_40 && free_41>=5 && free_40>=1 ], cost: 1
35.70/16.08	
35.70/16.08	     26: f4 -> f7 : A'=1, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_42, G'=4, H'=1, Q'=1, J'=free_42, K'=4, L'=7, [ 7>=free_42 && free_42>=1 ], cost: 1
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	Removed unreachable and leaf rules:
35.70/16.08	
35.70/16.08	   Start location: f0
35.70/16.08	
35.70/16.08	      0: f0 -> f1 : [], cost: 1
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     18: f4 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, K'=free_29, L'=2, [ M>=1+free_27 && N>=1+free_28 && M>=1 && N>=1 && 7>=free_29 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 && H==1 ], cost: 1
35.70/16.08	
35.70/16.08	     19: f4 -> f2 : A'=0, B'=C, D'=E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && H==1 ], cost: 1
35.70/16.08	
35.70/16.08	     20: f4 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 ], cost: 1
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	Simplified all rules, resulting in:
35.70/16.08	
35.70/16.08	   Start location: f0
35.70/16.08	
35.70/16.08	      0: f0 -> f1 : [], cost: 1
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	      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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     18: f4 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, K'=free_29, L'=2, [ M>=1 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 && H==1 ], cost: 1
35.70/16.08	
35.70/16.08	     19: f4 -> f2 : A'=0, B'=C, D'=E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && H==1 ], cost: 1
35.70/16.08	
35.70/16.08	     20: f4 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 ], cost: 1
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	### Simplification by acceleration and chaining ###
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	Eliminated locations (on tree-shaped paths):
35.70/16.08	
35.70/16.08	   Start location: f0
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     39: f6 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 2
35.70/16.08	
35.70/16.08	     40: f6 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, K'=free_29, L'=2, [ 7>=free_25 && 1>=free_24 && free_24>=0 && free_25>=1 && H==1 && M>=1 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 2
35.70/16.08	
35.70/16.08	     41: f6 -> f2 : A'=0, B'=C, D'=E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, 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_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 2
35.70/16.08	
35.70/16.08	     42: f6 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 2
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	Eliminated locations (on tree-shaped paths):
35.70/16.08	
35.70/16.08	   Start location: f0
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     43: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     44: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, 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 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     45: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, 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_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     46: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     47: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     48: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, 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 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     49: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, 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_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     50: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     51: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     52: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, 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 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     53: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, 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_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     54: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     55: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     56: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, 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 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     57: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, 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_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     58: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     59: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     60: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, 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 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     61: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, 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_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     62: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     63: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     64: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, 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 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     65: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, 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_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     66: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     67: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     68: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, 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 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     69: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, 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_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     70: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     71: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     72: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, 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 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     73: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, 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_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     74: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     75: f2 -> f2 : A'=0, B'=3+C, C'=3+C, D'=3+E, E'=3+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     76: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, 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 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     77: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, 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_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     78: f2 -> f2 : A'=0, B'=3+C, C'=3+C, D'=3+E, E'=3+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, 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_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	Accelerating simple loops of location 2.
35.70/16.08	
35.70/16.08	   Simplified some of the simple loops (and removed duplicate rules).
35.70/16.08	
35.70/16.08	   Accelerating the following rules:
35.70/16.08	
35.70/16.08	     59: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     60: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, K'=free_29, L'=2, [ H==1 && M>=1 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     61: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     62: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ H==1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     72: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, K'=free_29, L'=2, [ M>=1 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     73: f2 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     74: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     76: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, K'=free_29, L'=2, [ M>=1 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     77: f2 -> f2 : A'=0, B'=2+C, C'=2+C, D'=2+E, E'=2+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 4
35.70/16.08	
35.70/16.08	     78: f2 -> f2 : A'=0, B'=3+C, C'=3+C, D'=3+E, E'=3+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 ], cost: 4
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Accelerated rule 59 with backward acceleration, yielding the new rule 79.
35.70/16.08	
35.70/16.08	   Accelerated rule 59 with backward acceleration, yielding the new rule 80.
35.70/16.08	
35.70/16.08	   Accelerated rule 60 with metering function H, yielding the new rule 81.
35.70/16.08	
35.70/16.08	   Accelerated rule 61 with metering function H, yielding the new rule 82.
35.70/16.08	
35.70/16.08	   Accelerated rule 62 with metering function -1+H, yielding the new rule 83.
35.70/16.08	
35.70/16.08	   Accelerated rule 72 with NONTERM, yielding the new rule 84.
35.70/16.08	
35.70/16.08	   Accelerated rule 73 with backward acceleration, yielding the new rule 85.
35.70/16.08	
35.70/16.08	   Accelerated rule 73 with backward acceleration, yielding the new rule 86.
35.70/16.08	
35.70/16.08	   Accelerated rule 74 with backward acceleration, yielding the new rule 87.
35.70/16.08	
35.70/16.08	   Accelerated rule 76 with NONTERM, yielding the new rule 88.
35.70/16.08	
35.70/16.08	   Accelerated rule 77 with backward acceleration, yielding the new rule 89.
35.70/16.08	
35.70/16.08	   Accelerated rule 78 with backward acceleration, yielding the new rule 90.
35.70/16.08	
35.70/16.08	   Nested simple loops 62 (outer loop) and 87 (inner loop) with metering function -1+H, resulting in the new rules: 91.
35.70/16.08	
35.70/16.08	   Nested simple loops 62 (outer loop) and 89 (inner loop) with metering function -1+H, resulting in the new rules: 92.
35.70/16.08	
35.70/16.08	   Nested simple loops 62 (outer loop) and 90 (inner loop) with metering function -1+H, resulting in the new rules: 93.
35.70/16.08	
35.70/16.08	   Removing the simple loops: 59 60 61 62 72 73 74 76 77 78.
35.70/16.08	
35.70/16.08	   Also removing duplicate rules:.
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	Accelerated all simple loops using metering functions (where possible):
35.70/16.08	
35.70/16.08	   Start location: f0
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     79: f2 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && N>=C+M-E ], cost: -4+4*M-4*E
35.70/16.08	
35.70/16.08	     80: f2 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && M>=-C+N+E ], cost: -4-4*C+4*N
35.70/16.08	
35.70/16.08	     81: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, K'=free_29, L'=2, [ H==1 && M>=1 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 4*H
35.70/16.08	
35.70/16.08	     82: f2 -> f2 : A'=0, B'=C, D'=E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ H==1 && M>=1 && M>=1+E && N>=1 && N>=1+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 4*H
35.70/16.08	
35.70/16.08	     83: f2 -> f2 : A'=0, B'=-1+C+H, C'=-1+C+H, D'=-1+H+E, E'=-1+H+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ H==1 && M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && -1+H>=1 ], cost: -4+4*H
35.70/16.08	
35.70/16.08	     85: f2 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && N>=C+M-E ], cost: -4+4*M-4*E
35.70/16.08	
35.70/16.08	     86: f2 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && M>=-C+N+E ], cost: -4-4*C+4*N
35.70/16.08	
35.70/16.08	     87: f2 -> f2 : A'=0, B'=C+2*k_2, C'=C+2*k_2, D'=2*k_2+E, E'=2*k_2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_2>0 && M>=1+2*k_2+E && N>=1+C+2*k_2 ], cost: 4*k_2
35.70/16.08	
35.70/16.08	     88: f2 -> [7] : [ M>=1 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: INF
35.70/16.08	
35.70/16.08	     89: 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'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && k_3>0 && M>=1+2*k_3+E && N>=1+C+2*k_3 ], cost: 4*k_3
35.70/16.08	
35.70/16.08	     90: f2 -> f2 : A'=0, B'=C+3*k_4, C'=C+3*k_4, D'=3*k_4+E, E'=3*k_4+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_4>0 && M>=1+3*k_4+E && N>=1+C+3*k_4 ], cost: 4*k_4
35.70/16.08	
35.70/16.08	     91: f2 -> f2 : A'=0, B'=-1+C+H+2*k_2*(-1+H), C'=-1+C+H+2*k_2*(-1+H), D'=-1+H+E+2*k_2*(-1+H), E'=-1+H+E+2*k_2*(-1+H), F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ H==1 && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && M>=4+E && N>=4+C && k_2>0 && M>=2+2*k_2+E && N>=2+C+2*k_2 && -1+H>=1 ], cost: -4+4*H+4*k_2*(-1+H)
35.70/16.08	
35.70/16.08	     92: f2 -> f2 : A'=0, B'=-1+2*k_3*(-1+H)+C+H, C'=-1+2*k_3*(-1+H)+C+H, D'=-1+2*k_3*(-1+H)+H+E, E'=-1+2*k_3*(-1+H)+H+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ H==1 && M>=1 && N>=1 && M>=4+E && N>=4+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && k_3>0 && M>=2+2*k_3+E && N>=2+C+2*k_3 && -1+H>=1 ], cost: -4+4*k_3*(-1+H)+4*H
35.70/16.08	
35.70/16.08	     93: f2 -> f2 : A'=0, B'=-1+C+3*k_4*(-1+H)+H, C'=-1+C+3*k_4*(-1+H)+H, D'=-1+3*k_4*(-1+H)+H+E, E'=-1+3*k_4*(-1+H)+H+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ H==1 && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && M>=5+E && N>=5+C && k_4>0 && M>=2+3*k_4+E && N>=2+C+3*k_4 && -1+H>=1 ], cost: -4+4*k_4*(-1+H)+4*H
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	Chained accelerated rules (with incoming rules):
35.70/16.08	
35.70/16.08	   Start location: f0
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     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
35.70/16.08	
35.70/16.08	     94: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && N>=C+M-E ], cost: -2+4*M-4*E
35.70/16.08	
35.70/16.08	     95: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && N>=C+M-E ], cost: -2+4*M-4*E
35.70/16.08	
35.70/16.08	     96: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && N>=C+M-E ], cost: -6+4*M-4*E
35.70/16.08	
35.70/16.08	     97: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && M>=-C+N+E ], cost: -2-4*C+4*N
35.70/16.08	
35.70/16.08	     98: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && M>=-C+N+E ], cost: -2-4*C+4*N
35.70/16.08	
35.70/16.08	     99: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && M>=-C+N+E ], cost: -6-4*C+4*N
35.70/16.08	
35.70/16.08	    100: f0 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_26, G'=free_29, H'=0, Q'=0, J'=free_26, K'=free_29, L'=2, [ M>=1 && N>=1 && 7>=free_26 && 3>=free_29 && free_29>=1 && free_26>=1 ], cost: 6
35.70/16.08	
35.70/16.08	    101: f0 -> f2 : A'=0, B'=1+C, C'=1+C, D'=1+E, E'=1+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 ], cost: 6
35.70/16.08	
35.70/16.08	    102: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && N>=C+M-E ], cost: -2+4*M-4*E
35.70/16.08	
35.70/16.08	    103: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && N>=C+M-E ], cost: -2+4*M-4*E
35.70/16.08	
35.70/16.08	    104: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && N>=C+M-E ], cost: -6+4*M-4*E
35.70/16.08	
35.70/16.08	    105: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && M>=-C+N+E ], cost: -2-4*C+4*N
35.70/16.08	
35.70/16.08	    106: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && M>=-C+N+E ], cost: -2-4*C+4*N
35.70/16.08	
35.70/16.08	    107: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && M>=-C+N+E ], cost: -6-4*C+4*N
35.70/16.08	
35.70/16.08	    108: f0 -> f2 : A'=0, B'=C+2*k_2, C'=C+2*k_2, D'=2*k_2+E, E'=2*k_2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_2>0 && M>=1+2*k_2+E && N>=1+C+2*k_2 ], cost: 2+4*k_2
35.70/16.08	
35.70/16.08	    109: f0 -> f2 : A'=0, B'=C+2*k_2, C'=C+2*k_2, D'=2*k_2+E, E'=2*k_2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_2>0 && M>=1+2*k_2+E && N>=1+C+2*k_2 ], cost: 2+4*k_2
35.70/16.08	
35.70/16.08	    110: f0 -> f2 : A'=0, B'=1+C+2*k_2, C'=1+C+2*k_2, D'=1+2*k_2+E, E'=1+2*k_2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_2>0 && M>=2+2*k_2+E && N>=2+C+2*k_2 ], cost: 2+4*k_2
35.70/16.08	
35.70/16.08	    111: f0 -> [7] : 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 && M>=1 && N>=1 ], cost: INF
35.70/16.08	
35.70/16.08	    112: f0 -> [7] : 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 && M>=1 && N>=1 ], cost: INF
35.70/16.08	
35.70/16.08	    113: f0 -> [7] : 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, [ M>=1 && N>=1 ], cost: INF
35.70/16.08	
35.70/16.08	    114: 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'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && k_3>0 && M>=1+2*k_3+E && N>=1+C+2*k_3 ], cost: 2+4*k_3
35.70/16.08	
35.70/16.08	    115: 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'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && k_3>0 && M>=1+2*k_3+E && N>=1+C+2*k_3 ], cost: 2+4*k_3
35.70/16.08	
35.70/16.08	    116: 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'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=4+E && N>=1 && N>=4+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && k_3>0 && M>=2+2*k_3+E && N>=2+C+2*k_3 ], cost: 2+4*k_3
35.70/16.08	
35.70/16.08	    117: f0 -> f2 : A'=0, B'=C+3*k_4, C'=C+3*k_4, D'=3*k_4+E, E'=3*k_4+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_4>0 && M>=1+3*k_4+E && N>=1+C+3*k_4 ], cost: 2+4*k_4
35.70/16.08	
35.70/16.08	    118: f0 -> f2 : A'=0, B'=C+3*k_4, C'=C+3*k_4, D'=3*k_4+E, E'=3*k_4+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_4>0 && M>=1+3*k_4+E && N>=1+C+3*k_4 ], cost: 2+4*k_4
35.70/16.08	
35.70/16.08	    119: f0 -> f2 : A'=0, B'=1+C+3*k_4, C'=1+C+3*k_4, D'=1+3*k_4+E, E'=1+3*k_4+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=5+E && N>=5+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_4>0 && M>=2+3*k_4+E && N>=2+C+3*k_4 ], cost: 2+4*k_4
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	Removed unreachable locations (and leaf rules with constant cost):
35.70/16.08	
35.70/16.08	   Start location: f0
35.70/16.08	
35.70/16.08	     94: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && N>=C+M-E ], cost: -2+4*M-4*E
35.70/16.08	
35.70/16.08	     95: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && N>=C+M-E ], cost: -2+4*M-4*E
35.70/16.08	
35.70/16.08	     96: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && N>=C+M-E ], cost: -6+4*M-4*E
35.70/16.08	
35.70/16.08	     97: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && M>=-C+N+E ], cost: -2-4*C+4*N
35.70/16.08	
35.70/16.08	     98: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && M>=-C+N+E ], cost: -2-4*C+4*N
35.70/16.08	
35.70/16.08	     99: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && M>=-C+N+E ], cost: -6-4*C+4*N
35.70/16.08	
35.70/16.08	    102: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && N>=C+M-E ], cost: -2+4*M-4*E
35.70/16.08	
35.70/16.08	    103: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && N>=C+M-E ], cost: -2+4*M-4*E
35.70/16.08	
35.70/16.08	    104: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && N>=C+M-E ], cost: -6+4*M-4*E
35.70/16.08	
35.70/16.08	    105: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && M>=-C+N+E ], cost: -2-4*C+4*N
35.70/16.08	
35.70/16.08	    106: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && M>=-C+N+E ], cost: -2-4*C+4*N
35.70/16.08	
35.70/16.08	    107: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && M>=-C+N+E ], cost: -6-4*C+4*N
35.70/16.08	
35.70/16.08	    108: f0 -> f2 : A'=0, B'=C+2*k_2, C'=C+2*k_2, D'=2*k_2+E, E'=2*k_2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_2>0 && M>=1+2*k_2+E && N>=1+C+2*k_2 ], cost: 2+4*k_2
35.70/16.08	
35.70/16.08	    109: f0 -> f2 : A'=0, B'=C+2*k_2, C'=C+2*k_2, D'=2*k_2+E, E'=2*k_2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_2>0 && M>=1+2*k_2+E && N>=1+C+2*k_2 ], cost: 2+4*k_2
35.70/16.08	
35.70/16.08	    110: f0 -> f2 : A'=0, B'=1+C+2*k_2, C'=1+C+2*k_2, D'=1+2*k_2+E, E'=1+2*k_2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_2>0 && M>=2+2*k_2+E && N>=2+C+2*k_2 ], cost: 2+4*k_2
35.70/16.08	
35.70/16.08	    111: f0 -> [7] : 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 && M>=1 && N>=1 ], cost: INF
35.70/16.08	
35.70/16.08	    112: f0 -> [7] : 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 && M>=1 && N>=1 ], cost: INF
35.70/16.08	
35.70/16.08	    113: f0 -> [7] : 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, [ M>=1 && N>=1 ], cost: INF
35.70/16.08	
35.70/16.08	    114: 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'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && k_3>0 && M>=1+2*k_3+E && N>=1+C+2*k_3 ], cost: 2+4*k_3
35.70/16.08	
35.70/16.08	    115: 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'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && k_3>0 && M>=1+2*k_3+E && N>=1+C+2*k_3 ], cost: 2+4*k_3
35.70/16.08	
35.70/16.08	    116: 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'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=4+E && N>=1 && N>=4+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && k_3>0 && M>=2+2*k_3+E && N>=2+C+2*k_3 ], cost: 2+4*k_3
35.70/16.08	
35.70/16.08	    117: f0 -> f2 : A'=0, B'=C+3*k_4, C'=C+3*k_4, D'=3*k_4+E, E'=3*k_4+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_4>0 && M>=1+3*k_4+E && N>=1+C+3*k_4 ], cost: 2+4*k_4
35.70/16.08	
35.70/16.08	    118: f0 -> f2 : A'=0, B'=C+3*k_4, C'=C+3*k_4, D'=3*k_4+E, E'=3*k_4+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_4>0 && M>=1+3*k_4+E && N>=1+C+3*k_4 ], cost: 2+4*k_4
35.70/16.08	
35.70/16.08	    119: f0 -> f2 : A'=0, B'=1+C+3*k_4, C'=1+C+3*k_4, D'=1+3*k_4+E, E'=1+3*k_4+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=5+E && N>=5+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_4>0 && M>=2+3*k_4+E && N>=2+C+3*k_4 ], cost: 2+4*k_4
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	### Computing asymptotic complexity ###
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	Fully simplified ITS problem
35.70/16.08	
35.70/16.08	   Start location: f0
35.70/16.08	
35.70/16.08	     95: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && N>=C+M-E ], cost: -2+4*M-4*E
35.70/16.08	
35.70/16.08	     96: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && N>=C+M-E ], cost: -6+4*M-4*E
35.70/16.08	
35.70/16.08	     98: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=2+E && N>=2+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && M>=-C+N+E ], cost: -2-4*C+4*N
35.70/16.08	
35.70/16.08	     99: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && M>=-C+N+E ], cost: -6-4*C+4*N
35.70/16.08	
35.70/16.08	    103: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && N>=C+M-E ], cost: -2+4*M-4*E
35.70/16.08	
35.70/16.08	    104: f0 -> f2 : A'=0, B'=-1+C+M-E, C'=-1+C+M-E, D'=-1+M, E'=-1+M, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && N>=C+M-E ], cost: -6+4*M-4*E
35.70/16.08	
35.70/16.08	    106: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=2+E && N>=1 && N>=2+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && M>=-C+N+E ], cost: -2-4*C+4*N
35.70/16.08	
35.70/16.08	    107: f0 -> f2 : A'=0, B'=-1+N, C'=-1+N, D'=-1-C+N+E, E'=-1-C+N+E, F'=free_30, G'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && M>=-C+N+E ], cost: -6-4*C+4*N
35.70/16.08	
35.70/16.08	    109: f0 -> f2 : A'=0, B'=C+2*k_2, C'=C+2*k_2, D'=2*k_2+E, E'=2*k_2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=3+E && N>=3+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_2>0 && M>=1+2*k_2+E && N>=1+C+2*k_2 ], cost: 2+4*k_2
35.70/16.08	
35.70/16.08	    110: f0 -> f2 : A'=0, B'=1+C+2*k_2, C'=1+C+2*k_2, D'=1+2*k_2+E, E'=1+2*k_2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_2>0 && M>=2+2*k_2+E && N>=2+C+2*k_2 ], cost: 2+4*k_2
35.70/16.08	
35.70/16.08	    111: f0 -> [7] : 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 && M>=1 && N>=1 ], cost: INF
35.70/16.08	
35.70/16.08	    112: f0 -> [7] : 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 && M>=1 && N>=1 ], cost: INF
35.70/16.08	
35.70/16.08	    113: f0 -> [7] : 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, [ M>=1 && N>=1 ], cost: INF
35.70/16.08	
35.70/16.08	    115: 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'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=3+E && N>=1 && N>=3+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && k_3>0 && M>=1+2*k_3+E && N>=1+C+2*k_3 ], cost: 2+4*k_3
35.70/16.08	
35.70/16.08	    116: 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'=free_31, H'=0, Q'=0, J'=free_30, K'=free_31, L'=2, [ M>=1 && M>=4+E && N>=1 && N>=4+C && 7>=free_31 && 7>=free_30 && free_31>=5 && free_30>=1 && k_3>0 && M>=2+2*k_3+E && N>=2+C+2*k_3 ], cost: 2+4*k_3
35.70/16.08	
35.70/16.08	    118: f0 -> f2 : A'=0, B'=C+3*k_4, C'=C+3*k_4, D'=3*k_4+E, E'=3*k_4+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=4+E && N>=4+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_4>0 && M>=1+3*k_4+E && N>=1+C+3*k_4 ], cost: 2+4*k_4
35.70/16.08	
35.70/16.08	    119: f0 -> f2 : A'=0, B'=1+C+3*k_4, C'=1+C+3*k_4, D'=1+3*k_4+E, E'=1+3*k_4+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=5+E && N>=5+C && M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_4>0 && M>=2+3*k_4+E && N>=2+C+3*k_4 ], cost: 2+4*k_4
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	Computing asymptotic complexity for rule 95
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      1-C-M+N+E (+/+!), -1+M-E (+/+!), -2+4*M-4*E (+), free_32 (+/+!), M (+/+!), -1-C+N (+/+!), N (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-n,free_32==1,M==1,N==1,E==-n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solution:
35.70/16.08	
35.70/16.08	      C / -n
35.70/16.08	
35.70/16.08	      free_32 / 1
35.70/16.08	
35.70/16.08	      M / 1
35.70/16.08	
35.70/16.08	      N / 1
35.70/16.08	
35.70/16.08	      E / -n
35.70/16.08	
35.70/16.08	   Resulting cost 2+4*n has complexity: Poly(n^1)
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	Found new complexity Poly(n^1).
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	Computing asymptotic complexity for rule 109
35.70/16.08	
35.70/16.08	   Simplified the guard:
35.70/16.08	
35.70/16.08	    109: f0 -> f2 : A'=0, B'=C+2*k_2, C'=C+2*k_2, D'=2*k_2+E, E'=2*k_2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_2>0 && M>=1+2*k_2+E && N>=1+C+2*k_2 ], cost: 2+4*k_2
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-3*n,free_32==1,M==1,N==1,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==0,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), 7 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), 7 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==0,k_2==n,E==0}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==0,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), 7 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), 7 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==0,k_2==n,E==0}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==0,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), 7 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), 7 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==0,k_2==n,E==0}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-2*n,free_32==1,k_2==n,E==-3*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), free_32 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-2*n,free_32==1,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), free_32 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), free_32 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-2*n,free_32==1,k_2==n,E==-3*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), free_32 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), free_32 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==0,free_32==1,k_2==n,E==0}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-2*n,M==1,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==0,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), k_2 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      removing all constraints (solved by SMT)
35.70/16.08	
35.70/16.08	      resulting limit problem: [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {C==-2*n,M==1,k_2==n,E==-2*n}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      [solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	   Solved the limit problem by the following transformations:
35.70/16.08	
35.70/16.08	      Created initial limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {M==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {N==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.08	
35.70/16.08	
35.70/16.08	
35.70/16.08	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.08	
35.70/16.08	      resulting limit problem:
35.70/16.08	
35.70/16.08	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,M==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==0,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,M==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,M==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==0,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,M==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,free_32==1,k_2==n,E==-3*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-3*n,free_32==1,M==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), free_32 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), free_32 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,free_32==1,k_2==n,E==-3*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1+C+2*k_2}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 1+C+2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1+C+2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==0,free_32==1,M==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,N==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 7 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,N==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,N==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 7 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,N==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,N==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 7 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,N==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,free_32==1,k_2==n,E==-3*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), free_32 (+/+!), 1-C-2*k_2 (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,free_32==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-3*n,free_32==1,N==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1+2*k_2+E}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), N (+/+!), 1+2*k_2+E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,free_32==1,N==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,M==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,N==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-n,M==1,N==1+n,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,M==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,N==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-n,M==1,N==1+n,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {M==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1-C-2*k_2 (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {N==1}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!) [not solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      removing all constraints (solved by SMT)
35.70/16.09	
35.70/16.09	      resulting limit problem: [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	      applying transformation rule (C) using substitution {C==-2*n,M==1,k_2==n,E==-2*n}
35.70/16.09	
35.70/16.09	      resulting limit problem:
35.70/16.09	
35.70/16.09	      [solved]
35.70/16.09	
35.70/16.09	
35.70/16.09	
35.70/16.09	   Solved the limit problem by the following transformations:
35.70/16.09	
35.70/16.09	      Created initial limit problem:
35.70/16.09	
35.70/16.09	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {M==1}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), N (+/+!), k_2 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      removing all constraints (solved by SMT)
35.70/16.10	
35.70/16.10	      resulting limit problem: [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {C==-2*n,N==1,k_2==n,E==-2*n}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	   Solved the limit problem by the following transformations:
35.70/16.10	
35.70/16.10	      Created initial limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      removing all constraints (solved by SMT)
35.70/16.10	
35.70/16.10	      resulting limit problem: [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {C==-n,M==1,N==1+n,k_2==n,E==-2*n}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	   Solved the limit problem by the following transformations:
35.70/16.10	
35.70/16.10	      Created initial limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {M==1}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {N==1}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), free_32 (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      removing all constraints (solved by SMT)
35.70/16.10	
35.70/16.10	      resulting limit problem: [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {C==-2*n,free_32==1,k_2==n,E==-3*n}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	   Solved the limit problem by the following transformations:
35.70/16.10	
35.70/16.10	      Created initial limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {N==1}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), 1-C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      removing all constraints (solved by SMT)
35.70/16.10	
35.70/16.10	      resulting limit problem: [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {C==-3*n,free_32==1,M==1,k_2==n,E==-2*n}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	   Solved the limit problem by the following transformations:
35.70/16.10	
35.70/16.10	      Created initial limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), M-2*k_2-E (+/+!), M (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {M==1}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C+N-2*k_2 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), 1-2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      removing all constraints (solved by SMT)
35.70/16.10	
35.70/16.10	      resulting limit problem: [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {C==-3*n,free_32==1,N==1,k_2==n,E==-2*n}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	   Solution:
35.70/16.10	
35.70/16.10	      C / -3*n
35.70/16.10	
35.70/16.10	      free_32 / 1
35.70/16.10	
35.70/16.10	      M / 1
35.70/16.10	
35.70/16.10	      N / 1
35.70/16.10	
35.70/16.10	      k_2 / n
35.70/16.10	
35.70/16.10	      E / -2*n
35.70/16.10	
35.70/16.10	   Resulting cost 2+4*n has complexity: Poly(n^1)
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	Computing asymptotic complexity for rule 110
35.70/16.10	
35.70/16.10	   Simplified the guard:
35.70/16.10	
35.70/16.10	    110: f0 -> f2 : A'=0, B'=1+C+2*k_2, C'=1+C+2*k_2, D'=1+2*k_2+E, E'=1+2*k_2+E, F'=free_32, G'=4, H'=0, Q'=0, J'=free_32, K'=4, L'=2, [ M>=1 && N>=1 && 7>=free_32 && free_32>=1 && k_2>0 && M>=2+2*k_2+E && N>=2+C+2*k_2 ], cost: 2+4*k_2
35.70/16.10	
35.70/16.10	   Solved the limit problem by the following transformations:
35.70/16.10	
35.70/16.10	      Created initial limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      removing all constraints (solved by SMT)
35.70/16.10	
35.70/16.10	      resulting limit problem: [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {C==-n,free_32==1,M==1+n,N==2+n,k_2==n,E==-1-n}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	   Solved the limit problem by the following transformations:
35.70/16.10	
35.70/16.10	      Created initial limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {M==1}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {N==1}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      removing all constraints (solved by SMT)
35.70/16.10	
35.70/16.10	      resulting limit problem: [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-1-2*n}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	   Solved the limit problem by the following transformations:
35.70/16.10	
35.70/16.10	      Created initial limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {N==1}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      removing all constraints (solved by SMT)
35.70/16.10	
35.70/16.10	      resulting limit problem: [solved]
35.70/16.10	
35.70/16.10	
35.70/16.10	
35.70/16.10	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.70/16.10	
35.70/16.10	      resulting limit problem:
35.70/16.10	
35.70/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==0,k_2==n,E==-1-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==0,k_2==n,E==0}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-1-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==0,k_2==n,E==-1-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==0,k_2==n,E==0}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-1-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==0,k_2==n,E==-1-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==0,k_2==n,E==0}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-1-2*n,free_32==1,k_2==n,E==-3*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-1-2*n,free_32==1,k_2==n,E==-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), free_32 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), free_32 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-2*n,free_32==1,k_2==n,E==-3*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), free_32 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), free_32 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==0,free_32==1,k_2==n,E==0}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-1-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_2==n,E==-2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==0,k_2==n,E==-1-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_2==n,E==-1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-1-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_2==n,E==-2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==0,k_2==n,E==-1-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_2==n,E==-1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-1-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_2==n,E==-2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==0,k_2==n,E==-1-2*n}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      removing all constraints (solved by SMT)
35.78/16.10	
35.78/16.10	      resulting limit problem: [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {C==-2*n,M==1+2*n,k_2==n,E==-1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      [solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	   Solved the limit problem by the following transformations:
35.78/16.10	
35.78/16.10	      Created initial limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.10	
35.78/16.10	
35.78/16.10	
35.78/16.10	      applying transformation rule (C) using substitution {M==1}
35.78/16.10	
35.78/16.10	      resulting limit problem:
35.78/16.10	
35.78/16.10	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-1-2*n,free_32==1,k_2==n,E==-3*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-1-2*n,free_32==1,M==2*n,k_2==n,E==-2}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), free_32 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), free_32 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-2*n,free_32==1,k_2==n,E==-3*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==2+C+2*k_2}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 2+C+2*k_2 (+/+!), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 2+C+2*k_2 (+/+!), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==0,free_32==1,M==1+2*n,k_2==n,E==-1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,N==2+n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 7 (+/+!), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,N==2+n,k_2==n,E==-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,N==2+n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 7 (+/+!), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,N==2+n,k_2==n,E==-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,N==2+n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 7 (+/+!), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,N==2+n,k_2==n,E==-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-1-2*n,free_32==1,k_2==n,E==-3*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-1-2*n,free_32==1,k_2==n,E==-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,free_32==1,N==2+n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==2+2*k_2+E}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), N (+/+!), k_2 (+/+!), 2+2*k_2+E (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,free_32==1,N==2+n,k_2==n,E==-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_2==n,E==-2}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,N==2+n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,M==1+2*n,N==2+n,k_2==n,E==-1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_2==n,E==-2}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,N==2+n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,M==1+2*n,N==2+n,k_2==n,E==-1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), 7 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), -C-2*k_2 (+/+!), k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-3*n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), M (+/+!), -C-2*k_2 (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-1-2*n,M==2*n,k_2==n,E==-2}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 7 (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,N==2+n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {free_32==7}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), M (+/+!), 7 (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 7 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,M==1+2*n,N==2+n,k_2==n,E==-1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), -C-2*k_2 (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-1-2*n,free_32==1,k_2==n,E==-3*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {N==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -C-2*k_2 (+/+!), -1+M-2*k_2-E (+/+!), k_2 (+/+!), 8-free_32 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-1-2*n,free_32==1,M==2*n,k_2==n,E==-2}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solved the limit problem by the following transformations:
35.78/16.11	
35.78/16.11	      Created initial limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), M (+/+!), -1+M-2*k_2-E (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {M==1}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), 1 (+/+!), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (B), deleting 1 (+/+!)
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      2+4*k_2 (+), free_32 (+/+!), N (+/+!), k_2 (+/+!), 8-free_32 (+/+!), -1-C+N-2*k_2 (+/+!), -2*k_2-E (+/+!) [not solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      removing all constraints (solved by SMT)
35.78/16.11	
35.78/16.11	      resulting limit problem: [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	      applying transformation rule (C) using substitution {C==-n,free_32==1,N==2+n,k_2==n,E==-1-2*n}
35.78/16.11	
35.78/16.11	      resulting limit problem:
35.78/16.11	
35.78/16.11	      [solved]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	   Solution:
35.78/16.11	
35.78/16.11	      C / -n
35.78/16.11	
35.78/16.11	      free_32 / 1
35.78/16.11	
35.78/16.11	      M / 1+n
35.78/16.11	
35.78/16.11	      N / 2+n
35.78/16.11	
35.78/16.11	      k_2 / n
35.78/16.11	
35.78/16.11	      E / -1-n
35.78/16.11	
35.78/16.11	   Resulting cost 2+4*n has complexity: Poly(n^1)
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	Computing asymptotic complexity for rule 111
35.78/16.11	
35.78/16.11	   Resulting cost INF has complexity: Nonterm
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	Found new complexity Nonterm.
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	Obtained the following overall complexity (w.r.t. the length of the input n):
35.78/16.11	
35.78/16.11	   Complexity:  Nonterm
35.78/16.11	
35.78/16.11	   Cpx degree:  Nonterm
35.78/16.11	
35.78/16.11	   Solved cost: INF
35.78/16.11	
35.78/16.11	   Rule cost:   INF
35.78/16.11	
35.78/16.11	   Rule guard:  [ 3>=free_5 && free_5>=1 && M>=1 && N>=1 ]
35.78/16.11	
35.78/16.11	
35.78/16.11	
35.78/16.11	NO
35.78/16.11	
35.78/16.11	
35.78/16.11	----------------------------------------
35.78/16.11	
35.78/16.11	(2)
35.78/16.11	BOUNDS(INF, INF)
35.78/16.11	EOF