/export/starexec/sandbox2/solver/bin/starexec_run_termcomp17 /export/starexec/sandbox2/benchmark/theBenchmark.smt2 /export/starexec/sandbox2/output/output_files


--------------------------------------------------------------------------------


NO

Solver Timeout: 4
Global Timeout: 300
Maximum number of concurrent processes: 900
No parsing errors!
Init Location: 0
Transitions:
<l0, l140, true>
<l1, l2, ((0 + ndi6^0) <= 0)>
<l1, l2, (1 <= (0 + ndi6^0)), par{___rho_1____old6^0 -> (0 + var_Le_AFp_2___rho_1_^0), ___rho_2____old6^0 -> (0 + var_Le_AFp_2___rho_2_^0), copied6^0 -> 1, p___old6^0 -> (0 + var_Le_AFp_2_p^0), pc___old6^0 -> (0 + var_Le_AFp_2_pc^0), rv_init___old6^0 -> (0 + var_Le_AFp_2_rv_init^0), start___old6^0 -> (0 + var_Le_AFp_2_start^0), x___old6^0 -> (0 + var_Le_AFp_2_x^0), y___old6^0 -> (0 + var_Le_AFp_2_y^0)}>
<l3, l2, (1 <= 0)>
<l3, l2, (1 <= 0)>
<l3, l4, true, par{ret_enc_Le_AFp_29^0 -> 0}>
<l5, l1, ((0 + copied6^0) <= 0) /\ (undef877 = undef877), par{ndi6^0 -> undef877}>
<l5, l3, (1 <= (0 + copied6^0))>
<l6, l5, ((0 + var_Le_AFp_2_y^0) <= 0), par{var_Le_AFp_2_pc^0 -> 6, var_Le_AFp_2_y^0 -> (~(1) + var_Le_AFp_2_y^0)}>
<l6, l7, ((0 + var_Le_AFp_2_y^0) <= 0) /\ (undef1513 = 5) /\ (undef1472 = 7) /\ (undef1471 = 1), par{var_LLe_p_7___rho_1_^0 -> (0 + var_Le_AFp_2___rho_1_^0), var_LLe_p_7___rho_2_^0 -> (0 + var_Le_AFp_2___rho_2_^0), var_LLe_p_7_p^0 -> (0 + undef1471), var_LLe_p_7_pc^0 -> (0 + undef1472), var_LLe_p_7_rv_init^0 -> (0 + var_Le_AFp_2_rv_init^0), var_LLe_p_7_start^0 -> (0 + var_Le_AFp_2_start^0), var_LLe_p_7_x^0 -> (0 + var_Le_AFp_2_x^0), var_LLe_p_7_y^0 -> (0 + var_Le_AFp_2_y^0), var_Le_AFp_2_p^0 -> undef1471, var_Le_AFp_2_pc^0 -> undef1472}>
<l2, l6, true, par{var_Le_AFp_2_pc^0 -> 4}>
<l8, l9, ((1 + rv_LLe_p^0) <= 1)>
<l8, l4, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_29^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l10, l8, (undef2079 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_240^0 -> undef2079, rv_LLe_p^0 -> (0 + undef2079)}>
<l11, l10, ((0 + var_LLe_p_2_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l11, l10, (1 <= (0 + var_LLe_p_2_p^0)), par{rv_LLe_p^0 -> 1}>
<l12, l11, true, par{var_LLe_p_2___rho_1_^0 -> (0 + var_Le_AFp_2___rho_1_^0), var_LLe_p_2___rho_2_^0 -> (0 + var_Le_AFp_2___rho_2_^0), var_LLe_p_2_p^0 -> (0 + var_Le_AFp_2_p^0), var_LLe_p_2_pc^0 -> (0 + var_Le_AFp_2_pc^0), var_LLe_p_2_rv_init^0 -> (0 + var_Le_AFp_2_rv_init^0), var_LLe_p_2_start^0 -> (0 + var_Le_AFp_2_start^0), var_LLe_p_2_x^0 -> (0 + var_Le_AFp_2_x^0), var_LLe_p_2_y^0 -> (0 + var_Le_AFp_2_y^0)}>
<l13, l14, true, par{rv_e_AGAFp^0 -> (0 + ret_enc_e_AGAFp_01^0)}>
<l14, l15, ((1 + rv_e_AGAFp^0) <= 1)>
<l14, l15, (2 <= (0 + rv_e_AGAFp^0))>
<l16, l17, true, par{var_e_AGAFp_0_pc^0 -> 9, var_e_AGAFp_0_x^0 -> 1}>
<l17, l16, true>
<l18, l16, (1 <= (0 + rv_Le_AFp^0)), par{var_e_AGAFp_0_pc^0 -> 8}>
<l18, l13, ((1 + rv_Le_AFp^0) <= 1), par{ret_enc_e_AGAFp_01^0 -> 0, rv_e_AGAFp^0 -> (0 + rv_Le_AFp^0)}>
<l19, l18, true, par{rv_Le_AFp^0 -> (0 + ret_enc_Le_AFp_012^0)}>
<l20, l21, ((0 + ndi4^0) <= 0)>
<l20, l21, (1 <= (0 + ndi4^0)), par{___rho_1____old4^0 -> (0 + var_Le_AFp_0___rho_1_^0), ___rho_2____old4^0 -> (0 + var_Le_AFp_0___rho_2_^0), copied4^0 -> 1, p___old4^0 -> (0 + var_Le_AFp_0_p^0), pc___old4^0 -> (0 + var_Le_AFp_0_pc^0), rv_init___old4^0 -> (0 + var_Le_AFp_0_rv_init^0), start___old4^0 -> (0 + var_Le_AFp_0_start^0), x___old4^0 -> (0 + var_Le_AFp_0_x^0), y___old4^0 -> (0 + var_Le_AFp_0_y^0)}>
<l22, l21, (1 <= 0)>
<l22, l21, (1 <= 0)>
<l22, l19, true, par{ret_enc_Le_AFp_012^0 -> 0}>
<l23, l20, ((0 + copied4^0) <= 0) /\ (undef4908 = undef4908), par{ndi4^0 -> undef4908}>
<l23, l22, (1 <= (0 + copied4^0))>
<l21, l23, true, par{var_Le_AFp_0_pc^0 -> 9, var_Le_AFp_0_x^0 -> 1}>
<l24, l21, ((1 + rv_LLe_p^0) <= 1), par{var_Le_AFp_0_pc^0 -> 8}>
<l24, l19, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_012^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l25, l24, (undef5773 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_042^0 -> undef5773, rv_LLe_p^0 -> (0 + undef5773)}>
<l26, l25, ((0 + var_LLe_p_0_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l26, l25, (1 <= (0 + var_LLe_p_0_p^0)), par{rv_LLe_p^0 -> 1}>
<l27, l26, true, par{var_LLe_p_0___rho_1_^0 -> (0 + var_Le_AFp_0___rho_1_^0), var_LLe_p_0___rho_2_^0 -> (0 + var_Le_AFp_0___rho_2_^0), var_LLe_p_0_p^0 -> (0 + var_Le_AFp_0_p^0), var_LLe_p_0_pc^0 -> (0 + var_Le_AFp_0_pc^0), var_LLe_p_0_rv_init^0 -> (0 + var_Le_AFp_0_rv_init^0), var_LLe_p_0_start^0 -> (0 + var_Le_AFp_0_start^0), var_LLe_p_0_x^0 -> (0 + var_Le_AFp_0_x^0), var_LLe_p_0_y^0 -> (0 + var_Le_AFp_0_y^0)}>
<l28, l27, ((1 + rv_LLe_p^0) <= 1)>
<l28, l19, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_012^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l29, l28, (undef6785 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_741^0 -> undef6785, rv_LLe_p^0 -> (0 + undef6785)}>
<l30, l29, ((0 + var_LLe_p_7_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l30, l29, (1 <= (0 + var_LLe_p_7_p^0)), par{rv_LLe_p^0 -> 1}>
<l31, l32, ((0 + ndi5^0) <= 0)>
<l31, l32, (1 <= (0 + ndi5^0)), par{___rho_1____old5^0 -> (0 + var_Le_AFp_2___rho_1_^0), ___rho_2____old5^0 -> (0 + var_Le_AFp_2___rho_2_^0), copied5^0 -> 1, p___old5^0 -> (0 + var_Le_AFp_2_p^0), pc___old5^0 -> (0 + var_Le_AFp_2_pc^0), rv_init___old5^0 -> (0 + var_Le_AFp_2_rv_init^0), start___old5^0 -> (0 + var_Le_AFp_2_start^0), x___old5^0 -> (0 + var_Le_AFp_2_x^0), y___old5^0 -> (0 + var_Le_AFp_2_y^0)}>
<l33, l34, ((0 + ndi3^0) <= 0)>
<l33, l34, (1 <= (0 + ndi3^0)), par{___rho_1____old3^0 -> (0 + var_Le_AFp_0___rho_1_^0), ___rho_2____old3^0 -> (0 + var_Le_AFp_0___rho_2_^0), copied3^0 -> 1, p___old3^0 -> (0 + var_Le_AFp_0_p^0), pc___old3^0 -> (0 + var_Le_AFp_0_pc^0), rv_init___old3^0 -> (0 + var_Le_AFp_0_rv_init^0), start___old3^0 -> (0 + var_Le_AFp_0_start^0), x___old3^0 -> (0 + var_Le_AFp_0_x^0), y___old3^0 -> (0 + var_Le_AFp_0_y^0)}>
<l35, l34, (1 <= 0)>
<l35, l34, (1 <= 0)>
<l35, l19, true, par{ret_enc_Le_AFp_012^0 -> 0}>
<l36, l33, ((0 + copied3^0) <= 0) /\ (undef8435 = undef8435), par{ndi3^0 -> undef8435}>
<l36, l35, (1 <= (0 + copied3^0))>
<l37, l36, ((0 + var_Le_AFp_0_y^0) <= 0), par{var_Le_AFp_0_pc^0 -> 6, var_Le_AFp_0_y^0 -> (~(1) + var_Le_AFp_0_y^0)}>
<l37, l30, ((0 + var_Le_AFp_0_y^0) <= 0) /\ (undef9074 = 5) /\ (undef9025 = 7) /\ (undef9024 = 1), par{var_LLe_p_7___rho_1_^0 -> (0 + var_Le_AFp_0___rho_1_^0), var_LLe_p_7___rho_2_^0 -> (0 + var_Le_AFp_0___rho_2_^0), var_LLe_p_7_p^0 -> (0 + undef9024), var_LLe_p_7_pc^0 -> (0 + undef9025), var_LLe_p_7_rv_init^0 -> (0 + var_Le_AFp_0_rv_init^0), var_LLe_p_7_start^0 -> (0 + var_Le_AFp_0_start^0), var_LLe_p_7_x^0 -> (0 + var_Le_AFp_0_x^0), var_LLe_p_7_y^0 -> (0 + var_Le_AFp_0_y^0), var_Le_AFp_0_p^0 -> undef9024, var_Le_AFp_0_pc^0 -> undef9025}>
<l34, l37, true, par{var_Le_AFp_0_pc^0 -> 4}>
<l38, l27, ((1 + rv_LLe_p^0) <= 1)>
<l38, l19, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_012^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l39, l38, (undef9637 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_040^0 -> undef9637, rv_LLe_p^0 -> (0 + undef9637)}>
<l40, l39, ((0 + var_LLe_p_0_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l40, l39, (1 <= (0 + var_LLe_p_0_p^0)), par{rv_LLe_p^0 -> 1}>
<l41, l40, true, par{var_LLe_p_0___rho_1_^0 -> (0 + var_Le_AFp_0___rho_1_^0), var_LLe_p_0___rho_2_^0 -> (0 + var_Le_AFp_0___rho_2_^0), var_LLe_p_0_p^0 -> (0 + var_Le_AFp_0_p^0), var_LLe_p_0_pc^0 -> (0 + var_Le_AFp_0_pc^0), var_LLe_p_0_rv_init^0 -> (0 + var_Le_AFp_0_rv_init^0), var_LLe_p_0_start^0 -> (0 + var_Le_AFp_0_start^0), var_LLe_p_0_x^0 -> (0 + var_Le_AFp_0_x^0), var_LLe_p_0_y^0 -> (0 + var_Le_AFp_0_y^0)}>
<l42, l43, ((0 + ndi2^0) <= 0)>
<l42, l43, (1 <= (0 + ndi2^0)), par{___rho_1____old2^0 -> (0 + var_Le_AFp_0___rho_1_^0), ___rho_2____old2^0 -> (0 + var_Le_AFp_0___rho_2_^0), copied2^0 -> 1, p___old2^0 -> (0 + var_Le_AFp_0_p^0), pc___old2^0 -> (0 + var_Le_AFp_0_pc^0), rv_init___old2^0 -> (0 + var_Le_AFp_0_rv_init^0), start___old2^0 -> (0 + var_Le_AFp_0_start^0), x___old2^0 -> (0 + var_Le_AFp_0_x^0), y___old2^0 -> (0 + var_Le_AFp_0_y^0)}>
<l44, l43, (1 <= 0)>
<l44, l43, (1 <= 0)>
<l44, l19, true, par{ret_enc_Le_AFp_012^0 -> 0}>
<l45, l42, ((0 + copied2^0) <= 0) /\ (undef11123 = undef11123), par{ndi2^0 -> undef11123}>
<l45, l44, (1 <= (0 + copied2^0))>
<l46, l32, (1 <= 0)>
<l46, l32, (1 <= 0)>
<l46, l4, true, par{ret_enc_Le_AFp_29^0 -> 0}>
<l47, l45, ((1 + rv_LLe_p^0) <= 1)>
<l47, l19, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_012^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l48, l47, (undef12327 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_239^0 -> undef12327, rv_LLe_p^0 -> (0 + undef12327)}>
<l49, l31, ((0 + copied5^0) <= 0) /\ (undef12470 = undef12470), par{ndi5^0 -> undef12470}>
<l49, l46, (1 <= (0 + copied5^0))>
<l50, l48, ((0 + var_LLe_p_2_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l50, l48, (1 <= (0 + var_LLe_p_2_p^0)), par{rv_LLe_p^0 -> 1}>
<l43, l50, (undef13226 = 2) /\ (undef13225 = (1 + var_Le_AFp_0_p^0)), par{var_LLe_p_2___rho_1_^0 -> (0 + var_Le_AFp_0___rho_1_^0), var_LLe_p_2___rho_2_^0 -> (0 + var_Le_AFp_0___rho_2_^0), var_LLe_p_2_p^0 -> (0 + undef13225), var_LLe_p_2_pc^0 -> (0 + undef13226), var_LLe_p_2_rv_init^0 -> (0 + var_Le_AFp_0_rv_init^0), var_LLe_p_2_start^0 -> (0 + var_Le_AFp_0_start^0), var_LLe_p_2_x^0 -> (0 + var_Le_AFp_0_x^0), var_LLe_p_2_y^0 -> (0 + var_Le_AFp_0_y^0), var_Le_AFp_0_p^0 -> undef13225, var_Le_AFp_0_pc^0 -> undef13226}>
<l51, l34, ((0 + var_Le_AFp_0_x^0) <= 0), par{var_Le_AFp_0_pc^0 -> 3}>
<l51, l43, (1 <= (0 + var_Le_AFp_0_x^0)), par{var_Le_AFp_0_pc^0 -> 1}>
<l52, l51, true, par{var_Le_AFp_0_pc^0 -> 0}>
<l53, l51, true, par{copied2^0 -> 0, copied3^0 -> 0, copied4^0 -> 0, var_Le_AFp_0___rho_1_^0 -> (0 + var_e_AGAFp_0___rho_1_^0), var_Le_AFp_0___rho_2_^0 -> (0 + var_e_AGAFp_0___rho_2_^0), var_Le_AFp_0_p^0 -> (0 + var_e_AGAFp_0_p^0), var_Le_AFp_0_pc^0 -> (0 + var_e_AGAFp_0_pc^0), var_Le_AFp_0_rv_init^0 -> (0 + var_e_AGAFp_0_rv_init^0), var_Le_AFp_0_start^0 -> (0 + var_e_AGAFp_0_start^0), var_Le_AFp_0_x^0 -> (0 + var_e_AGAFp_0_x^0), var_Le_AFp_0_y^0 -> (0 + var_e_AGAFp_0_y^0)}>
<l54, l53, (1 <= (0 + rv_Le_AFp^0))>
<l54, l13, ((1 + rv_Le_AFp^0) <= 1), par{ret_enc_e_AGAFp_01^0 -> 0, rv_e_AGAFp^0 -> (0 + rv_Le_AFp^0)}>
<l55, l54, true, par{rv_Le_AFp^0 -> (0 + ret_enc_Le_AFp_711^0)}>
<l56, l57, ((0 + ndi16^0) <= 0)>
<l56, l57, (1 <= (0 + ndi16^0)), par{___rho_1____old16^0 -> (0 + var_Le_AFp_7___rho_1_^0), ___rho_2____old16^0 -> (0 + var_Le_AFp_7___rho_2_^0), copied16^0 -> 1, p___old16^0 -> (0 + var_Le_AFp_7_p^0), pc___old16^0 -> (0 + var_Le_AFp_7_pc^0), rv_init___old16^0 -> (0 + var_Le_AFp_7_rv_init^0), start___old16^0 -> (0 + var_Le_AFp_7_start^0), x___old16^0 -> (0 + var_Le_AFp_7_x^0), y___old16^0 -> (0 + var_Le_AFp_7_y^0)}>
<l58, l57, (1 <= 0)>
<l58, l57, (1 <= 0)>
<l58, l55, true, par{ret_enc_Le_AFp_711^0 -> 0}>
<l59, l56, ((0 + copied16^0) <= 0) /\ (undef15322 = undef15322), par{ndi16^0 -> undef15322}>
<l59, l58, (1 <= (0 + copied16^0))>
<l57, l59, true, par{var_Le_AFp_7_pc^0 -> 9, var_Le_AFp_7_x^0 -> 1}>
<l60, l57, ((1 + rv_LLe_p^0) <= 1), par{var_Le_AFp_7_pc^0 -> 8}>
<l60, l55, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_711^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l61, l49, ((1 + rv_LLe_p^0) <= 1)>
<l61, l4, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_29^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l62, l60, (undef16526 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_042^0 -> undef16526, rv_LLe_p^0 -> (0 + undef16526)}>
<l63, l62, ((0 + var_LLe_p_0_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l63, l62, (1 <= (0 + var_LLe_p_0_p^0)), par{rv_LLe_p^0 -> 1}>
<l64, l63, true, par{var_LLe_p_0___rho_1_^0 -> (0 + var_Le_AFp_7___rho_1_^0), var_LLe_p_0___rho_2_^0 -> (0 + var_Le_AFp_7___rho_2_^0), var_LLe_p_0_p^0 -> (0 + var_Le_AFp_7_p^0), var_LLe_p_0_pc^0 -> (0 + var_Le_AFp_7_pc^0), var_LLe_p_0_rv_init^0 -> (0 + var_Le_AFp_7_rv_init^0), var_LLe_p_0_start^0 -> (0 + var_Le_AFp_7_start^0), var_LLe_p_0_x^0 -> (0 + var_Le_AFp_7_x^0), var_LLe_p_0_y^0 -> (0 + var_Le_AFp_7_y^0)}>
<l65, l64, ((1 + rv_LLe_p^0) <= 1)>
<l65, l55, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_711^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l66, l65, (undef17538 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_741^0 -> undef17538, rv_LLe_p^0 -> (0 + undef17538)}>
<l67, l66, ((0 + var_LLe_p_7_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l67, l66, (1 <= (0 + var_LLe_p_7_p^0)), par{rv_LLe_p^0 -> 1}>
<l68, l67, (undef18113 = 1), par{var_LLe_p_7___rho_1_^0 -> (0 + var_Le_AFp_7___rho_1_^0), var_LLe_p_7___rho_2_^0 -> (0 + var_Le_AFp_7___rho_2_^0), var_LLe_p_7_p^0 -> (0 + undef18113), var_LLe_p_7_pc^0 -> (0 + var_Le_AFp_7_pc^0), var_LLe_p_7_rv_init^0 -> (0 + var_Le_AFp_7_rv_init^0), var_LLe_p_7_start^0 -> (0 + var_Le_AFp_7_start^0), var_LLe_p_7_x^0 -> (0 + var_Le_AFp_7_x^0), var_LLe_p_7_y^0 -> (0 + var_Le_AFp_7_y^0), var_Le_AFp_7_p^0 -> undef18113}>
<l69, l70, ((0 + ndi15^0) <= 0)>
<l69, l70, (1 <= (0 + ndi15^0)), par{___rho_1____old15^0 -> (0 + var_Le_AFp_7___rho_1_^0), ___rho_2____old15^0 -> (0 + var_Le_AFp_7___rho_2_^0), copied15^0 -> 1, p___old15^0 -> (0 + var_Le_AFp_7_p^0), pc___old15^0 -> (0 + var_Le_AFp_7_pc^0), rv_init___old15^0 -> (0 + var_Le_AFp_7_rv_init^0), start___old15^0 -> (0 + var_Le_AFp_7_start^0), x___old15^0 -> (0 + var_Le_AFp_7_x^0), y___old15^0 -> (0 + var_Le_AFp_7_y^0)}>
<l71, l61, (undef18543 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_239^0 -> undef18543, rv_LLe_p^0 -> (0 + undef18543)}>
<l72, l70, (1 <= 0)>
<l72, l70, (1 <= 0)>
<l72, l55, true, par{ret_enc_Le_AFp_711^0 -> 0}>
<l73, l69, ((0 + copied15^0) <= 0) /\ (undef19185 = undef19185), par{ndi15^0 -> undef19185}>
<l73, l72, (1 <= (0 + copied15^0))>
<l74, l73, ((0 + var_Le_AFp_7_y^0) <= 0), par{var_Le_AFp_7_pc^0 -> 6, var_Le_AFp_7_y^0 -> (~(1) + var_Le_AFp_7_y^0)}>
<l74, l68, ((0 + var_Le_AFp_7_y^0) <= 0) /\ (undef19827 = 5), par{var_Le_AFp_7_pc^0 -> 7}>
<l70, l74, true, par{var_Le_AFp_7_pc^0 -> 4}>
<l75, l64, ((1 + rv_LLe_p^0) <= 1)>
<l75, l55, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_711^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l76, l75, (undef20394 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_740^0 -> undef20394, rv_LLe_p^0 -> (0 + undef20394)}>
<l77, l76, ((0 + var_LLe_p_7_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l77, l76, (1 <= (0 + var_LLe_p_7_p^0)), par{rv_LLe_p^0 -> 1}>
<l78, l77, true, par{var_LLe_p_7___rho_1_^0 -> (0 + var_Le_AFp_7___rho_1_^0), var_LLe_p_7___rho_2_^0 -> (0 + var_Le_AFp_7___rho_2_^0), var_LLe_p_7_p^0 -> (0 + var_Le_AFp_7_p^0), var_LLe_p_7_pc^0 -> (0 + var_Le_AFp_7_pc^0), var_LLe_p_7_rv_init^0 -> (0 + var_Le_AFp_7_rv_init^0), var_LLe_p_7_start^0 -> (0 + var_Le_AFp_7_start^0), var_LLe_p_7_x^0 -> (0 + var_Le_AFp_7_x^0), var_LLe_p_7_y^0 -> (0 + var_Le_AFp_7_y^0)}>
<l79, l71, ((0 + var_LLe_p_2_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l79, l71, (1 <= (0 + var_LLe_p_2_p^0)), par{rv_LLe_p^0 -> 1}>
<l80, l81, ((0 + ndi14^0) <= 0)>
<l80, l81, (1 <= (0 + ndi14^0)), par{___rho_1____old14^0 -> (0 + var_Le_AFp_7___rho_1_^0), ___rho_2____old14^0 -> (0 + var_Le_AFp_7___rho_2_^0), copied14^0 -> 1, p___old14^0 -> (0 + var_Le_AFp_7_p^0), pc___old14^0 -> (0 + var_Le_AFp_7_pc^0), rv_init___old14^0 -> (0 + var_Le_AFp_7_rv_init^0), start___old14^0 -> (0 + var_Le_AFp_7_start^0), x___old14^0 -> (0 + var_Le_AFp_7_x^0), y___old14^0 -> (0 + var_Le_AFp_7_y^0)}>
<l82, l81, (1 <= 0)>
<l82, l81, (1 <= 0)>
<l82, l55, true, par{ret_enc_Le_AFp_711^0 -> 0}>
<l83, l80, ((0 + copied14^0) <= 0) /\ (undef22209 = undef22209), par{ndi14^0 -> undef22209}>
<l83, l82, (1 <= (0 + copied14^0))>
<l84, l83, ((1 + rv_LLe_p^0) <= 1)>
<l84, l55, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_711^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l85, l84, (undef22912 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_239^0 -> undef22912, rv_LLe_p^0 -> (0 + undef22912)}>
<l86, l85, ((0 + var_LLe_p_2_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l86, l85, (1 <= (0 + var_LLe_p_2_p^0)), par{rv_LLe_p^0 -> 1}>
<l81, l86, (undef23491 = 2) /\ (undef23490 = (1 + var_Le_AFp_7_p^0)), par{var_LLe_p_2___rho_1_^0 -> (0 + var_Le_AFp_7___rho_1_^0), var_LLe_p_2___rho_2_^0 -> (0 + var_Le_AFp_7___rho_2_^0), var_LLe_p_2_p^0 -> (0 + undef23490), var_LLe_p_2_pc^0 -> (0 + undef23491), var_LLe_p_2_rv_init^0 -> (0 + var_Le_AFp_7_rv_init^0), var_LLe_p_2_start^0 -> (0 + var_Le_AFp_7_start^0), var_LLe_p_2_x^0 -> (0 + var_Le_AFp_7_x^0), var_LLe_p_2_y^0 -> (0 + var_Le_AFp_7_y^0), var_Le_AFp_7_p^0 -> undef23490, var_Le_AFp_7_pc^0 -> undef23491}>
<l87, l70, ((0 + var_Le_AFp_7_x^0) <= 0), par{var_Le_AFp_7_pc^0 -> 3}>
<l87, l81, (1 <= (0 + var_Le_AFp_7_x^0)), par{var_Le_AFp_7_pc^0 -> 1}>
<l88, l87, true, par{var_Le_AFp_7_pc^0 -> 0}>
<l89, l79, (undef24154 = (1 + var_Le_AFp_2_p^0)), par{var_LLe_p_2___rho_1_^0 -> (0 + var_Le_AFp_2___rho_1_^0), var_LLe_p_2___rho_2_^0 -> (0 + var_Le_AFp_2___rho_2_^0), var_LLe_p_2_p^0 -> (0 + undef24154), var_LLe_p_2_pc^0 -> (0 + var_Le_AFp_2_pc^0), var_LLe_p_2_rv_init^0 -> (0 + var_Le_AFp_2_rv_init^0), var_LLe_p_2_start^0 -> (0 + var_Le_AFp_2_start^0), var_LLe_p_2_x^0 -> (0 + var_Le_AFp_2_x^0), var_LLe_p_2_y^0 -> (0 + var_Le_AFp_2_y^0), var_Le_AFp_2_p^0 -> undef24154}>
<l90, l91, ((0 + var_e_AGAFp_0_y^0) <= 0), par{var_e_AGAFp_0_pc^0 -> 6, var_e_AGAFp_0_y^0 -> (~(1) + var_e_AGAFp_0_y^0)}>
<l90, l68, ((0 + var_e_AGAFp_0_y^0) <= 0) /\ (undef24532 = 5) /\ (undef24507 = 7) /\ (undef24506 = 1), par{copied14^0 -> 0, copied15^0 -> 0, copied16^0 -> 0, var_Le_AFp_7___rho_1_^0 -> (0 + var_e_AGAFp_0___rho_1_^0), var_Le_AFp_7___rho_2_^0 -> (0 + var_e_AGAFp_0___rho_2_^0), var_Le_AFp_7_p^0 -> (0 + undef24506), var_Le_AFp_7_pc^0 -> (0 + undef24507), var_Le_AFp_7_rv_init^0 -> (0 + var_e_AGAFp_0_rv_init^0), var_Le_AFp_7_start^0 -> (0 + var_e_AGAFp_0_start^0), var_Le_AFp_7_x^0 -> (0 + var_e_AGAFp_0_x^0), var_Le_AFp_7_y^0 -> (0 + var_e_AGAFp_0_y^0), var_e_AGAFp_0_p^0 -> undef24506, var_e_AGAFp_0_pc^0 -> undef24507}>
<l91, l90, true, par{var_e_AGAFp_0_pc^0 -> 4}>
<l92, l93, (undef24739 = 0) /\ (undef24749 = 0), par{p^0 -> undef24739, pc^0 -> undef24749, var_e_AGAFp_0___rho_1_^0 -> (0 + ___rho_1_^0), var_e_AGAFp_0___rho_2_^0 -> (0 + ___rho_2_^0), var_e_AGAFp_0_p^0 -> (0 + undef24739), var_e_AGAFp_0_pc^0 -> (0 + undef24749), var_e_AGAFp_0_rv_init^0 -> (0 + rv_init^0), var_e_AGAFp_0_start^0 -> (0 + start^0), var_e_AGAFp_0_x^0 -> (0 + x^0), var_e_AGAFp_0_y^0 -> (0 + y^0)}>
<l94, l53, (1 <= (0 + rv_Le_AFp^0))>
<l94, l13, ((1 + rv_Le_AFp^0) <= 1), par{ret_enc_e_AGAFp_01^0 -> 0, rv_e_AGAFp^0 -> (0 + rv_Le_AFp^0)}>
<l95, l94, true, par{rv_Le_AFp^0 -> (0 + ret_enc_Le_AFp_010^0)}>
<l32, l89, true, par{var_Le_AFp_2_pc^0 -> 2}>
<l96, l97, ((0 + ndi4^0) <= 0)>
<l96, l97, (1 <= (0 + ndi4^0)), par{___rho_1____old4^0 -> (0 + var_Le_AFp_0___rho_1_^0), ___rho_2____old4^0 -> (0 + var_Le_AFp_0___rho_2_^0), copied4^0 -> 1, p___old4^0 -> (0 + var_Le_AFp_0_p^0), pc___old4^0 -> (0 + var_Le_AFp_0_pc^0), rv_init___old4^0 -> (0 + var_Le_AFp_0_rv_init^0), start___old4^0 -> (0 + var_Le_AFp_0_start^0), x___old4^0 -> (0 + var_Le_AFp_0_x^0), y___old4^0 -> (0 + var_Le_AFp_0_y^0)}>
<l98, l97, (1 <= 0)>
<l98, l97, (1 <= 0)>
<l98, l95, true, par{ret_enc_Le_AFp_010^0 -> 0}>
<l99, l96, ((0 + copied4^0) <= 0) /\ (undef26415 = undef26415), par{ndi4^0 -> undef26415}>
<l99, l98, (1 <= (0 + copied4^0))>
<l97, l99, true, par{var_Le_AFp_0_pc^0 -> 9, var_Le_AFp_0_x^0 -> 1}>
<l100, l97, ((1 + rv_LLe_p^0) <= 1), par{var_Le_AFp_0_pc^0 -> 8}>
<l100, l95, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_010^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l101, l2, ((0 + var_Le_AFp_2_x^0) <= 0), par{var_Le_AFp_2_pc^0 -> 3}>
<l101, l32, (1 <= (0 + var_Le_AFp_2_x^0)), par{var_Le_AFp_2_pc^0 -> 1}>
<l102, l100, (undef27616 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_042^0 -> undef27616, rv_LLe_p^0 -> (0 + undef27616)}>
<l103, l102, ((0 + var_LLe_p_0_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l103, l102, (1 <= (0 + var_LLe_p_0_p^0)), par{rv_LLe_p^0 -> 1}>
<l104, l103, true, par{var_LLe_p_0___rho_1_^0 -> (0 + var_Le_AFp_0___rho_1_^0), var_LLe_p_0___rho_2_^0 -> (0 + var_Le_AFp_0___rho_2_^0), var_LLe_p_0_p^0 -> (0 + var_Le_AFp_0_p^0), var_LLe_p_0_pc^0 -> (0 + var_Le_AFp_0_pc^0), var_LLe_p_0_rv_init^0 -> (0 + var_Le_AFp_0_rv_init^0), var_LLe_p_0_start^0 -> (0 + var_Le_AFp_0_start^0), var_LLe_p_0_x^0 -> (0 + var_Le_AFp_0_x^0), var_LLe_p_0_y^0 -> (0 + var_Le_AFp_0_y^0)}>
<l105, l101, true, par{var_Le_AFp_2_pc^0 -> 0}>
<l106, l104, ((1 + rv_LLe_p^0) <= 1)>
<l106, l95, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_010^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l107, l106, (undef28796 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_741^0 -> undef28796, rv_LLe_p^0 -> (0 + undef28796)}>
<l108, l107, ((0 + var_LLe_p_7_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l108, l107, (1 <= (0 + var_LLe_p_7_p^0)), par{rv_LLe_p^0 -> 1}>
<l109, l110, ((0 + ndi3^0) <= 0)>
<l109, l110, (1 <= (0 + ndi3^0)), par{___rho_1____old3^0 -> (0 + var_Le_AFp_0___rho_1_^0), ___rho_2____old3^0 -> (0 + var_Le_AFp_0___rho_2_^0), copied3^0 -> 1, p___old3^0 -> (0 + var_Le_AFp_0_p^0), pc___old3^0 -> (0 + var_Le_AFp_0_pc^0), rv_init___old3^0 -> (0 + var_Le_AFp_0_rv_init^0), start___old3^0 -> (0 + var_Le_AFp_0_start^0), x___old3^0 -> (0 + var_Le_AFp_0_x^0), y___old3^0 -> (0 + var_Le_AFp_0_y^0)}>
<l111, l110, (1 <= 0)>
<l111, l110, (1 <= 0)>
<l111, l95, true, par{ret_enc_Le_AFp_010^0 -> 0}>
<l112, l109, ((0 + copied3^0) <= 0) /\ (undef30110 = undef30110), par{ndi3^0 -> undef30110}>
<l112, l111, (1 <= (0 + copied3^0))>
<l113, l112, ((0 + var_Le_AFp_0_y^0) <= 0), par{var_Le_AFp_0_pc^0 -> 6, var_Le_AFp_0_y^0 -> (~(1) + var_Le_AFp_0_y^0)}>
<l113, l108, ((0 + var_Le_AFp_0_y^0) <= 0) /\ (undef30749 = 5) /\ (undef30700 = 7) /\ (undef30699 = 1), par{var_LLe_p_7___rho_1_^0 -> (0 + var_Le_AFp_0___rho_1_^0), var_LLe_p_7___rho_2_^0 -> (0 + var_Le_AFp_0___rho_2_^0), var_LLe_p_7_p^0 -> (0 + undef30699), var_LLe_p_7_pc^0 -> (0 + undef30700), var_LLe_p_7_rv_init^0 -> (0 + var_Le_AFp_0_rv_init^0), var_LLe_p_7_start^0 -> (0 + var_Le_AFp_0_start^0), var_LLe_p_7_x^0 -> (0 + var_Le_AFp_0_x^0), var_LLe_p_7_y^0 -> (0 + var_Le_AFp_0_y^0), var_Le_AFp_0_p^0 -> undef30699, var_Le_AFp_0_pc^0 -> undef30700}>
<l110, l113, true, par{var_Le_AFp_0_pc^0 -> 4}>
<l114, l104, ((1 + rv_LLe_p^0) <= 1)>
<l114, l95, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_010^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l115, l114, (undef31312 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_040^0 -> undef31312, rv_LLe_p^0 -> (0 + undef31312)}>
<l116, l115, ((0 + var_LLe_p_0_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l116, l115, (1 <= (0 + var_LLe_p_0_p^0)), par{rv_LLe_p^0 -> 1}>
<l117, l116, true, par{var_LLe_p_0___rho_1_^0 -> (0 + var_Le_AFp_0___rho_1_^0), var_LLe_p_0___rho_2_^0 -> (0 + var_Le_AFp_0___rho_2_^0), var_LLe_p_0_p^0 -> (0 + var_Le_AFp_0_p^0), var_LLe_p_0_pc^0 -> (0 + var_Le_AFp_0_pc^0), var_LLe_p_0_rv_init^0 -> (0 + var_Le_AFp_0_rv_init^0), var_LLe_p_0_start^0 -> (0 + var_Le_AFp_0_start^0), var_LLe_p_0_x^0 -> (0 + var_Le_AFp_0_x^0), var_LLe_p_0_y^0 -> (0 + var_Le_AFp_0_y^0)}>
<l118, l119, ((0 + ndi2^0) <= 0)>
<l118, l119, (1 <= (0 + ndi2^0)), par{___rho_1____old2^0 -> (0 + var_Le_AFp_0___rho_1_^0), ___rho_2____old2^0 -> (0 + var_Le_AFp_0___rho_2_^0), copied2^0 -> 1, p___old2^0 -> (0 + var_Le_AFp_0_p^0), pc___old2^0 -> (0 + var_Le_AFp_0_pc^0), rv_init___old2^0 -> (0 + var_Le_AFp_0_rv_init^0), start___old2^0 -> (0 + var_Le_AFp_0_start^0), x___old2^0 -> (0 + var_Le_AFp_0_x^0), y___old2^0 -> (0 + var_Le_AFp_0_y^0)}>
<l120, l119, (1 <= 0)>
<l120, l119, (1 <= 0)>
<l120, l95, true, par{ret_enc_Le_AFp_010^0 -> 0}>
<l121, l118, ((0 + copied2^0) <= 0) /\ (undef32798 = undef32798), par{ndi2^0 -> undef32798}>
<l121, l120, (1 <= (0 + copied2^0))>
<l122, l121, ((1 + rv_LLe_p^0) <= 1)>
<l122, l95, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_010^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l123, l122, (undef33498 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_239^0 -> undef33498, rv_LLe_p^0 -> (0 + undef33498)}>
<l124, l123, ((0 + var_LLe_p_2_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l124, l123, (1 <= (0 + var_LLe_p_2_p^0)), par{rv_LLe_p^0 -> 1}>
<l119, l124, (undef34061 = 2) /\ (undef34060 = (1 + var_Le_AFp_0_p^0)), par{var_LLe_p_2___rho_1_^0 -> (0 + var_Le_AFp_0___rho_1_^0), var_LLe_p_2___rho_2_^0 -> (0 + var_Le_AFp_0___rho_2_^0), var_LLe_p_2_p^0 -> (0 + undef34060), var_LLe_p_2_pc^0 -> (0 + undef34061), var_LLe_p_2_rv_init^0 -> (0 + var_Le_AFp_0_rv_init^0), var_LLe_p_2_start^0 -> (0 + var_Le_AFp_0_start^0), var_LLe_p_2_x^0 -> (0 + var_Le_AFp_0_x^0), var_LLe_p_2_y^0 -> (0 + var_Le_AFp_0_y^0), var_Le_AFp_0_p^0 -> undef34060, var_Le_AFp_0_pc^0 -> undef34061}>
<l125, l110, ((0 + var_Le_AFp_0_x^0) <= 0), par{var_Le_AFp_0_pc^0 -> 3}>
<l125, l119, (1 <= (0 + var_Le_AFp_0_x^0)), par{var_Le_AFp_0_pc^0 -> 1}>
<l126, l125, true, par{var_Le_AFp_0_pc^0 -> 0}>
<l127, l125, true, par{copied2^0 -> 0, copied3^0 -> 0, copied4^0 -> 0, var_Le_AFp_0___rho_1_^0 -> (0 + var_e_AGAFp_0___rho_1_^0), var_Le_AFp_0___rho_2_^0 -> (0 + var_e_AGAFp_0___rho_2_^0), var_Le_AFp_0_p^0 -> (0 + var_e_AGAFp_0_p^0), var_Le_AFp_0_pc^0 -> (0 + var_e_AGAFp_0_pc^0), var_Le_AFp_0_rv_init^0 -> (0 + var_e_AGAFp_0_rv_init^0), var_Le_AFp_0_start^0 -> (0 + var_e_AGAFp_0_start^0), var_Le_AFp_0_x^0 -> (0 + var_e_AGAFp_0_x^0), var_Le_AFp_0_y^0 -> (0 + var_e_AGAFp_0_y^0)}>
<l128, l89, (undef34925 = 2) /\ (undef34924 = (1 + var_e_AGAFp_0_p^0)), par{copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, var_Le_AFp_2___rho_1_^0 -> (0 + var_e_AGAFp_0___rho_1_^0), var_Le_AFp_2___rho_2_^0 -> (0 + var_e_AGAFp_0___rho_2_^0), var_Le_AFp_2_p^0 -> (0 + undef34924), var_Le_AFp_2_pc^0 -> (0 + undef34925), var_Le_AFp_2_rv_init^0 -> (0 + var_e_AGAFp_0_rv_init^0), var_Le_AFp_2_start^0 -> (0 + var_e_AGAFp_0_start^0), var_Le_AFp_2_x^0 -> (0 + var_e_AGAFp_0_x^0), var_Le_AFp_2_y^0 -> (0 + var_e_AGAFp_0_y^0), var_e_AGAFp_0_p^0 -> undef34924, var_e_AGAFp_0_pc^0 -> undef34925}>
<l129, l128, (1 <= (0 + rv_Le_AFp^0))>
<l129, l13, ((1 + rv_Le_AFp^0) <= 1), par{ret_enc_e_AGAFp_01^0 -> 0, rv_e_AGAFp^0 -> (0 + rv_Le_AFp^0)}>
<l4, l129, true, par{rv_Le_AFp^0 -> (0 + ret_enc_Le_AFp_29^0)}>
<l130, l131, ((0 + ndi7^0) <= 0)>
<l130, l131, (1 <= (0 + ndi7^0)), par{___rho_1____old7^0 -> (0 + var_Le_AFp_2___rho_1_^0), ___rho_2____old7^0 -> (0 + var_Le_AFp_2___rho_2_^0), copied7^0 -> 1, p___old7^0 -> (0 + var_Le_AFp_2_p^0), pc___old7^0 -> (0 + var_Le_AFp_2_pc^0), rv_init___old7^0 -> (0 + var_Le_AFp_2_rv_init^0), start___old7^0 -> (0 + var_Le_AFp_2_start^0), x___old7^0 -> (0 + var_Le_AFp_2_x^0), y___old7^0 -> (0 + var_Le_AFp_2_y^0)}>
<l93, l91, ((0 + var_e_AGAFp_0_x^0) <= 0), par{var_e_AGAFp_0_pc^0 -> 3}>
<l93, l128, (1 <= (0 + var_e_AGAFp_0_x^0)), par{var_e_AGAFp_0_pc^0 -> 1}>
<l132, l131, (1 <= 0)>
<l132, l131, (1 <= 0)>
<l132, l4, true, par{ret_enc_Le_AFp_29^0 -> 0}>
<l133, l130, ((0 + copied7^0) <= 0) /\ (undef36667 = undef36667), par{ndi7^0 -> undef36667}>
<l133, l132, (1 <= (0 + copied7^0))>
<l131, l133, true, par{var_Le_AFp_2_pc^0 -> 9, var_Le_AFp_2_x^0 -> 1}>
<l134, l93, true, par{var_e_AGAFp_0_pc^0 -> 0}>
<l135, l131, ((1 + rv_LLe_p^0) <= 1), par{var_Le_AFp_2_pc^0 -> 8}>
<l135, l4, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_29^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l136, l135, (undef37697 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_042^0 -> undef37697, rv_LLe_p^0 -> (0 + undef37697)}>
<l137, l136, ((0 + var_LLe_p_0_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l137, l136, (1 <= (0 + var_LLe_p_0_p^0)), par{rv_LLe_p^0 -> 1}>
<l9, l137, true, par{var_LLe_p_0___rho_1_^0 -> (0 + var_Le_AFp_2___rho_1_^0), var_LLe_p_0___rho_2_^0 -> (0 + var_Le_AFp_2___rho_2_^0), var_LLe_p_0_p^0 -> (0 + var_Le_AFp_2_p^0), var_LLe_p_0_pc^0 -> (0 + var_Le_AFp_2_pc^0), var_LLe_p_0_rv_init^0 -> (0 + var_Le_AFp_2_rv_init^0), var_LLe_p_0_start^0 -> (0 + var_Le_AFp_2_start^0), var_LLe_p_0_x^0 -> (0 + var_Le_AFp_2_x^0), var_LLe_p_0_y^0 -> (0 + var_Le_AFp_2_y^0)}>
<l138, l9, ((1 + rv_LLe_p^0) <= 1)>
<l138, l4, (1 <= (0 + rv_LLe_p^0)), par{ret_enc_Le_AFp_29^0 -> 1, rv_Le_AFp^0 -> (0 + rv_LLe_p^0)}>
<l139, l138, (undef38709 = (0 + rv_LLe_p^0)), par{ret_enc_LLe_p_741^0 -> undef38709, rv_LLe_p^0 -> (0 + undef38709)}>
<l7, l139, ((0 + var_LLe_p_7_p^0) <= 0), par{rv_LLe_p^0 -> 0}>
<l7, l139, (1 <= (0 + var_LLe_p_7_p^0)), par{rv_LLe_p^0 -> 1}>
<l140, l92, true>

Fresh variables:
undef877, undef1471, undef1472, undef1513, undef2079, undef4908, undef5773, undef6785, undef8435, undef9024, undef9025, undef9074, undef9637, undef11123, undef12327, undef12470, undef13225, undef13226, undef15322, undef16526, undef17538, undef18113, undef18543, undef19185, undef19827, undef20394, undef22209, undef22912, undef23490, undef23491, undef24154, undef24506, undef24507, undef24532, undef24739, undef24749, undef26415, undef27616, undef28796, undef30110, undef30699, undef30700, undef30749, undef31312, undef32798, undef33498, undef34060, undef34061, undef34924, undef34925, undef36667, undef37697, undef38709, 

Undef variables:
undef877, undef1471, undef1472, undef1513, undef2079, undef4908, undef5773, undef6785, undef8435, undef9024, undef9025, undef9074, undef9637, undef11123, undef12327, undef12470, undef13225, undef13226, undef15322, undef16526, undef17538, undef18113, undef18543, undef19185, undef19827, undef20394, undef22209, undef22912, undef23490, undef23491, undef24154, undef24506, undef24507, undef24532, undef24739, undef24749, undef26415, undef27616, undef28796, undef30110, undef30699, undef30700, undef30749, undef31312, undef32798, undef33498, undef34060, undef34061, undef34924, undef34925, undef36667, undef37697, undef38709, 

Abstraction variables:

Exit nodes:

Accepting locations:

Asserts:

Preprocessed LLVMGraph
Init Location: 0
Transitions:
<l0, l91, (var_e_AGAFp_0___rho_1_^0 = (0 + var_e_AGAFp_0___rho_1_^0)) /\ (var_e_AGAFp_0___rho_2_^0 = (0 + var_e_AGAFp_0___rho_2_^0)) /\ (var_e_AGAFp_0_rv_init^0 = (0 + var_e_AGAFp_0_rv_init^0)) /\ (var_e_AGAFp_0_start^0 = (0 + var_e_AGAFp_0_start^0)) /\ (var_e_AGAFp_0_x^0 = (0 + x^0)) /\ (var_e_AGAFp_0_y^0 = (0 + y^0)) /\ (undef24739 = 0) /\ (undef24749 = 0) /\ ((0 + (0 + x^0)) <= 0), par{var_e_AGAFp_0_p^0 -> (0 + undef24739)}>
<l0, l89, (var_e_AGAFp_0___rho_1_^0 = (0 + var_e_AGAFp_0___rho_1_^0)) /\ (var_e_AGAFp_0___rho_2_^0 = (0 + var_e_AGAFp_0___rho_2_^0)) /\ (var_e_AGAFp_0_rv_init^0 = (0 + var_e_AGAFp_0_rv_init^0)) /\ (var_e_AGAFp_0_start^0 = (0 + var_e_AGAFp_0_start^0)) /\ (var_e_AGAFp_0_x^0 = (0 + x^0)) /\ (var_e_AGAFp_0_y^0 = (0 + y^0)) /\ (undef24739 = 0) /\ (undef24749 = 0) /\ (1 <= (0 + (0 + x^0))) /\ (undef34925 = 2) /\ (undef34924 = (1 + (0 + undef24739))), par{copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, var_Le_AFp_2___rho_1_^0 -> (0 + (0 + var_e_AGAFp_0___rho_1_^0)), var_Le_AFp_2___rho_2_^0 -> (0 + (0 + var_e_AGAFp_0___rho_2_^0)), var_Le_AFp_2_p^0 -> (0 + undef34924), var_Le_AFp_2_pc^0 -> (0 + undef34925), var_Le_AFp_2_rv_init^0 -> (0 + (0 + var_e_AGAFp_0_rv_init^0)), var_Le_AFp_2_start^0 -> (0 + (0 + var_e_AGAFp_0_start^0)), var_Le_AFp_2_x^0 -> (0 + (0 + x^0)), var_Le_AFp_2_y^0 -> (0 + (0 + y^0)), var_e_AGAFp_0_p^0 -> undef34924}>
<l16, l16, true, par{var_e_AGAFp_0_x^0 -> 1}>
<l34, l34, ((0 + var_Le_AFp_0_y^0) <= 0) /\ ((0 + copied3^0) <= 0) /\ (undef8435 = undef8435) /\ ((0 + undef8435) <= 0), par{var_Le_AFp_0_pc^0 -> 6, var_Le_AFp_0_y^0 -> (~(1) + var_Le_AFp_0_y^0)}>
<l34, l34, ((0 + var_Le_AFp_0_y^0) <= 0) /\ ((0 + copied3^0) <= 0) /\ (undef8435 = undef8435) /\ (1 <= (0 + undef8435)), par{copied3^0 -> 1, var_Le_AFp_0_pc^0 -> 6, var_Le_AFp_0_y^0 -> (~(1) + var_Le_AFp_0_y^0)}>
<l34, l15, ((0 + var_Le_AFp_0_y^0) <= 0) /\ (1 <= (0 + copied3^0)) /\ ((1 + (0 + 0)) <= 1) /\ ((1 + (0 + 0)) <= 1), par{rv_Le_AFp^0 -> (0 + 0), var_Le_AFp_0_pc^0 -> 6, var_Le_AFp_0_y^0 -> (~(1) + var_Le_AFp_0_y^0)}>
<l34, l16, ((0 + var_Le_AFp_0_y^0) <= 0) /\ (undef9074 = 5) /\ (undef9025 = 7) /\ (undef9024 = 1) /\ (1 <= (0 + (0 + undef9024))) /\ (undef6785 = (0 + 1)) /\ (1 <= (0 + (0 + undef6785))) /\ (1 <= (0 + (0 + 1))), par{rv_Le_AFp^0 -> (0 + 1), var_Le_AFp_0_p^0 -> undef9024, var_Le_AFp_0_pc^0 -> undef9025}>
<l43, l43, (undef13226 = 2) /\ (undef13225 = (1 + var_Le_AFp_0_p^0)) /\ ((0 + (0 + undef13225)) <= 0) /\ (undef12327 = (0 + 0)) /\ ((1 + (0 + undef12327)) <= 1) /\ ((0 + copied2^0) <= 0) /\ (undef11123 = undef11123) /\ ((0 + undef11123) <= 0), par{var_Le_AFp_0_p^0 -> undef13225, var_Le_AFp_0_pc^0 -> undef13226}>
<l43, l43, (undef13226 = 2) /\ (undef13225 = (1 + var_Le_AFp_0_p^0)) /\ ((0 + (0 + undef13225)) <= 0) /\ (undef12327 = (0 + 0)) /\ ((1 + (0 + undef12327)) <= 1) /\ ((0 + copied2^0) <= 0) /\ (undef11123 = undef11123) /\ (1 <= (0 + undef11123)), par{copied2^0 -> 1, var_Le_AFp_0_p^0 -> undef13225, var_Le_AFp_0_pc^0 -> undef13226}>
<l43, l15, (undef13226 = 2) /\ (undef13225 = (1 + var_Le_AFp_0_p^0)) /\ ((0 + (0 + undef13225)) <= 0) /\ (undef12327 = (0 + 0)) /\ ((1 + (0 + undef12327)) <= 1) /\ (1 <= (0 + copied2^0)) /\ ((1 + (0 + 0)) <= 1) /\ ((1 + (0 + 0)) <= 1), par{rv_Le_AFp^0 -> (0 + 0), var_Le_AFp_0_p^0 -> undef13225, var_Le_AFp_0_pc^0 -> undef13226}>
<l43, l16, (undef13226 = 2) /\ (undef13225 = (1 + var_Le_AFp_0_p^0)) /\ (1 <= (0 + (0 + undef13225))) /\ (undef12327 = (0 + 1)) /\ (1 <= (0 + (0 + undef12327))) /\ (1 <= (0 + (0 + 1))), par{rv_Le_AFp^0 -> (0 + 1), var_Le_AFp_0_p^0 -> undef13225, var_Le_AFp_0_pc^0 -> undef13226}>
<l89, l89, (undef24154 = (1 + var_Le_AFp_2_p^0)) /\ ((0 + (0 + undef24154)) <= 0) /\ (undef18543 = (0 + 0)) /\ ((1 + (0 + undef18543)) <= 1) /\ ((0 + copied5^0) <= 0) /\ (undef12470 = undef12470) /\ ((0 + undef12470) <= 0), par{var_Le_AFp_2_p^0 -> undef24154, var_Le_AFp_2_pc^0 -> 2}>
<l89, l89, (undef24154 = (1 + var_Le_AFp_2_p^0)) /\ ((0 + (0 + undef24154)) <= 0) /\ (undef18543 = (0 + 0)) /\ ((1 + (0 + undef18543)) <= 1) /\ ((0 + copied5^0) <= 0) /\ (undef12470 = undef12470) /\ (1 <= (0 + undef12470)), par{copied5^0 -> 1, var_Le_AFp_2_p^0 -> undef24154, var_Le_AFp_2_pc^0 -> 2}>
<l89, l15, (undef24154 = (1 + var_Le_AFp_2_p^0)) /\ ((0 + (0 + undef24154)) <= 0) /\ (undef18543 = (0 + 0)) /\ ((1 + (0 + undef18543)) <= 1) /\ (1 <= (0 + copied5^0)) /\ ((1 + (0 + 0)) <= 1) /\ ((1 + (0 + 0)) <= 1), par{rv_Le_AFp^0 -> (0 + 0), var_Le_AFp_2_p^0 -> undef24154}>
<l89, l89, (undef24154 = (1 + var_Le_AFp_2_p^0)) /\ (1 <= (0 + (0 + undef24154))) /\ (undef18543 = (0 + 1)) /\ (1 <= (0 + (0 + undef18543))) /\ (1 <= (0 + (0 + 1))) /\ (undef34925 = 2) /\ (undef34924 = (1 + var_e_AGAFp_0_p^0)), par{copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> (0 + 1), var_Le_AFp_2___rho_1_^0 -> (0 + var_e_AGAFp_0___rho_1_^0), var_Le_AFp_2___rho_2_^0 -> (0 + var_e_AGAFp_0___rho_2_^0), var_Le_AFp_2_p^0 -> (0 + undef34924), var_Le_AFp_2_pc^0 -> (0 + undef34925), var_Le_AFp_2_rv_init^0 -> (0 + var_e_AGAFp_0_rv_init^0), var_Le_AFp_2_start^0 -> (0 + var_e_AGAFp_0_start^0), var_Le_AFp_2_x^0 -> (0 + var_e_AGAFp_0_x^0), var_Le_AFp_2_y^0 -> (0 + var_e_AGAFp_0_y^0), var_e_AGAFp_0_p^0 -> undef34924}>
<l91, l91, ((0 + var_e_AGAFp_0_y^0) <= 0), par{var_e_AGAFp_0_y^0 -> (~(1) + var_e_AGAFp_0_y^0)}>
<l91, l34, ((0 + var_e_AGAFp_0_y^0) <= 0) /\ (undef24532 = 5) /\ (undef24507 = 7) /\ (undef24506 = 1) /\ (undef18113 = 1) /\ (1 <= (0 + (0 + undef18113))) /\ (undef17538 = (0 + 1)) /\ (1 <= (0 + (0 + undef17538))) /\ (1 <= (0 + (0 + 1))) /\ ((0 + (0 + var_e_AGAFp_0_x^0)) <= 0), par{copied14^0 -> 0, copied15^0 -> 0, copied16^0 -> 0, copied2^0 -> 0, copied3^0 -> 0, copied4^0 -> 0, rv_Le_AFp^0 -> (0 + 1), var_Le_AFp_0___rho_1_^0 -> (0 + var_e_AGAFp_0___rho_1_^0), var_Le_AFp_0___rho_2_^0 -> (0 + var_e_AGAFp_0___rho_2_^0), var_Le_AFp_0_p^0 -> (0 + undef24506), var_Le_AFp_0_pc^0 -> 3, var_Le_AFp_0_rv_init^0 -> (0 + var_e_AGAFp_0_rv_init^0), var_Le_AFp_0_start^0 -> (0 + var_e_AGAFp_0_start^0), var_Le_AFp_0_x^0 -> (0 + var_e_AGAFp_0_x^0), var_Le_AFp_0_y^0 -> (0 + var_e_AGAFp_0_y^0), var_Le_AFp_7___rho_1_^0 -> (0 + var_e_AGAFp_0___rho_1_^0), var_Le_AFp_7___rho_2_^0 -> (0 + var_e_AGAFp_0___rho_2_^0), var_Le_AFp_7_p^0 -> undef18113, var_Le_AFp_7_pc^0 -> (0 + undef24507), var_Le_AFp_7_rv_init^0 -> (0 + var_e_AGAFp_0_rv_init^0), var_Le_AFp_7_start^0 -> (0 + var_e_AGAFp_0_start^0), var_Le_AFp_7_x^0 -> (0 + var_e_AGAFp_0_x^0), var_Le_AFp_7_y^0 -> (0 + var_e_AGAFp_0_y^0), var_e_AGAFp_0_p^0 -> undef24506}>
<l91, l43, ((0 + var_e_AGAFp_0_y^0) <= 0) /\ (undef24532 = 5) /\ (undef24507 = 7) /\ (undef24506 = 1) /\ (undef18113 = 1) /\ (1 <= (0 + (0 + undef18113))) /\ (undef17538 = (0 + 1)) /\ (1 <= (0 + (0 + undef17538))) /\ (1 <= (0 + (0 + 1))) /\ (1 <= (0 + (0 + var_e_AGAFp_0_x^0))), par{copied14^0 -> 0, copied15^0 -> 0, copied16^0 -> 0, copied2^0 -> 0, copied3^0 -> 0, copied4^0 -> 0, rv_Le_AFp^0 -> (0 + 1), var_Le_AFp_0___rho_1_^0 -> (0 + var_e_AGAFp_0___rho_1_^0), var_Le_AFp_0___rho_2_^0 -> (0 + var_e_AGAFp_0___rho_2_^0), var_Le_AFp_0_p^0 -> (0 + undef24506), var_Le_AFp_0_pc^0 -> 1, var_Le_AFp_0_rv_init^0 -> (0 + var_e_AGAFp_0_rv_init^0), var_Le_AFp_0_start^0 -> (0 + var_e_AGAFp_0_start^0), var_Le_AFp_0_x^0 -> (0 + var_e_AGAFp_0_x^0), var_Le_AFp_0_y^0 -> (0 + var_e_AGAFp_0_y^0), var_Le_AFp_7___rho_1_^0 -> (0 + var_e_AGAFp_0___rho_1_^0), var_Le_AFp_7___rho_2_^0 -> (0 + var_e_AGAFp_0___rho_2_^0), var_Le_AFp_7_p^0 -> undef18113, var_Le_AFp_7_pc^0 -> (0 + undef24507), var_Le_AFp_7_rv_init^0 -> (0 + var_e_AGAFp_0_rv_init^0), var_Le_AFp_7_start^0 -> (0 + var_e_AGAFp_0_start^0), var_Le_AFp_7_x^0 -> (0 + var_e_AGAFp_0_x^0), var_Le_AFp_7_y^0 -> (0 + var_e_AGAFp_0_y^0), var_e_AGAFp_0_p^0 -> undef24506}>

Fresh variables:
undef877, undef1471, undef1472, undef1513, undef2079, undef4908, undef5773, undef6785, undef8435, undef9024, undef9025, undef9074, undef9637, undef11123, undef12327, undef12470, undef13225, undef13226, undef15322, undef16526, undef17538, undef18113, undef18543, undef19185, undef19827, undef20394, undef22209, undef22912, undef23490, undef23491, undef24154, undef24506, undef24507, undef24532, undef24739, undef24749, undef26415, undef27616, undef28796, undef30110, undef30699, undef30700, undef30749, undef31312, undef32798, undef33498, undef34060, undef34061, undef34924, undef34925, undef36667, undef37697, undef38709, 

Undef variables:
undef877, undef1471, undef1472, undef1513, undef2079, undef4908, undef5773, undef6785, undef8435, undef9024, undef9025, undef9074, undef9637, undef11123, undef12327, undef12470, undef13225, undef13226, undef15322, undef16526, undef17538, undef18113, undef18543, undef19185, undef19827, undef20394, undef22209, undef22912, undef23490, undef23491, undef24154, undef24506, undef24507, undef24532, undef24739, undef24749, undef26415, undef27616, undef28796, undef30110, undef30699, undef30700, undef30749, undef31312, undef32798, undef33498, undef34060, undef34061, undef34924, undef34925, undef36667, undef37697, undef38709, 

Abstraction variables:

Exit nodes:

Accepting locations:

Asserts:

*************************************************************
*******************************************************************************************
***********************       WORKING TRANSITION SYSTEM (DAG)       ***********************
*******************************************************************************************

Init Location: 0
Graph 0:
Transitions:
Variables:

Graph 1:
Transitions:
<l89, l89, copied5^0 <= 0 /\ undef12470 <= 0 /\ undef24154 <= 0 /\ undef18543 = 0 /\ 1 + var_Le_AFp_2_p^0 = undef24154, {var_Le_AFp_2_p^0 -> undef24154, var_Le_AFp_2_pc^0 -> 2, rest remain the same}>
<l89, l89, copied5^0 <= 0 /\ undef24154 <= 0 /\ 1 <= undef12470 /\ undef18543 = 0 /\ 1 + var_Le_AFp_2_p^0 = undef24154, {copied5^0 -> 1, var_Le_AFp_2_p^0 -> undef24154, var_Le_AFp_2_pc^0 -> 2, rest remain the same}>
<l89, l89, 1 <= undef24154 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Variables:
copied5^0, var_Le_AFp_2_p^0, var_Le_AFp_2___rho_1_^0, var_Le_AFp_2___rho_2_^0, var_Le_AFp_2_pc^0, var_Le_AFp_2_rv_init^0, var_Le_AFp_2_start^0, var_Le_AFp_2_x^0, var_Le_AFp_2_y^0, var_e_AGAFp_0___rho_1_^0, var_e_AGAFp_0___rho_2_^0, var_e_AGAFp_0_p^0, var_e_AGAFp_0_rv_init^0, var_e_AGAFp_0_start^0, var_e_AGAFp_0_x^0, var_e_AGAFp_0_y^0

Graph 2:
Transitions:
<l91, l91, var_e_AGAFp_0_y^0 <= 0, {var_e_AGAFp_0_y^0 -> -1 + var_e_AGAFp_0_y^0, rest remain the same}>
Variables:
var_e_AGAFp_0_y^0

Graph 3:
Transitions:
<l43, l43, copied2^0 <= 0 /\ undef11123 <= 0 /\ undef13225 <= 0 /\ undef12327 = 0 /\ 1 + var_Le_AFp_0_p^0 = undef13225 /\ undef13226 = 2, {var_Le_AFp_0_p^0 -> undef13225, var_Le_AFp_0_pc^0 -> undef13226, rest remain the same}>
<l43, l43, copied2^0 <= 0 /\ undef13225 <= 0 /\ 1 <= undef11123 /\ undef12327 = 0 /\ 1 + var_Le_AFp_0_p^0 = undef13225 /\ undef13226 = 2, {copied2^0 -> 1, var_Le_AFp_0_p^0 -> undef13225, var_Le_AFp_0_pc^0 -> undef13226, rest remain the same}>
Variables:
copied2^0, var_Le_AFp_0_p^0, var_Le_AFp_0_pc^0

Graph 4:
Transitions:
<l34, l34, copied3^0 <= 0 /\ var_Le_AFp_0_y^0 <= 0 /\ undef8435 <= 0, {var_Le_AFp_0_pc^0 -> 6, var_Le_AFp_0_y^0 -> -1 + var_Le_AFp_0_y^0, rest remain the same}>
<l34, l34, copied3^0 <= 0 /\ var_Le_AFp_0_y^0 <= 0 /\ 1 <= undef8435, {copied3^0 -> 1, var_Le_AFp_0_pc^0 -> 6, var_Le_AFp_0_y^0 -> -1 + var_Le_AFp_0_y^0, rest remain the same}>
Variables:
copied3^0, var_Le_AFp_0_y^0

Graph 5:
Transitions:
<l16, l16, true, {var_e_AGAFp_0_x^0 -> 1, rest remain the same}>
Variables:

Graph 6:
Transitions:
Variables:

Precedence: 
Graph 0

Graph 1
<l0, l89, 1 <= x^0 /\ var_e_AGAFp_0_x^0 = x^0 /\ var_e_AGAFp_0_y^0 = y^0 /\ undef24739 = 0 /\ undef24749 = 0 /\ 1 + undef24739 = undef34924 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> x^0, var_Le_AFp_2_y^0 -> y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>

Graph 2
<l0, l91, x^0 <= 0 /\ var_e_AGAFp_0_x^0 = x^0 /\ var_e_AGAFp_0_y^0 = y^0 /\ undef24739 = 0 /\ undef24749 = 0, {var_e_AGAFp_0_p^0 -> undef24739, rest remain the same}>

Graph 3
<l91, l43, var_e_AGAFp_0_y^0 <= 0 /\ 1 <= var_e_AGAFp_0_x^0 /\ undef17538 = 1 /\ undef18113 = 1 /\ undef24506 = 1 /\ undef24532 = 5 /\ undef24507 = 7, {copied14^0 -> 0, copied15^0 -> 0, copied16^0 -> 0, copied2^0 -> 0, copied3^0 -> 0, copied4^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_0___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_0___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_0_p^0 -> undef24506, var_Le_AFp_0_pc^0 -> 1, var_Le_AFp_0_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_0_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_0_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_0_y^0 -> var_e_AGAFp_0_y^0, var_Le_AFp_7___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_7___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_7_p^0 -> undef18113, var_Le_AFp_7_pc^0 -> undef24507, var_Le_AFp_7_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_7_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_7_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_7_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef24506, rest remain the same}>

Graph 4
<l91, l34, var_e_AGAFp_0_x^0 <= 0 /\ var_e_AGAFp_0_y^0 <= 0 /\ undef17538 = 1 /\ undef18113 = 1 /\ undef24506 = 1 /\ undef24532 = 5 /\ undef24507 = 7, {copied14^0 -> 0, copied15^0 -> 0, copied16^0 -> 0, copied2^0 -> 0, copied3^0 -> 0, copied4^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_0___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_0___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_0_p^0 -> undef24506, var_Le_AFp_0_pc^0 -> 3, var_Le_AFp_0_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_0_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_0_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_0_y^0 -> var_e_AGAFp_0_y^0, var_Le_AFp_7___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_7___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_7_p^0 -> undef18113, var_Le_AFp_7_pc^0 -> undef24507, var_Le_AFp_7_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_7_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_7_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_7_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef24506, rest remain the same}>

Graph 5
<l34, l16, var_Le_AFp_0_y^0 <= 0 /\ undef6785 = 1 /\ undef9024 = 1 /\ undef9074 = 5 /\ undef9025 = 7, {rv_Le_AFp^0 -> 1, var_Le_AFp_0_p^0 -> undef9024, var_Le_AFp_0_pc^0 -> undef9025, rest remain the same}>
<l43, l16, 1 <= undef13225 /\ 1 + var_Le_AFp_0_p^0 = undef13225 /\ undef12327 = 1 /\ undef13226 = 2, {rv_Le_AFp^0 -> 1, var_Le_AFp_0_p^0 -> undef13225, var_Le_AFp_0_pc^0 -> undef13226, rest remain the same}>

Graph 6
<l34, l15, var_Le_AFp_0_y^0 <= 0 /\ 1 <= copied3^0, {rv_Le_AFp^0 -> 0, var_Le_AFp_0_pc^0 -> 6, var_Le_AFp_0_y^0 -> -1 + var_Le_AFp_0_y^0, rest remain the same}>
<l43, l15, undef13225 <= 0 /\ 1 <= copied2^0 /\ undef12327 = 0 /\ 1 + var_Le_AFp_0_p^0 = undef13225 /\ undef13226 = 2, {rv_Le_AFp^0 -> 0, var_Le_AFp_0_p^0 -> undef13225, var_Le_AFp_0_pc^0 -> undef13226, rest remain the same}>
<l89, l15, undef24154 <= 0 /\ 1 <= copied5^0 /\ undef18543 = 0 /\ 1 + var_Le_AFp_2_p^0 = undef24154, {rv_Le_AFp^0 -> 0, var_Le_AFp_2_p^0 -> undef24154, rest remain the same}>

Map Locations to Subgraph:
( 0 , 0 )
( 15 , 6 )
( 16 , 5 )
( 34 , 4 )
( 43 , 3 )
( 89 , 1 )
( 91 , 2 )

*******************************************************************************************
********************************    CHECKING ASSERTIONS    ********************************
*******************************************************************************************

Proving termination of subgraph 0
Proving termination of subgraph 1
Checking unfeasibility...
Time used: 0.096861

Checking conditional termination of SCC {l89}...

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.009806s

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.020212s
[8050 : 8051]
[8050 : 8052]
Successful child: 8051
[ Invariant Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
It's unfeasible. Removing transition: 
<l89, l89, copied5^0 <= 0 /\ undef12470 <= 0 /\ undef24154 <= 0 /\ undef18543 = 0 /\ 1 + var_Le_AFp_2_p^0 = undef24154, {var_Le_AFp_2_p^0 -> undef24154, var_Le_AFp_2_pc^0 -> 2, rest remain the same}>

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
It's unfeasible. Removing transition: 
<l89, l89, copied5^0 <= 0 /\ undef24154 <= 0 /\ 1 <= undef12470 /\ undef18543 = 0 /\ 1 + var_Le_AFp_2_p^0 = undef24154, {copied5^0 -> 1, var_Le_AFp_2_p^0 -> undef24154, var_Le_AFp_2_pc^0 -> 2, rest remain the same}>

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, 0 <= var_Le_AFp_2_p^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
[ Termination Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
It's unfeasible. Removing transition: 
<l89, l89, copied5^0 <= 0 /\ undef12470 <= 0 /\ undef24154 <= 0 /\ undef18543 = 0 /\ 1 + var_Le_AFp_2_p^0 = undef24154, {var_Le_AFp_2_p^0 -> undef24154, var_Le_AFp_2_pc^0 -> 2, rest remain the same}>

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
It's unfeasible. Removing transition: 
<l89, l89, copied5^0 <= 0 /\ undef24154 <= 0 /\ 1 <= undef12470 /\ undef18543 = 0 /\ 1 + var_Le_AFp_2_p^0 = undef24154, {copied5^0 -> 1, var_Le_AFp_2_p^0 -> undef24154, var_Le_AFp_2_pc^0 -> 2, rest remain the same}>

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, 0 <= var_Le_AFp_2_p^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
New Graphs: 
Transitions:
<l89, l89, 0 <= var_Le_AFp_2_p^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Variables:
copied5^0, var_Le_AFp_2___rho_1_^0, var_Le_AFp_2___rho_2_^0, var_Le_AFp_2_p^0, var_Le_AFp_2_pc^0, var_Le_AFp_2_rv_init^0, var_Le_AFp_2_start^0, var_Le_AFp_2_x^0, var_Le_AFp_2_y^0, var_e_AGAFp_0___rho_1_^0, var_e_AGAFp_0___rho_2_^0, var_e_AGAFp_0_p^0, var_e_AGAFp_0_rv_init^0, var_e_AGAFp_0_start^0, var_e_AGAFp_0_x^0, var_e_AGAFp_0_y^0
Checking conditional termination of SCC {l89}...

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.002844s

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.008847s
[8050 : 8057]
[8050 : 8058]
Solving with 1 template(s).

LOG: CALL solveNonLinearGetFirstSolution

LOG: RETURN solveNonLinearGetFirstSolution - Elapsed time: 0.096203s
Time used: 0.095019
Improving Solution with cost 1 ...

LOG: CALL solveNonLinearGetNextSolution

LOG: RETURN solveNonLinearGetNextSolution - Elapsed time: 1.007502s
Time used: 1.00745

LOG: SAT solveNonLinear - Elapsed time: 1.103704s
Cost: 1; Total time: 1.10247
Termination implied by a set of invariant(s):
Invariant at l89: var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0
[ Invariant Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
[ Termination Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Quasi-ranking function: 50000 - var_e_AGAFp_0_p^0 - var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 - var_e_AGAFp_0_y^0
New Graphs: 
Transitions:
<l89, l89, 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 50001 + var_e_AGAFp_0_start^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Variables:
copied5^0, var_Le_AFp_2___rho_1_^0, var_Le_AFp_2___rho_2_^0, var_Le_AFp_2_p^0, var_Le_AFp_2_pc^0, var_Le_AFp_2_rv_init^0, var_Le_AFp_2_start^0, var_Le_AFp_2_x^0, var_Le_AFp_2_y^0, var_e_AGAFp_0___rho_1_^0, var_e_AGAFp_0___rho_2_^0, var_e_AGAFp_0_p^0, var_e_AGAFp_0_rv_init^0, var_e_AGAFp_0_start^0, var_e_AGAFp_0_x^0, var_e_AGAFp_0_y^0
Checking conditional termination of SCC {l89}...

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.003406s

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.019105s
[8050 : 8062]
[8050 : 8063]
Solving with 1 template(s).

LOG: CALL solveNonLinearGetFirstSolution

LOG: RETURN solveNonLinearGetFirstSolution - Elapsed time: 0.119128s
Time used: 0.117094
Improving Solution with cost 1 ...

LOG: CALL solveNonLinearGetNextSolution

LOG: RETURN solveNonLinearGetNextSolution - Elapsed time: 1.007140s
Time used: 1.0071

LOG: SAT solveNonLinear - Elapsed time: 1.126268s
Cost: 1; Total time: 1.12419
Termination implied by a set of invariant(s):
Invariant at l89: var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0
[ Invariant Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
[ Termination Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 50001 + var_e_AGAFp_0_start^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Quasi-ranking function: 50000 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 - var_e_AGAFp_0_p^0 - var_e_AGAFp_0_rv_init^0 - 2*var_e_AGAFp_0_start^0 - var_e_AGAFp_0_y^0
New Graphs: 
Transitions:
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 50001 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + 2*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 /\ 50001 + var_e_AGAFp_0_start^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Variables:
copied5^0, var_Le_AFp_2___rho_1_^0, var_Le_AFp_2___rho_2_^0, var_Le_AFp_2_p^0, var_Le_AFp_2_pc^0, var_Le_AFp_2_rv_init^0, var_Le_AFp_2_start^0, var_Le_AFp_2_x^0, var_Le_AFp_2_y^0, var_e_AGAFp_0___rho_1_^0, var_e_AGAFp_0___rho_2_^0, var_e_AGAFp_0_p^0, var_e_AGAFp_0_rv_init^0, var_e_AGAFp_0_start^0, var_e_AGAFp_0_x^0, var_e_AGAFp_0_y^0
Checking conditional termination of SCC {l89}...

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.003974s

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.036013s
[8050 : 8067]
[8050 : 8068]
Solving with 1 template(s).

LOG: CALL solveNonLinearGetFirstSolution

LOG: RETURN solveNonLinearGetFirstSolution - Elapsed time: 0.204724s
Time used: 0.20103
Improving Solution with cost 1 ...

LOG: CALL solveNonLinearGetNextSolution

LOG: RETURN solveNonLinearGetNextSolution - Elapsed time: 1.007134s
Time used: 1.00709

LOG: SAT solveNonLinear - Elapsed time: 1.211858s
Cost: 1; Total time: 1.20812
Termination implied by a set of invariant(s):
Invariant at l89: 1 + copied5^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0
[ Invariant Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
[ Termination Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 50001 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + 2*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 /\ 50001 + var_e_AGAFp_0_start^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Quasi-ranking function: 50000 + 3*copied5^0 - 3*var_Le_AFp_2_p^0 - 3*var_Le_AFp_2_rv_init^0 - 3*var_Le_AFp_2_start^0 - 3*var_Le_AFp_2_x^0 - 3*var_Le_AFp_2_y^0 - var_e_AGAFp_0___rho_1_^0 - var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_p^0 + 5*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0
New Graphs: 
Transitions:
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 50001 + 3*copied5^0 + var_e_AGAFp_0_p^0 + 5*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 <= 3*var_Le_AFp_2_p^0 + 3*var_Le_AFp_2_rv_init^0 + 3*var_Le_AFp_2_start^0 + 3*var_Le_AFp_2_x^0 + 3*var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 /\ 50001 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + 2*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 /\ 50001 + var_e_AGAFp_0_start^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Variables:
copied5^0, var_Le_AFp_2___rho_1_^0, var_Le_AFp_2___rho_2_^0, var_Le_AFp_2_p^0, var_Le_AFp_2_pc^0, var_Le_AFp_2_rv_init^0, var_Le_AFp_2_start^0, var_Le_AFp_2_x^0, var_Le_AFp_2_y^0, var_e_AGAFp_0___rho_1_^0, var_e_AGAFp_0___rho_2_^0, var_e_AGAFp_0_p^0, var_e_AGAFp_0_rv_init^0, var_e_AGAFp_0_start^0, var_e_AGAFp_0_x^0, var_e_AGAFp_0_y^0
Checking conditional termination of SCC {l89}...

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.004561s

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.030577s
[8050 : 8072]
[8050 : 8073]
Solving with 1 template(s).

LOG: CALL solveNonLinearGetFirstSolution

LOG: RETURN solveNonLinearGetFirstSolution - Elapsed time: 0.217405s
Time used: 0.214673
Improving Solution with cost 1 ...

LOG: CALL solveNonLinearGetNextSolution

LOG: RETURN solveNonLinearGetNextSolution - Elapsed time: 1.007736s
Time used: 1.00768

LOG: SAT solveNonLinear - Elapsed time: 1.225141s
Cost: 1; Total time: 1.22235
Termination implied by a set of invariant(s):
Invariant at l89: 1 + copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0
[ Invariant Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
[ Termination Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 50001 + 3*copied5^0 + var_e_AGAFp_0_p^0 + 5*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 <= 3*var_Le_AFp_2_p^0 + 3*var_Le_AFp_2_rv_init^0 + 3*var_Le_AFp_2_start^0 + 3*var_Le_AFp_2_x^0 + 3*var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 /\ 50001 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + 2*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 /\ 50001 + var_e_AGAFp_0_start^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Quasi-ranking function: 50000 + 2*copied5^0 - 2*var_Le_AFp_2_p^0 - 2*var_Le_AFp_2_rv_init^0 - 2*var_Le_AFp_2_start^0 - 2*var_Le_AFp_2_x^0 - 2*var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_p^0 + 2*var_e_AGAFp_0_rv_init^0 + 3*var_e_AGAFp_0_start^0 + 4*var_e_AGAFp_0_x^0 + 2*var_e_AGAFp_0_y^0
New Graphs: 
Transitions:
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 <= undef24154 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 50001 + 2*copied5^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_p^0 + 2*var_e_AGAFp_0_rv_init^0 + 3*var_e_AGAFp_0_start^0 + 4*var_e_AGAFp_0_x^0 + 2*var_e_AGAFp_0_y^0 <= 2*var_Le_AFp_2_p^0 + 2*var_Le_AFp_2_rv_init^0 + 2*var_Le_AFp_2_start^0 + 2*var_Le_AFp_2_x^0 + 2*var_Le_AFp_2_y^0 /\ 50001 + 3*copied5^0 + var_e_AGAFp_0_p^0 + 5*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 <= 3*var_Le_AFp_2_p^0 + 3*var_Le_AFp_2_rv_init^0 + 3*var_Le_AFp_2_start^0 + 3*var_Le_AFp_2_x^0 + 3*var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 /\ 50001 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + 2*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 /\ 50001 + var_e_AGAFp_0_start^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Variables:
copied5^0, var_Le_AFp_2___rho_1_^0, var_Le_AFp_2___rho_2_^0, var_Le_AFp_2_p^0, var_Le_AFp_2_pc^0, var_Le_AFp_2_rv_init^0, var_Le_AFp_2_start^0, var_Le_AFp_2_x^0, var_Le_AFp_2_y^0, var_e_AGAFp_0___rho_1_^0, var_e_AGAFp_0___rho_2_^0, var_e_AGAFp_0_p^0, var_e_AGAFp_0_rv_init^0, var_e_AGAFp_0_start^0, var_e_AGAFp_0_x^0, var_e_AGAFp_0_y^0
Checking conditional termination of SCC {l89}...

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.004844s

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.140068s
[8050 : 8077]
[8050 : 8078]
Solving with 1 template(s).

LOG: CALL solveNonLinearGetFirstSolution

LOG: RETURN solveNonLinearGetFirstSolution - Elapsed time: 0.418796s
Time used: 0.415991
Improving Solution with cost 1 ...

LOG: CALL solveNonLinearGetNextSolution

LOG: RETURN solveNonLinearGetNextSolution - Elapsed time: 1.007175s
Time used: 1.00713

LOG: SAT solveNonLinear - Elapsed time: 1.425971s
Cost: 1; Total time: 1.42312
Termination implied by a set of invariant(s):
Invariant at l89: copied5^0 + var_Le_AFp_2___rho_2_^0 + var_Le_AFp_2_x^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_y^0 <= 1 + var_Le_AFp_2___rho_1_^0 + var_Le_AFp_2_p^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_x^0
[ Invariant Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 <= undef24154 /\ copied5^0 + var_Le_AFp_2___rho_2_^0 + var_Le_AFp_2_x^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_y^0 <= 1 + var_Le_AFp_2___rho_1_^0 + var_Le_AFp_2_p^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_x^0 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
[ Termination Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 <= undef24154 /\ copied5^0 + var_Le_AFp_2___rho_2_^0 + var_Le_AFp_2_x^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_y^0 <= 1 + var_Le_AFp_2___rho_1_^0 + var_Le_AFp_2_p^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_x^0 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 50001 + 2*copied5^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_p^0 + 2*var_e_AGAFp_0_rv_init^0 + 3*var_e_AGAFp_0_start^0 + 4*var_e_AGAFp_0_x^0 + 2*var_e_AGAFp_0_y^0 <= 2*var_Le_AFp_2_p^0 + 2*var_Le_AFp_2_rv_init^0 + 2*var_Le_AFp_2_start^0 + 2*var_Le_AFp_2_x^0 + 2*var_Le_AFp_2_y^0 /\ 50001 + 3*copied5^0 + var_e_AGAFp_0_p^0 + 5*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 <= 3*var_Le_AFp_2_p^0 + 3*var_Le_AFp_2_rv_init^0 + 3*var_Le_AFp_2_start^0 + 3*var_Le_AFp_2_x^0 + 3*var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 /\ 50001 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + 2*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 /\ 50001 + var_e_AGAFp_0_start^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Quasi-ranking function: 50000 + 2*copied5^0 - 2*var_Le_AFp_2_p^0 - 2*var_Le_AFp_2_rv_init^0 - 2*var_Le_AFp_2_start^0 - 2*var_Le_AFp_2_x^0 - 2*var_Le_AFp_2_y^0 - var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_p^0 + 2*var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + 3*var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0
New Graphs: 
Transitions:
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 <= undef24154 /\ copied5^0 + var_Le_AFp_2___rho_2_^0 + var_Le_AFp_2_x^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_y^0 <= 1 + var_Le_AFp_2___rho_1_^0 + var_Le_AFp_2_p^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_x^0 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 50001 + 2*copied5^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_p^0 + 2*var_e_AGAFp_0_rv_init^0 + 3*var_e_AGAFp_0_start^0 + 4*var_e_AGAFp_0_x^0 + 2*var_e_AGAFp_0_y^0 <= 2*var_Le_AFp_2_p^0 + 2*var_Le_AFp_2_rv_init^0 + 2*var_Le_AFp_2_start^0 + 2*var_Le_AFp_2_x^0 + 2*var_Le_AFp_2_y^0 /\ 50001 + 2*copied5^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_p^0 + 2*var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + 3*var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= 2*var_Le_AFp_2_p^0 + 2*var_Le_AFp_2_rv_init^0 + 2*var_Le_AFp_2_start^0 + 2*var_Le_AFp_2_x^0 + 2*var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_1_^0 /\ 50001 + 3*copied5^0 + var_e_AGAFp_0_p^0 + 5*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 <= 3*var_Le_AFp_2_p^0 + 3*var_Le_AFp_2_rv_init^0 + 3*var_Le_AFp_2_start^0 + 3*var_Le_AFp_2_x^0 + 3*var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 /\ 50001 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + 2*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 /\ 50001 + var_e_AGAFp_0_start^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Variables:
copied5^0, var_Le_AFp_2___rho_1_^0, var_Le_AFp_2___rho_2_^0, var_Le_AFp_2_p^0, var_Le_AFp_2_pc^0, var_Le_AFp_2_rv_init^0, var_Le_AFp_2_start^0, var_Le_AFp_2_x^0, var_Le_AFp_2_y^0, var_e_AGAFp_0___rho_1_^0, var_e_AGAFp_0___rho_2_^0, var_e_AGAFp_0_p^0, var_e_AGAFp_0_rv_init^0, var_e_AGAFp_0_start^0, var_e_AGAFp_0_x^0, var_e_AGAFp_0_y^0
Checking conditional termination of SCC {l89}...

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.005392s

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.190672s
[8050 : 8082]
[8050 : 8083]
Solving with 1 template(s).

LOG: CALL solveNonLinearGetFirstSolution

LOG: RETURN solveNonLinearGetFirstSolution - Elapsed time: 0.666439s
Time used: 0.663341
Improving Solution with cost 1 ...

LOG: CALL solveNonLinearGetNextSolution

LOG: RETURN solveNonLinearGetNextSolution - Elapsed time: 1.007330s
Time used: 1.00727

LOG: SAT solveNonLinear - Elapsed time: 1.673770s
Cost: 1; Total time: 1.67061
Termination implied by a set of invariant(s):
Invariant at l89: copied5^0 + var_Le_AFp_2___rho_2_^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= 1 + var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0
[ Invariant Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 <= undef24154 /\ copied5^0 + var_Le_AFp_2___rho_2_^0 + var_Le_AFp_2_x^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_y^0 <= 1 + var_Le_AFp_2___rho_1_^0 + var_Le_AFp_2_p^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_x^0 /\ copied5^0 + var_Le_AFp_2___rho_2_^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= 1 + var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
[ Termination Graph ]
Strengthening and disabling transitions...

LOG: CALL solverLinear in Graph for feasibility

LOG: RETURN solveLinear in Graph for feasibility
Strengthening transition (result): 
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 <= undef24154 /\ copied5^0 + var_Le_AFp_2___rho_2_^0 + var_Le_AFp_2_x^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_y^0 <= 1 + var_Le_AFp_2___rho_1_^0 + var_Le_AFp_2_p^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_x^0 /\ copied5^0 + var_Le_AFp_2___rho_2_^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= 1 + var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 50001 + 2*copied5^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_p^0 + 2*var_e_AGAFp_0_rv_init^0 + 3*var_e_AGAFp_0_start^0 + 4*var_e_AGAFp_0_x^0 + 2*var_e_AGAFp_0_y^0 <= 2*var_Le_AFp_2_p^0 + 2*var_Le_AFp_2_rv_init^0 + 2*var_Le_AFp_2_start^0 + 2*var_Le_AFp_2_x^0 + 2*var_Le_AFp_2_y^0 /\ 50001 + 2*copied5^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_p^0 + 2*var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + 3*var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= 2*var_Le_AFp_2_p^0 + 2*var_Le_AFp_2_rv_init^0 + 2*var_Le_AFp_2_start^0 + 2*var_Le_AFp_2_x^0 + 2*var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_1_^0 /\ 50001 + 3*copied5^0 + var_e_AGAFp_0_p^0 + 5*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 <= 3*var_Le_AFp_2_p^0 + 3*var_Le_AFp_2_rv_init^0 + 3*var_Le_AFp_2_start^0 + 3*var_Le_AFp_2_x^0 + 3*var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 /\ 50001 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + 2*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 /\ 50001 + var_e_AGAFp_0_start^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Quasi-ranking function: 50000 + 6*copied5^0 + var_Le_AFp_2___rho_1_^0 - 2*var_Le_AFp_2___rho_2_^0 - 6*var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 - 9*var_Le_AFp_2_rv_init^0 - 9*var_Le_AFp_2_start^0 - 8*var_Le_AFp_2_x^0 - 6*var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_p^0 + 16*var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + 200006*var_e_AGAFp_0_x^0 + 16*var_e_AGAFp_0_y^0
New Graphs: 
Transitions:
<l89, l89, var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 <= copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 /\ 0 <= var_Le_AFp_2_p^0 /\ var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0_start^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 + copied5^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= var_Le_AFp_2_p^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 /\ 1 <= undef24154 /\ copied5^0 + var_Le_AFp_2___rho_2_^0 + var_Le_AFp_2_x^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_y^0 <= 1 + var_Le_AFp_2___rho_1_^0 + var_Le_AFp_2_p^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_x^0 /\ copied5^0 + var_Le_AFp_2___rho_2_^0 + var_Le_AFp_2_rv_init^0 + var_Le_AFp_2_start^0 + var_e_AGAFp_0_p^0 + var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= 1 + var_Le_AFp_2_p^0 + var_Le_AFp_2_pc^0 + var_Le_AFp_2_x^0 + var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 /\ 0 <= 1 + var_e_AGAFp_0_p^0 /\ 50001 + 6*copied5^0 + var_Le_AFp_2___rho_1_^0 + var_Le_AFp_2_pc^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_p^0 + 16*var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + 200006*var_e_AGAFp_0_x^0 + 16*var_e_AGAFp_0_y^0 <= 2*var_Le_AFp_2___rho_2_^0 + 6*var_Le_AFp_2_p^0 + 9*var_Le_AFp_2_rv_init^0 + 9*var_Le_AFp_2_start^0 + 8*var_Le_AFp_2_x^0 + 6*var_Le_AFp_2_y^0 /\ 50001 + 2*copied5^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_p^0 + 2*var_e_AGAFp_0_rv_init^0 + 3*var_e_AGAFp_0_start^0 + 4*var_e_AGAFp_0_x^0 + 2*var_e_AGAFp_0_y^0 <= 2*var_Le_AFp_2_p^0 + 2*var_Le_AFp_2_rv_init^0 + 2*var_Le_AFp_2_start^0 + 2*var_Le_AFp_2_x^0 + 2*var_Le_AFp_2_y^0 /\ 50001 + 2*copied5^0 + var_e_AGAFp_0___rho_2_^0 + var_e_AGAFp_0_p^0 + 2*var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_start^0 + 3*var_e_AGAFp_0_x^0 + var_e_AGAFp_0_y^0 <= 2*var_Le_AFp_2_p^0 + 2*var_Le_AFp_2_rv_init^0 + 2*var_Le_AFp_2_start^0 + 2*var_Le_AFp_2_x^0 + 2*var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_1_^0 /\ 50001 + 3*copied5^0 + var_e_AGAFp_0_p^0 + 5*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_x^0 <= 3*var_Le_AFp_2_p^0 + 3*var_Le_AFp_2_rv_init^0 + 3*var_Le_AFp_2_start^0 + 3*var_Le_AFp_2_x^0 + 3*var_Le_AFp_2_y^0 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 /\ 50001 + var_e_AGAFp_0___rho_1_^0 + var_e_AGAFp_0___rho_2_^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + 2*var_e_AGAFp_0_start^0 + var_e_AGAFp_0_y^0 /\ 50001 + var_e_AGAFp_0_start^0 <= var_e_AGAFp_0_p^0 + var_e_AGAFp_0_rv_init^0 + var_e_AGAFp_0_y^0 /\ 1 + var_Le_AFp_2_p^0 = undef24154 /\ 1 + var_e_AGAFp_0_p^0 = undef34924 /\ undef18543 = 1 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, rv_Le_AFp^0 -> 1, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> var_e_AGAFp_0_x^0, var_Le_AFp_2_y^0 -> var_e_AGAFp_0_y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
Variables:
copied5^0, var_Le_AFp_2___rho_1_^0, var_Le_AFp_2___rho_2_^0, var_Le_AFp_2_p^0, var_Le_AFp_2_pc^0, var_Le_AFp_2_rv_init^0, var_Le_AFp_2_start^0, var_Le_AFp_2_x^0, var_Le_AFp_2_y^0, var_e_AGAFp_0___rho_1_^0, var_e_AGAFp_0___rho_2_^0, var_e_AGAFp_0_p^0, var_e_AGAFp_0_rv_init^0, var_e_AGAFp_0_start^0, var_e_AGAFp_0_x^0, var_e_AGAFp_0_y^0
Checking conditional termination of SCC {l89}...

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.008817s

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 1.399309s
[8050 : 8087]
[8050 : 8088]
Solving with 1 template(s).

LOG: CALL solveNonLinearGetFirstSolution

LOG: RETURN solveNonLinearGetFirstSolution - Elapsed time: 4.103651s
Time used: 4.10095
Termination failed. Trying to show unreachability...
Proving unreachability of entry: <l0, l89, 1 <= x^0 /\ var_e_AGAFp_0_x^0 = x^0 /\ var_e_AGAFp_0_y^0 = y^0 /\ undef24739 = 0 /\ undef24749 = 0 /\ 1 + undef24739 = undef34924 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> x^0, var_Le_AFp_2_y^0 -> y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>

LOG: CALL check - Post:1 <= 0 - Process 1
* Exit transition: <l0, l89, 1 <= x^0 /\ var_e_AGAFp_0_x^0 = x^0 /\ var_e_AGAFp_0_y^0 = y^0 /\ undef24739 = 0 /\ undef24749 = 0 /\ 1 + undef24739 = undef34924 /\ undef34925 = 2, {copied5^0 -> 0, copied6^0 -> 0, copied7^0 -> 0, var_Le_AFp_2___rho_1_^0 -> var_e_AGAFp_0___rho_1_^0, var_Le_AFp_2___rho_2_^0 -> var_e_AGAFp_0___rho_2_^0, var_Le_AFp_2_p^0 -> undef34924, var_Le_AFp_2_pc^0 -> undef34925, var_Le_AFp_2_rv_init^0 -> var_e_AGAFp_0_rv_init^0, var_Le_AFp_2_start^0 -> var_e_AGAFp_0_start^0, var_Le_AFp_2_x^0 -> x^0, var_Le_AFp_2_y^0 -> y^0, var_e_AGAFp_0_p^0 -> undef34924, rest remain the same}>
* Postcondition  : 1 <= 0

LOG: CALL solveLinear

LOG: RETURN solveLinear - Elapsed time: 0.024704s
> Postcondition is not implied!

LOG: RETURN check - Elapsed time: 0.024967s
Cannot prove unreachability

[8050 : 8200]
[8050 : 8201]
Successful child: 8201

Program does NOT terminate