Loading theory "Lorenz_Approximation.Result_Elements" (required by "Lorenz_Approximation.Lorenz_Approximation" via "Lorenz_Approximation.Result_File_Coarse") deriving "show" instance for type "Result_Elements.result" generating show-function for type "Result_Elements.result" after unfold_tac 1. (((((((((((((((shows_pl :013 \\ shows_string) ''Result'' \ shows_space \\\ showsp_bool) 1 :000 \ shows_space \\\ showsp_real) 1 :001 \ shows_space \\\ showsp_real) 1 :002 \ shows_space \\\ showsp_real) 1 :003 \ shows_space \\\ showsp_real) 1 :004 \ shows_space \\\ showsp_int) 1 :005 \ shows_space \\\ showsp_int) 1 :006 \ shows_space \\\ showsp_int) 1 :007 \ shows_space \\\ showsp_int) 1 :008 \ shows_space \\\ showsp_int) 1 :009 \ shows_space \\\ showsp_int) 1 :010 \ shows_space \\\ showsp_int) 1 :011 \ shows_space \\\ showsp_int) 1 :012 \\ shows_pr) :013 (:014 @ :015) = (((((((((((((((shows_pl :013 \\ shows_string) ''Result'' \ shows_space \\\ showsp_bool) 1 :000 \ shows_space \\\ showsp_real) 1 :001 \ shows_space \\\ showsp_real) 1 :002 \ shows_space \\\ showsp_real) 1 :003 \ shows_space \\\ showsp_real) 1 :004 \ shows_space \\\ showsp_int) 1 :005 \ shows_space \\\ showsp_int) 1 :006 \ shows_space \\\ showsp_int) 1 :007 \ shows_space \\\ showsp_int) 1 :008 \ shows_space \\\ showsp_int) 1 :009 \ shows_space \\\ showsp_int) 1 :010 \ shows_space \\\ showsp_int) 1 :011 \ shows_space \\\ showsp_int) 1 :012 \\ shows_pr) :013 :014 @ :015 consts mirror_result :: "result \ result" ### theory "Lorenz_Approximation.Result_Elements" ### 4.361s elapsed time, 5.344s cpu time, 0.196s GC time Loading theory "Lorenz_Approximation.Result_File_Coarse" (required by "Lorenz_Approximation.Lorenz_Approximation") ### theory "Lorenz_Approximation.Result_File_Coarse" ### 28.440s elapsed time, 28.696s cpu time, 0.536s GC time Loading theory "Lorenz_Approximation.Lorenz_Approximation" ### Ambiguous input (line 44 of "~~/afp/thys/Ordinary_Differential_Equations/Ex/Lorenz/Lorenz_Approximation.thy") produces 2 parse trees: ### ("\<^const>HOL.Trueprop" ### ("\<^const>Set.member" ### ("_tuple" ("_lambda" ("_position" x) ("_position" x)) ### ("_tuple_arg" ### ("_constrain" ("_position" op_cast_image) ### ("\<^type>fun" ### ("_tapp" ### ("_ofsort" ("_position_sort" 'a) ### ("_class_name" executable_euclidean_space)) ### ("_type_name" set)) ### ("_tapp" ### ("_ofsort" ("_position_sort" 'b) ### ("_class_name" executable_euclidean_space)) ### ("_type_name" set)))))) ### ("\<^const>FuncSet.funcset" ("_position" aform.appr_rel) ### ("_position" aform.appr_rel)))) ### ("\<^const>HOL.Trueprop" ### ("\<^const>Set.member" ### ("_tuple" ("_lambda" ("_position" x) ("_position" x)) ### ("_tuple_arg" ### ("_constrain" ("_position" op_cast_image) ### ("\<^type>fun" ### ("_tapp" ### ("_ofsort" ("_position_sort" 'a) ### ("_class_name" executable_euclidean_space)) ### ("_type_name" set)) ### ("_tapp" ### ("_ofsort" ("_position_sort" 'b) ### ("_class_name" executable_euclidean_space)) ### ("_type_name" set)))))) ### ("\<^const>Relators.fun_rel_syn" ("_position" aform.appr_rel) ### ("_position" aform.appr_rel)))) ### Fortunately, only one parse tree is well-formed and type-correct, ### but you may still want to disambiguate your grammar or your input. ### Ignoring duplicate rewrite rule: ### cast ?y \ ?y ### Ambiguous input (line 70 of "~~/afp/thys/Ordinary_Differential_Equations/Ex/Lorenz/Lorenz_Approximation.thy") produces 2 parse trees: ### ("\<^const>HOL.Trueprop" ### ("\<^const>Set.member" ### ("_tuple" ("_lambda" ("_position" x) ("_position" x)) ### ("_tuple_arg" ### ("_constrain" ("_position" op_cast_eucl1_image) ### ("\<^type>fun" ### ("_tapp" ### ("_tapp" ### ("_ofsort" ("_position_sort" 'a) ### ("_class_name" executable_euclidean_space)) ### ("_type_name" c1_info)) ### ("_type_name" set)) ### ("_tapp" ### ("_tapp" ### ("_ofsort" ("_position_sort" 'b) ### ("_class_name" executable_euclidean_space)) ### ("_type_name" c1_info)) ### ("_type_name" set)))))) ### ("\<^const>FuncSet.funcset" ("_position" aform.appr1_rel) ### ("_position" aform.appr1_rel)))) ### ("\<^const>HOL.Trueprop" ### ("\<^const>Set.member" ### ("_tuple" ("_lambda" ("_position" x) ("_position" x)) ### ("_tuple_arg" ### ("_constrain" ("_position" op_cast_eucl1_image) ### ("\<^type>fun" ### ("_tapp" ### ("_tapp" ### ("_ofsort" ("_position_sort" 'a) ### ("_class_name" executable_euclidean_space)) ### ("_type_name" c1_info)) ### ("_type_name" set)) ### ("_tapp" ### ("_tapp" ### ("_ofsort" ("_position_sort" 'b) ### ("_class_name" executable_euclidean_space)) ### ("_type_name" c1_info)) ### ("_type_name" set)))))) ### ("\<^const>Relators.fun_rel_syn" ("_position" aform.appr1_rel) ### ("_position" aform.appr1_rel)))) ### Fortunately, only one parse tree is well-formed and type-correct, ### but you may still want to disambiguate your grammar or your input. consts bisect_form :: "nat \ ('a \ form) \ (real \ real pdevs) list \ 'a \ 'a \ nat \ 'a \ 'a" ### Rule already declared as introduction (intro) ### \(?a, ?b) \ ?r; (?b, ?c) \ ?s\ ### \ (?a, ?c) \ ?r O ?s bundle autoref_syntax Phase "id_op" Failed to identify: op_map_lookup Failed to identify: op_str_Cons Failed to identify: op_str_Cons 0.381s elapsed time, 0.760s cpu time, 0.000s GC time Success (Phase "id_op") Phase "rel_inf" Grid # 0/167 flow_along: 0 -- (-1129, -1125) |image_list|: 3 |mem_f0_list|: 0 acc_exp = 2.270414e3 flow_along: 0 -- (-1129, -1125) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.142799e3 flow_along: 0 -- (-1129, -1125) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.934007e3 flow_along: 0 -- (-1129, -1125) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 1.745559e3 flow_along: 0 -- (-1129, -1125) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.575474e3 flow_along: 0 -- (-1129, -1125) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.421998e3 flow_along: 0 -- (-1129, -1125) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 1.303203e3 flow_along: 0 -- (-1129, -1125) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 1.194333e3 flow_along: 0 -- (-1129, -1125) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 1.094558e3 flow_along: 0 -- (-1129, -1125) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 1.0031186e3 flow_along: 0 -- (-1129, -1125) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 9.193176e2 flow_along: 0 -- (-1129, -1125) |image_list|: 38 |mem_f0_list|: 0 acc_exp = 8.425174e2 flow_along: 0 -- (-1129, -1125) |image_list|: 44 |mem_f0_list|: 0 acc_exp = 7.721331e2 flow_along: 0 -- (-1129, -1125) |image_list|: 51 |mem_f0_list|: 0 acc_exp = 7.107016e2 flow_along: 0 -- (-1129, -1125) |image_list|: 58 |mem_f0_list|: 0 acc_exp = 6.549957e2 flow_along: 0 -- (-1129, -1125) |image_list|: 67 |mem_f0_list|: 0 acc_exp = 6.101091e2 flow_along: 0 -- (-1129, -1125) |image_list|: 78 |mem_f0_list|: 0 acc_exp = 5.698216e2 flow_along: 0 -- (-1129, -1125) |image_list|: 92 |mem_f0_list|: 0 acc_exp = 5.347721e2 flow_along: 0 -- (-1129, -1125) |image_list|: 112 |mem_f0_list|: 8 acc_exp = 5.053979e2 flow_along: 0 -- (-1129, -1125) |image_list|: 130 |mem_f0_list|: 28 acc_exp = 4.783682e2 flow_along: 0 -- (-1129, -1125) |image_list|: 127 |mem_f0_list|: 28 acc_exp = 4.552458e2 flow_along: 0 -- (-1129, -1125) |image_list|: 124 |mem_f0_list|: 28 acc_exp = 4.363114e2 flow_along: 0 -- (-1129, -1125) |image_list|: 121 |mem_f0_list|: 28 acc_exp = 4.21254e2 flow_along: 0 -- (-1129, -1125) |image_list|: 118 |mem_f0_list|: 28 acc_exp = 4.094425e2 flow_along: 0 -- (-1129, -1125) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 4.00933e2 flow_along: 0 -- (-1129, -1125) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 3.975843e2 flow_along: 0 -- (-1129, -1125) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 3.969824e2 flow_along: 0 -- (-1129, -1125) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 3.977687e2 flow_along: 0 -- (-1129, -1125) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 4.045772e2 flow_along: 0 -- (-1129, -1125) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 4.199064e2 flow_along: 0 -- (-1129, -1125) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 4.415906e2 flow_along: 0 -- (-1129, -1125) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 4.717395e2 flow_along: 0 -- (-1129, -1125) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 5.145453e2 flow_along: 0 -- (-1129, -1125) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 5.818553e2 flow_along: 0 -- (-1129, -1125) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 6.902534e2 flow_along: 0 -- (-1129, -1125) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 9.015742e2 Grid # 1/167 flow_along: 1 -- (-1123, -1119) |image_list|: 3 |mem_f0_list|: 0 acc_exp = 2.14589e3 flow_along: 1 -- (-1123, -1119) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.025273e3 flow_along: 1 -- (-1123, -1119) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.827933e3 flow_along: 1 -- (-1123, -1119) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 1.649821e3 flow_along: 1 -- (-1123, -1119) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.489065e3 flow_along: 1 -- (-1123, -1119) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.344006e3 flow_along: 1 -- (-1123, -1119) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 1.231727e3 flow_along: 1 -- (-1123, -1119) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 1.128828e3 flow_along: 1 -- (-1123, -1119) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 1.034525e3 flow_along: 1 -- (-1123, -1119) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 9.481009e2 flow_along: 1 -- (-1123, -1119) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 8.688961e2 flow_along: 1 -- (-1123, -1119) |image_list|: 38 |mem_f0_list|: 0 acc_exp = 7.963082e2 flow_along: 1 -- (-1123, -1119) |image_list|: 44 |mem_f0_list|: 0 acc_exp = 7.297842e2 flow_along: 1 -- (-1123, -1119) |image_list|: 51 |mem_f0_list|: 0 acc_exp = 6.71722e2 flow_along: 1 -- (-1123, -1119) |image_list|: 58 |mem_f0_list|: 0 acc_exp = 6.190714e2 flow_along: 1 -- (-1123, -1119) |image_list|: 67 |mem_f0_list|: 0 acc_exp = 5.766467e2 flow_along: 1 -- (-1123, -1119) |image_list|: 78 |mem_f0_list|: 0 acc_exp = 5.385688e2 flow_along: 1 -- (-1123, -1119) |image_list|: 92 |mem_f0_list|: 0 acc_exp = 5.054416e2 flow_along: 1 -- (-1123, -1119) |image_list|: 112 |mem_f0_list|: 8 acc_exp = 4.776786e2 flow_along: 1 -- (-1123, -1119) |image_list|: 130 |mem_f0_list|: 28 acc_exp = 4.521313e2 flow_along: 1 -- (-1123, -1119) |image_list|: 127 |mem_f0_list|: 28 acc_exp = 4.302771e2 flow_along: 1 -- (-1123, -1119) |image_list|: 124 |mem_f0_list|: 28 acc_exp = 4.123812e2 flow_along: 1 -- (-1123, -1119) |image_list|: 121 |mem_f0_list|: 28 acc_exp = 3.981496e2 flow_along: 1 -- (-1123, -1119) |image_list|: 118 |mem_f0_list|: 28 acc_exp = 3.869859e2 flow_along: 1 -- (-1123, -1119) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 3.789432e2 flow_along: 1 -- (-1123, -1119) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 3.757782e2 flow_along: 1 -- (-1123, -1119) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 3.752093e2 flow_along: 1 -- (-1123, -1119) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 3.759525e2 flow_along: 1 -- (-1123, -1119) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 3.823875e2 flow_along: 1 -- (-1123, -1119) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 3.968759e2 flow_along: 1 -- (-1123, -1119) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 4.173708e2 flow_along: 1 -- (-1123, -1119) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 4.458662e2 flow_along: 1 -- (-1123, -1119) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 4.863242e2 flow_along: 1 -- (-1123, -1119) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 5.499425e2 flow_along: 1 -- (-1123, -1119) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 6.523954e2 flow_along: 1 -- (-1123, -1119) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 8.521259e2 Grid # 2/167 flow_along: 2 -- (-1117, -1113) |image_list|: 3 |mem_f0_list|: 0 acc_exp = 2.017254e3 flow_along: 2 -- (-1117, -1113) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.820695e3 flow_along: 2 -- (-1117, -1113) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.643289e3 flow_along: 2 -- (-1117, -1113) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 1.483169e3 flow_along: 2 -- (-1117, -1113) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.338684e3 flow_along: 2 -- (-1117, -1113) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.22685e3 flow_along: 2 -- (-1117, -1113) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 1.124358e3 flow_along: 2 -- (-1117, -1113) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 1.030429e3 flow_along: 2 -- (-1117, -1113) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 9.443468e2 flow_along: 2 -- (-1117, -1113) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 8.654557e2 flow_along: 2 -- (-1117, -1113) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 7.931551e2 flow_along: 2 -- (-1117, -1113) |image_list|: 38 |mem_f0_list|: 0 acc_exp = 7.268946e2 flow_along: 2 -- (-1117, -1113) |image_list|: 44 |mem_f0_list|: 0 acc_exp = 6.690623e2 flow_along: 2 -- (-1117, -1113) |image_list|: 50 |mem_f0_list|: 0 acc_exp = 6.166202e2 flow_along: 2 -- (-1117, -1113) |image_list|: 57 |mem_f0_list|: 0 acc_exp = 5.743634e2 flow_along: 2 -- (-1117, -1113) |image_list|: 66 |mem_f0_list|: 0 acc_exp = 5.364363e2 flow_along: 2 -- (-1117, -1113) |image_list|: 77 |mem_f0_list|: 0 acc_exp = 5.034403e2 flow_along: 2 -- (-1117, -1113) |image_list|: 91 |mem_f0_list|: 0 acc_exp = 4.757872e2 flow_along: 2 -- (-1117, -1113) |image_list|: 111 |mem_f0_list|: 9 acc_exp = 4.503411e2 flow_along: 2 -- (-1117, -1113) |image_list|: 127 |mem_f0_list|: 28 acc_exp = 4.285734e2 flow_along: 2 -- (-1117, -1113) |image_list|: 124 |mem_f0_list|: 28 acc_exp = 4.107483e2 flow_along: 2 -- (-1117, -1113) |image_list|: 121 |mem_f0_list|: 28 acc_exp = 3.965731e2 flow_along: 2 -- (-1117, -1113) |image_list|: 118 |mem_f0_list|: 28 acc_exp = 3.854536e2 flow_along: 2 -- (-1117, -1113) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 3.774428e2 flow_along: 2 -- (-1117, -1113) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 3.742902e2 flow_along: 2 -- (-1117, -1113) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 3.737236e2 flow_along: 2 -- (-1117, -1113) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 3.744638e2 flow_along: 2 -- (-1117, -1113) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 3.808734e2 flow_along: 2 -- (-1117, -1113) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 3.953045e2 flow_along: 2 -- (-1117, -1113) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 4.157182e2 flow_along: 2 -- (-1117, -1113) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 4.441008e2 flow_along: 2 -- (-1117, -1113) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 4.843986e2 flow_along: 2 -- (-1117, -1113) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 5.477649e2 flow_along: 2 -- (-1117, -1113) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 6.498121e2 flow_along: 2 -- (-1117, -1113) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 8.487518e2 Grid # 3/167 flow_along: 3 -- (-1111, -1107) |image_list|: 3 |mem_f0_list|: 0 acc_exp = 1.873353e3 flow_along: 3 -- (-1111, -1107) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.690816e3 flow_along: 3 -- (-1111, -1107) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.526065e3 flow_along: 3 -- (-1111, -1107) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 1.377401e3 flow_along: 3 -- (-1111, -1107) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 1.262333e3 flow_along: 3 -- (-1111, -1107) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 1.156877e3 flow_along: 3 -- (-1111, -1107) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 1.060231e3 flow_along: 3 -- (-1111, -1107) |image_list|: 22 |mem_f0_list|: 0 acc_exp = 9.716591e2 flow_along: 3 -- (-1111, -1107) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 8.904862e2 flow_along: 3 -- (-1111, -1107) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 8.160946e2 flow_along: 3 -- (-1111, -1107) |image_list|: 36 |mem_f0_list|: 0 acc_exp = 7.479177e2 flow_along: 3 -- (-1111, -1107) |image_list|: 42 0.755s elapsed time, 1.512s cpu time, 0.000s GC time |mem_f0_list|: 0 acc_exp = 6.884128e2 flow_along: 3 -- (-1111, -1107) |image_list|: 48 |mem_f0_list|: 0 acc_exp = 6.344539e2 flow_along: 3 -- (-1111, -1107) |image_list|: 55 |mem_f0_list|: 0 acc_exp = 5.909751e2 flow_along: 3 -- (-1111, -1107) |image_list|: 63 |mem_f0_list|: 0 acc_exp = 5.51951e2 flow_along: 3 -- (-1111, -1107) |image_list|: 73 |mem_f0_list|: 0 acc_exp = 5.180007e2 flow_along: 3 -- (-1111, -1107) |image_list|: 86 |mem_f0_list|: 0 acc_exp = 4.895478e2 flow_along: 3 -- (-1111, -1107) |image_list|: 104 |mem_f0_list|: 2 acc_exp = 4.633658e2 flow_along: 3 -- (-1111, -1107) |image_list|: 127 |mem_f0_list|: 28 acc_exp = 4.409685e2 flow_along: 3 -- (-1111, -1107) |image_list|: 124 |mem_f0_list|: 28 acc_exp = 4.226279e2 flow_along: 3 -- (-1111, -1107) |image_list|: 121 |mem_f0_list|: 28 acc_exp = 4.080428e2 flow_along: 3 -- (-1111, -1107) |image_list|: 118 |mem_f0_list|: 28 acc_exp = 3.966016e2 flow_along: 3 -- (-1111, -1107) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 3.883591e2 flow_along: 3 -- (-1111, -1107) |image_list|: 110 Success (Phase "rel_inf") Phase "fix_rel" |mem_f0_list|: 28 acc_exp = 3.851154e2 flow_along: 3 -- (-1111, -1107) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 3.845324e2 flow_along: 3 -- (-1111, -1107) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 3.85294e2 flow_along: 3 -- (-1111, -1107) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 3.918889e2 flow_along: 3 -- (-1111, -1107) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 4.067374e2 flow_along: 3 -- (-1111, -1107) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 4.277415e2 flow_along: 3 -- (-1111, -1107) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 4.56945e2 flow_along: 3 -- (-1111, -1107) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 4.984083e2 flow_along: 3 -- (-1111, -1107) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 5.636073e2 flow_along: 3 -- (-1111, -1107) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 6.686059e2 flow_along: 3 -- (-1111, -1107) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 8.732993e2 Grid # 4/167 flow_along: 4 -- (-1105, -1101) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 1.73295e3 flow_along: 4 -- (-1105, -1101) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 1.564093e3 flow_along: 4 -- (-1105, -1101) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 1.41169e3 flow_along: 4 -- (-1105, -1101) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.274168e3 flow_along: 4 -- (-1105, -1101) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 1.167724e3 flow_along: 4 -- (-1105, -1101) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 1.070172e3 flow_along: 4 -- (-1105, -1101) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 9.807694e2 flow_along: 4 -- (-1105, -1101) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 8.988355e2 flow_along: 4 -- (-1105, -1101) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 8.237464e2 flow_along: 4 -- (-1105, -1101) |image_list|: 32 |mem_f0_list|: 0 acc_exp = 7.549303e2 flow_along: 4 -- (-1105, -1101) |image_list|: 37 |mem_f0_list|: 0 acc_exp = 6.918631e2 flow_along: 4 -- (-1105, -1101) |image_list|: 43 |mem_f0_list|: 0 acc_exp = 6.368179e2 flow_along: 4 -- (-1105, -1101) |image_list|: 49 |mem_f0_list|: 0 acc_exp = 5.869031e2 flow_along: 4 -- (-1105, -1101) |image_list|: 56 |mem_f0_list|: 0 acc_exp = 5.466829e2 flow_along: 4 -- (-1105, -1101) |image_list|: 65 |mem_f0_list|: 0 acc_exp = 5.105836e2 flow_along: 4 -- (-1105, -1101) |image_list|: 76 |mem_f0_list|: 0 acc_exp = 4.791778e2 flow_along: 4 -- (-1105, -1101) |image_list|: 90 |mem_f0_list|: 0 acc_exp = 4.528574e2 flow_along: 4 -- (-1105, -1101) |image_list|: 110 |mem_f0_list|: 8 acc_exp = 4.286376e2 flow_along: 4 -- (-1105, -1101) |image_list|: 127 |mem_f0_list|: 28 acc_exp = 4.07919e2 flow_along: 4 -- (-1105, -1101) |image_list|: 124 |mem_f0_list|: 28 acc_exp = 3.909529e2 flow_along: 4 -- (-1105, -1101) |image_list|: 121 |mem_f0_list|: 28 acc_exp = 3.774609e2 flow_along: 4 -- (-1105, -1101) |image_list|: 118 |mem_f0_list|: 28 acc_exp = 3.668773e2 flow_along: 4 -- (-1105, -1101) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 3.592525e2 flow_along: 4 -- (-1105, -1101) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 3.562519e2 flow_along: 4 -- (-1105, -1101) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 3.557126e2 flow_along: 4 -- (-1105, -1101) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 3.564172e2 flow_along: 4 -- (-1105, -1101) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 3.625178e2 flow_along: 4 -- (-1105, -1101) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 3.762534e2 flow_along: 4 -- (-1105, -1101) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 3.956833e2 flow_along: 4 -- (-1105, -1101) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 4.22698e2 flow_along: 4 -- (-1105, -1101) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 4.610537e2 flow_along: 4 -- (-1105, -1101) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 5.213663e2 flow_along: 4 -- (-1105, -1101) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 6.184955e2 flow_along: 4 -- (-1105, -1101) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 8.078476e2 Grid # 5/167 flow_along: 5 -- (-1099, -1095) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 1.605275e3 flow_along: 5 -- (-1099, -1095) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 1.448859e3 flow_along: 5 -- (-1099, -1095) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 1.307717e3 flow_along: 5 -- (-1099, -1095) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.19847e3 flow_along: 5 -- (-1099, -1095) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 1.098349e3 flow_along: 5 -- (-1099, -1095) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 1.006593e3 flow_along: 5 -- (-1099, -1095) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 9.225017e2 flow_along: 5 -- (-1099, -1095) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 8.454355e2 flow_along: 5 -- (-1099, -1095) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 7.748075e2 flow_along: 5 -- (-1099, -1095) |image_list|: 32 |mem_f0_list|: 0 acc_exp = 7.100797e2 flow_along: 5 -- (-1099, -1095) |image_list|: 37 |mem_f0_list|: 0 acc_exp = 6.535852e2 flow_along: 5 -- (-1099, -1095) |image_list|: 42 |mem_f0_list|: 0 acc_exp = 6.023562e2 flow_along: 5 -- (-1099, -1095) |image_list|: 48 |mem_f0_list|: 0 acc_exp = 5.61077e2 flow_along: 5 -- (-1099, -1095) |image_list|: 55 |mem_f0_list|: 0 acc_exp = 5.240272e2 flow_along: 5 -- (-1099, -1095) |image_list|: 64 |mem_f0_list|: 0 acc_exp = 4.917945e2 flow_along: 5 -- (-1099, -1095) |image_list|: 75 |mem_f0_list|: 0 acc_exp = 4.64781e2 flow_along: 5 -- (-1099, -1095) |image_list|: 89 |mem_f0_list|: 0 acc_exp = 4.399236e2 flow_along: 5 -- (-1099, -1095) |image_list|: 108 |mem_f0_list|: 9 acc_exp = 4.186594e2 flow_along: 5 -- (-1099, -1095) |image_list|: 124 |mem_f0_list|: 28 acc_exp = 4.012467e2 flow_along: 5 -- (-1099, -1095) |image_list|: 121 |mem_f0_list|: 28 acc_exp = 3.873994e2 flow_along: 5 -- (-1099, -1095) |image_list|: 118 |mem_f0_list|: 28 acc_exp = 3.765371e2 flow_along: 5 -- (-1099, -1095) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 3.687116e2 flow_along: 5 -- (-1099, -1095) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 3.65632e2 flow_along: 5 -- (-1099, -1095) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 3.650784e2 flow_along: 5 -- (-1099, -1095) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 3.658016e2 flow_along: 5 -- (-1099, -1095) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 3.720628e2 flow_along: 5 -- (-1099, -1095) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 3.861601e2 flow_along: 5 -- (-1099, -1095) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 4.061016e2 flow_along: 5 -- (-1099, -1095) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 4.338276e2 flow_along: 5 -- (-1099, -1095) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 4.731932e2 flow_along: 5 -- (-1099, -1095) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 5.350938e2 flow_along: 5 -- (-1099, -1095) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 6.347804e2 flow_along: 5 -- (-1099, -1095) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 8.291181e2 Grid # 6/167 flow_along: 6 -- (-1093, -1089) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 1.465436e3 flow_along: 6 -- (-1093, -1089) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 1.322646e3 flow_along: 6 -- (-1093, -1089) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 1.193799e3 flow_along: 6 -- (-1093, -1089) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.094068e3 flow_along: 6 -- (-1093, -1089) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 1.0026699e3 flow_along: 6 -- (-1093, -1089) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 9.189064e2 flow_along: 6 -- (-1093, -1089) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 8.421406e2 flow_along: 6 -- (-1093, -1089) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 7.717878e2 flow_along: 6 -- (-1093, -1089) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 7.073123e2 flow_along: 6 -- (-1093, -1089) |image_list|: 32 |mem_f0_list|: 0 acc_exp = 6.482231e2 flow_along: 6 -- (-1093, -1089) |image_list|: 37 |mem_f0_list|: 0 acc_exp = 5.9665e2 flow_along: 6 -- (-1093, -1089) |image_list|: 42 |mem_f0_list|: 0 acc_exp = 5.498836e2 flow_along: 6 -- (-1093, -1089) |image_list|: 48 |mem_f0_list|: 0 acc_exp = 5.122003e2 flow_along: 6 -- (-1093, -1089) |image_list|: 55 |mem_f0_list|: 0 acc_exp = 4.78378e2 flow_along: 6 -- (-1093, -1089) |image_list|: 64 |mem_f0_list|: 0 acc_exp = 4.489531e2 flow_along: 6 -- (-1093, -1089) |image_list|: 75 |mem_f0_list|: 0 acc_exp = 4.242929e2 flow_along: 6 -- (-1093, -1089) |image_list|: 89 |mem_f0_list|: 0 acc_exp = 4.016008e2 flow_along: 6 -- (-1093, -1089) |image_list|: 108 |mem_f0_list|: 9 acc_exp = 3.821891e2 flow_along: 6 -- (-1093, -1089) |image_list|: 124 |mem_f0_list|: 28 acc_exp = 3.662932e2 flow_along: 6 -- (-1093, -1089) |image_list|: 121 |mem_f0_list|: 28 acc_exp = 3.536522e2 flow_along: 6 -- (-1093, -1089) |image_list|: 118 |mem_f0_list|: 28 acc_exp = 3.437361e2 flow_along: 6 -- (-1093, -1089) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 3.365923e2 flow_along: 6 -- (-1093, -1089) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 3.33781e2 flow_along: 6 -- (-1093, -1089) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 3.332756e2 flow_along: 6 -- (-1093, -1089) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 3.339358e2 flow_along: 6 -- (-1093, -1089) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 3.396516e2 flow_along: 6 -- (-1093, -1089) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 3.525208e2 flow_along: 6 -- (-1093, -1089) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 3.707252e2 flow_along: 6 -- (-1093, -1089) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 3.960359e2 flow_along: 6 -- (-1093, -1089) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 4.319723e2 flow_along: 6 -- (-1093, -1089) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 4.884806e2 flow_along: 6 -- (-1093, -1089) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 5.794833e2 flow_along: 6 -- (-1093, -1089) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 7.568918e2 Grid # 7/167 flow_along: 7 -- (-1087, -1083) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 1.360024e3 flow_along: 7 -- (-1087, -1083) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 1.227536e3 flow_along: 7 -- (-1087, -1083) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 1.140774e3 flow_along: 7 -- (-1087, -1083) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.045473e3 flow_along: 7 -- (-1087, -1083) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 9.581344e2 flow_along: 7 -- (-1087, -1083) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 8.780914e2 flow_along: 7 -- (-1087, -1083) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 8.047352e2 flow_along: 7 -- (-1087, -1083) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 7.375073e2 flow_along: 7 -- (-1087, -1083) |image_list|: 30 |mem_f0_list|: 0 acc_exp = 6.758956e2 flow_along: 7 -- (-1087, -1083) |image_list|: 35 |mem_f0_list|: 0 acc_exp = 6.221208e2 flow_along: 7 -- (-1087, -1083) |image_list|: 40 |mem_f0_list|: 0 acc_exp = 5.73358e2 flow_along: 7 -- (-1087, -1083) |image_list|: 46 |mem_f0_list|: 0 acc_exp = 5.34066e2 flow_along: 7 -- (-1087, -1083) |image_list|: 53 |mem_f0_list|: 0 acc_exp = 4.987999e2 flow_along: 7 -- (-1087, -1083) |image_list|: 61 |mem_f0_list|: 0 acc_exp = 4.681189e2 flow_along: 7 -- (-1087, -1083) |image_list|: 71 |mem_f0_list|: 0 acc_exp = 4.424059e2 flow_along: 7 -- (-1087, -1083) |image_list|: 84 |mem_f0_list|: 0 acc_exp = 4.187451e2 flow_along: 7 -- (-1087, -1083) |image_list|: 101 |mem_f0_list|: 2 acc_exp = 3.985046e2 flow_along: 7 -- (-1087, -1083) |image_list|: 124 |mem_f0_list|: 28 acc_exp = 3.819302e2 flow_along: 7 -- (-1087, -1083) |image_list|: 121 |mem_f0_list|: 28 acc_exp = 3.687495e2 flow_along: 7 -- (-1087, -1083) |image_list|: 118 |mem_f0_list|: 28 acc_exp = 3.584102e2 flow_along: 7 -- (-1087, -1083) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 3.509613e2 flow_along: 7 -- (-1087, -1083) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 3.4803e2 flow_along: 7 -- (-1087, -1083) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 3.475031e2 flow_along: 7 -- (-1087, -1083) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 3.481914e2 flow_along: 7 -- (-1087, -1083) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 3.541513e2 flow_along: 7 -- (-1087, -1083) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 3.675699e2 flow_along: 7 -- (-1087, -1083) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 3.865514e2 flow_along: 7 -- (-1087, -1083) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 4.129426e2 flow_along: 7 -- (-1087, -1083) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 4.504131e2 flow_along: 7 -- (-1087, -1083) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 5.093337e2 flow_along: 7 -- (-1087, -1083) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 6.042213e2 flow_along: 7 -- (-1087, -1083) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 7.892033e2 Grid # 8/167 flow_along: 8 -- (-1081, -1077) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.209094e3 flow_along: 8 -- (-1081, -1077) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.091309e3 flow_along: 8 -- (-1081, -1077) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 1.0001411e3 flow_along: 8 -- (-1081, -1077) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 9.165889e2 flow_along: 8 -- (-1081, -1077) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 8.400167e2 flow_along: 8 -- (-1081, -1077) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 7.698413e2 flow_along: 8 -- (-1081, -1077) |image_list|: 22 |mem_f0_list|: 0 acc_exp = 7.055284e2 flow_along: 8 -- (-1081, -1077) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 6.465883e2 flow_along: 8 -- (-1081, -1077) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 5.92572e2 flow_along: 8 -- (-1081, -1077) |image_list|: 36 |mem_f0_list|: 0 acc_exp = 5.454265e2 flow_along: 8 -- (-1081, -1077) |image_list|: 41 |mem_f0_list|: 0 acc_exp = 5.026751e2 flow_along: 8 -- (-1081, -1077) |image_list|: 47 |mem_f0_list|: 0 acc_exp = 4.68227e2 flow_along: 8 -- (-1081, -1077) |image_list|: 54 |mem_f0_list|: 0 acc_exp = 4.373084e2 flow_along: 8 -- (-1081, -1077) |image_list|: 63 |mem_f0_list|: 0 acc_exp = 4.104097e2 flow_along: 8 -- (-1081, -1077) |image_list|: 74 |mem_f0_list|: 0 acc_exp = 3.878666e2 flow_along: 8 -- (-1081, -1077) |image_list|: 88 |mem_f0_list|: 0 acc_exp = 3.671227e2 flow_along: 8 -- (-1081, -1077) |image_list|: 107 |mem_f0_list|: 8 acc_exp = 3.493774e2 flow_along: 8 -- (-1081, -1077) |image_list|: 124 |mem_f0_list|: 28 acc_exp = 3.348463e2 flow_along: 8 -- (-1081, -1077) |image_list|: 121 |mem_f0_list|: 28 acc_exp = 3.232905e2 flow_along: 8 -- (-1081, -1077) |image_list|: 118 |mem_f0_list|: 28 acc_exp = 3.142258e2 flow_along: 8 -- (-1081, -1077) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 3.076952e2 flow_along: 8 -- (-1081, -1077) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 3.051253e2 flow_along: 8 -- (-1081, -1077) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 3.046633e2 flow_along: 8 -- (-1081, -1077) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 3.052668e2 flow_along: 8 -- (-1081, -1077) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 3.104919e2 flow_along: 8 -- (-1081, -1077) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 3.222563e2 flow_along: 8 -- (-1081, -1077) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 3.388978e2 flow_along: 8 -- (-1081, -1077) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 3.620355e2 flow_along: 8 -- (-1081, -1077) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 3.948867e2 flow_along: 8 -- (-1081, -1077) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 4.465436e2 flow_along: 8 -- (-1081, -1077) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 5.297336e2 flow_along: 8 -- (-1081, -1077) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 6.919113e2 Grid # 9/167 flow_along: 9 -- (-1075, -1071) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 1.043324e3 flow_along: 9 -- (-1075, -1071) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 9.69583e2 flow_along: 9 -- (-1075, -1071) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 8.885836e2 flow_along: 9 -- (-1075, -1071) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 8.14351e2 flow_along: 9 -- (-1075, -1071) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 7.463197e2 flow_along: 9 -- (-1075, -1071) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 6.839718e2 flow_along: 9 -- (-1075, -1071) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 6.268325e2 flow_along: 9 -- (-1075, -1071) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 5.744667e2 flow_along: 9 -- (-1075, -1071) |image_list|: 30 |mem_f0_list|: 0 acc_exp = 5.287617e2 flow_along: 9 -- (-1075, -1071) |image_list|: 34 |mem_f0_list|: 0 acc_exp = 4.873165e2 flow_along: 9 -- (-1075, -1071) |image_list|: 39 |mem_f0_list|: 0 acc_exp = 4.539209e2 flow_along: 9 -- (-1075, -1071) |image_list|: 45 |mem_f0_list|: 0 acc_exp = 4.23947e2 flow_along: 9 -- (-1075, -1071) |image_list|: 52 |mem_f0_list|: 0 acc_exp = 3.978701e2 flow_along: 9 -- (-1075, -1071) |image_list|: 61 |mem_f0_list|: 0 acc_exp = 3.760158e2 flow_along: 9 -- (-1075, -1071) |image_list|: 72 |mem_f0_list|: 0 acc_exp = 3.559057e2 flow_along: 9 -- (-1075, -1071) |image_list|: 85 |mem_f0_list|: 0 acc_exp = 3.387026e2 flow_along: 9 -- (-1075, -1071) |image_list|: 104 |mem_f0_list|: 8 acc_exp = 3.246154e2 flow_along: 9 -- (-1075, -1071) |image_list|: 121 |mem_f0_list|: 28 acc_exp = 3.134128e2 flow_along: 9 -- (-1075, -1071) |image_list|: 118 |mem_f0_list|: 28 acc_exp = 3.04625e2 flow_along: 9 -- (-1075, -1071) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 2.98294e2 flow_along: 9 -- (-1075, -1071) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 2.958025e2 flow_along: 9 -- (-1075, -1071) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 2.953547e2 flow_along: 9 -- (-1075, -1071) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 2.959397e2 flow_along: 9 -- (-1075, -1071) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 3.010052e2 flow_along: 9 -- (-1075, -1071) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 3.124101e2 flow_along: 9 -- (-1075, -1071) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 3.285432e2 flow_along: 9 -- (-1075, -1071) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 3.50974e2 flow_along: 9 -- (-1075, -1071) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 3.828214e2 flow_along: 9 -- (-1075, -1071) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 4.329e2 flow_along: 9 -- (-1075, -1071) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 5.135482e2 flow_along: 9 -- (-1075, -1071) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 6.707708e2 Grid # 10/167 flow_along: 10 -- (-1069, -1065) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 8.758199e2 flow_along: 10 -- (-1069, -1065) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 8.151763e2 flow_along: 10 -- (-1069, -1065) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 7.470762e2 flow_along: 10 -- (-1069, -1065) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 6.846651e2 flow_along: 10 -- (-1069, -1065) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 6.274679e2 flow_along: 10 -- (-1069, -1065) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 5.750489e2 flow_along: 10 -- (-1069, -1065) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 5.270091e2 flow_along: 10 -- (-1069, -1065) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 4.850798e2 flow_along: 10 -- (-1069, -1065) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 4.470585e2 flow_along: 10 -- (-1069, -1065) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 4.164218e2 flow_along: 10 -- (-1069, -1065) |image_list|: 38 |mem_f0_list|: 0 acc_exp = 3.88924e2 flow_along: 10 -- (-1069, -1065) |image_list|: 44 |mem_f0_list|: 0 acc_exp = 3.650015e2 flow_along: 10 -- (-1069, -1065) |image_list|: 51 |mem_f0_list|: 0 acc_exp = 3.449526e2 flow_along: 10 -- (-1069, -1065) |image_list|: 60 |mem_f0_list|: 0 acc_exp = 3.265038e2 flow_along: 10 -- (-1069, -1065) |image_list|: 70 |mem_f0_list|: 0 acc_exp = 3.107219e2 flow_along: 10 -- (-1069, -1065) |image_list|: 83 |mem_f0_list|: 0 acc_exp = 2.977984e2 flow_along: 10 -- (-1069, -1065) |image_list|: 102 |mem_f0_list|: 9 acc_exp = 2.875212e2 flow_along: 10 -- (-1069, -1065) |image_list|: 118 |mem_f0_list|: 28 acc_exp = 2.794594e2 flow_along: 10 -- (-1069, -1065) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 2.736514e2 flow_along: 10 -- (-1069, -1065) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 2.713658e2 flow_along: 10 -- (-1069, -1065) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 2.70955e2 flow_along: 10 -- (-1069, -1065) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 2.714917e2 flow_along: 10 -- (-1069, -1065) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 2.761387e2 flow_along: 10 -- (-1069, -1065) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 2.866014e2 flow_along: 10 -- (-1069, -1065) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 3.014017e2 flow_along: 10 -- (-1069, -1065) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 3.219795e2 flow_along: 10 -- (-1069, -1065) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 3.511959e2 flow_along: 10 -- (-1069, -1065) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 3.971375e2 flow_along: 10 -- (-1069, -1065) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 4.711232e2 flow_along: 10 -- (-1069, -1065) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 6.153573e2 Grid # 11/167 flow_along: 11 -- (-1063, -1059) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 7.05307e2 flow_along: 11 -- (-1063, -1059) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 6.564701e2 flow_along: 11 -- (-1063, -1059) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 6.016283e2 flow_along: 11 -- (-1063, -1059) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 5.51368e2 flow_along: 11 -- (-1063, -1059) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 5.053065e2 flow_along: 11 -- (-1063, -1059) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 4.630929e2 flow_along: 11 -- (-1063, -1059) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 4.244059e2 flow_along: 11 -- (-1063, -1059) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 3.906399e2 flow_along: 11 -- (-1063, -1059) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 3.600209e2 flow_along: 11 -- (-1063, -1059) |image_list|: 38 |mem_f0_list|: 0 acc_exp = 3.353488e2 flow_along: 11 -- (-1063, -1059) |image_list|: 44 |mem_f0_list|: 0 acc_exp = 3.132046e2 flow_along: 11 -- (-1063, -1059) |image_list|: 51 |mem_f0_list|: 0 acc_exp = 2.939395e2 flow_along: 11 -- (-1063, -1059) |image_list|: 59 |mem_f0_list|: 0 acc_exp = 2.777939e2 flow_along: 11 -- (-1063, -1059) |image_list|: 69 |mem_f0_list|: 0 acc_exp = 2.629369e2 flow_along: 11 -- (-1063, -1059) |image_list|: 81 |mem_f0_list|: 0 acc_exp = 2.502276e2 flow_along: 11 -- (-1063, -1059) |image_list|: 98 |mem_f0_list|: 2 acc_exp = 2.398202e2 flow_along: 11 -- (-1063, -1059) |image_list|: 121 |mem_f0_list|: 28 acc_exp = 2.315439e2 flow_along: 11 -- (-1063, -1059) |image_list|: 118 |mem_f0_list|: 28 acc_exp = 2.250516e2 flow_along: 11 -- (-1063, -1059) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 2.203744e2 flow_along: 11 -- (-1063, -1059) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 2.185337e2 flow_along: 11 -- (-1063, -1059) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 2.182029e2 flow_along: 11 -- (-1063, -1059) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 2.186351e2 flow_along: 11 -- (-1063, -1059) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 2.223774e2 flow_along: 11 -- (-1063, -1059) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 2.308032e2 flow_along: 11 -- (-1063, -1059) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 2.427219e2 flow_along: 11 -- (-1063, -1059) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 2.592934e2 flow_along: 11 -- (-1063, -1059) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 2.828218e2 flow_along: 11 -- (-1063, -1059) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 3.19819e2 flow_along: 11 -- (-1063, -1059) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 3.794005e2 flow_along: 11 -- (-1063, -1059) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 4.955537e2 Grid # 12/167 flow_along: 12 -- (-1057, -1053) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 5.335704e2 flow_along: 12 -- (-1057, -1053) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 4.966249e2 flow_along: 12 -- (-1057, -1053) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.551366e2 flow_along: 12 -- (-1057, -1053) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 4.171143e2 flow_along: 12 -- (-1057, -1053) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 3.822684e2 flow_along: 12 -- (-1057, -1053) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 3.503335e2 flow_along: 12 -- (-1057, -1053) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 3.224607e2 flow_along: 12 -- (-1057, -1053) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 2.971857e2 flow_along: 12 -- (-1057, -1053) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 2.768197e2 flow_along: 12 -- (-1057, -1053) |image_list|: 36 |mem_f0_list|: 0 acc_exp = 2.585404e2 flow_along: 12 -- (-1057, -1053) |image_list|: 42 |mem_f0_list|: 0 acc_exp = 2.426376e2 flow_along: 12 -- (-1057, -1053) |image_list|: 49 |mem_f0_list|: 0 acc_exp = 2.2931e2 flow_along: 12 -- (-1057, -1053) |image_list|: 57 |mem_f0_list|: 0 acc_exp = 2.17046e2 flow_along: 12 -- (-1057, -1053) |image_list|: 66 |mem_f0_list|: 0 acc_exp = 2.065549e2 flow_along: 12 -- (-1057, -1053) |image_list|: 78 |mem_f0_list|: 0 acc_exp = 1.979639e2 flow_along: 12 -- (-1057, -1053) |image_list|: 95 |mem_f0_list|: 2 acc_exp = 1.91132e2 flow_along: 12 -- (-1057, -1053) |image_list|: 118 |mem_f0_list|: 28 acc_exp = 1.857729e2 flow_along: 12 -- (-1057, -1053) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 1.81912e2 flow_along: 12 -- (-1057, -1053) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 1.803926e2 flow_along: 12 -- (-1057, -1053) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 1.801195e2 flow_along: 12 -- (-1057, -1053) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 1.804763e2 flow_along: 12 -- (-1057, -1053) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 1.835654e2 flow_along: 12 -- (-1057, -1053) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 1.905206e2 flow_along: 12 -- (-1057, -1053) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 2.003592e2 flow_along: 12 -- (-1057, -1053) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 2.140384e2 flow_along: 12 -- (-1057, -1053) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 2.334603e2 flow_along: 12 -- (-1057, -1053) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 2.640003e2 flow_along: 12 -- (-1057, -1053) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 3.131829e2 flow_along: 12 -- (-1057, -1053) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 4.090637e2 Grid # 13/167 flow_along: 13 -- (-1051, -1047) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 3.322151e2 flow_along: 13 -- (-1051, -1047) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 3.044617e2 flow_along: 13 -- (-1051, -1047) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 2.790269e2 flow_along: 13 -- (-1051, -1047) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 2.557168e2 flow_along: 13 -- (-1051, -1047) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 2.343541e2 flow_along: 13 -- (-1051, -1047) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 2.157087e2 flow_along: 13 -- (-1051, -1047) |image_list|: 22 |mem_f0_list|: 0 acc_exp = 1.988012e2 flow_along: 13 -- (-1051, -1047) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 1.851774e2 flow_along: 13 -- (-1051, -1047) |image_list|: 30 |mem_f0_list|: 0 acc_exp = 1.729495e2 flow_along: 13 -- (-1051, -1047) |image_list|: 35 |mem_f0_list|: 0 acc_exp = 1.623114e2 flow_along: 13 -- (-1051, -1047) |image_list|: 41 |mem_f0_list|: 0 acc_exp = 1.533959e2 flow_along: 13 -- (-1051, -1047) |image_list|: 48 |mem_f0_list|: 0 acc_exp = 1.45192e2 flow_along: 13 -- (-1051, -1047) |image_list|: 56 |mem_f0_list|: 0 acc_exp = 1.38174e2 flow_along: 13 -- (-1051, -1047) |image_list|: 66 |mem_f0_list|: 0 acc_exp = 1.324271e2 flow_along: 13 -- (-1051, -1047) |image_list|: 79 |mem_f0_list|: 0 acc_exp = 1.27857e2 flow_along: 13 -- (-1051, -1047) |image_list|: 98 |mem_f0_list|: 8 acc_exp = 1.24272e2 flow_along: 13 -- (-1051, -1047) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 1.216893e2 flow_along: 13 -- (-1051, -1047) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 1.206729e2 flow_along: 13 -- (-1051, -1047) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 1.204902e2 flow_along: 13 -- (-1051, -1047) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 1.207288e2 flow_along: 13 -- (-1051, -1047) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 1.227953e2 flow_along: 13 -- (-1051, -1047) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 1.27448e2 flow_along: 13 -- (-1051, -1047) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 1.340294e2 flow_along: 13 -- (-1051, -1047) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 1.431801e2 flow_along: 13 -- (-1051, -1047) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 1.561723e2 flow_along: 13 -- (-1051, -1047) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 1.766019e2 flow_along: 13 -- (-1051, -1047) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 2.095024e2 flow_along: 13 -- (-1051, -1047) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 2.736415e2 Grid # 14/167 flow_along: 14 -- (-1045, -1041) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.355635e2 flow_along: 14 -- (-1045, -1041) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 3.075303e2 flow_along: 14 -- (-1045, -1041) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 2.818391e2 flow_along: 14 -- (-1045, -1041) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 2.582942e2 flow_along: 14 -- (-1045, -1041) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 2.367161e2 flow_along: 14 -- (-1045, -1041) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 2.178828e2 flow_along: 14 -- (-1045, -1041) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 2.008048e2 flow_along: 14 -- (-1045, -1041) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 1.870437e2 flow_along: 14 -- (-1045, -1041) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 1.746926e2 flow_along: 14 -- (-1045, -1041) |image_list|: 36 |mem_f0_list|: 0 acc_exp = 1.639473e2 flow_along: 14 -- (-1045, -1041) |image_list|: 42 |mem_f0_list|: 0 acc_exp = 1.54942e2 flow_along: 14 -- (-1045, -1041) |image_list|: 49 |mem_f0_list|: 0 acc_exp = 1.466554e2 flow_along: 14 -- (-1045, -1041) |image_list|: 57 |mem_f0_list|: 0 acc_exp = 1.395666e2 flow_along: 14 -- (-1045, -1041) |image_list|: 67 |mem_f0_list|: 0 acc_exp = 1.337618e2 flow_along: 14 -- (-1045, -1041) |image_list|: 80 |mem_f0_list|: 0 acc_exp = 1.291456e2 flow_along: 14 -- (-1045, -1041) |image_list|: 99 |mem_f0_list|: 9 acc_exp = 1.255245e2 flow_along: 14 -- (-1045, -1041) |image_list|: 114 |mem_f0_list|: 28 acc_exp = 1.229157e2 flow_along: 14 -- (-1045, -1041) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 1.218891e2 flow_along: 14 -- (-1045, -1041) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 1.217046e2 flow_along: 14 -- (-1045, -1041) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 1.219456e2 flow_along: 14 -- (-1045, -1041) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 1.240329e2 flow_along: 14 -- (-1045, -1041) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 1.287325e2 flow_along: 14 -- (-1045, -1041) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 1.353803e2 flow_along: 14 -- (-1045, -1041) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 1.446232e2 flow_along: 14 -- (-1045, -1041) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 1.577463e2 flow_along: 14 -- (-1045, -1041) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 1.783818e2 flow_along: 14 -- (-1045, -1041) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 2.116139e2 flow_along: 14 -- (-1045, -1041) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 2.763994e2 Grid # 15/167 flow_along: 15 -- (-1039, -1035) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 3.343097e2 flow_along: 15 -- (-1039, -1035) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 3.063814e2 flow_along: 15 -- (-1039, -1035) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 2.807861e2 flow_along: 15 -- (-1039, -1035) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 2.573291e2 flow_along: 15 -- (-1039, -1035) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 2.368558e2 flow_along: 15 -- (-1039, -1035) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 2.182907e2 flow_along: 15 -- (-1039, -1035) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 2.033313e2 flow_along: 15 -- (-1039, -1035) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 1.899047e2 flow_along: 15 -- (-1039, -1035) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 1.782237e2 flow_along: 15 -- (-1039, -1035) |image_list|: 34 |mem_f0_list|: 0 acc_exp = 1.684342e2 flow_along: 15 -- (-1039, -1035) |image_list|: 40 |mem_f0_list|: 0 acc_exp = 1.59426e2 flow_along: 15 -- (-1039, -1035) |image_list|: 46 |mem_f0_list|: 0 acc_exp = 1.517199e2 flow_along: 15 -- (-1039, -1035) |image_list|: 54 |mem_f0_list|: 0 acc_exp = 1.454097e2 flow_along: 15 -- (-1039, -1035) |image_list|: 64 |mem_f0_list|: 0 acc_exp = 1.403915e2 flow_along: 15 -- (-1039, -1035) |image_list|: 77 |mem_f0_list|: 0 acc_exp = 1.36455e2 flow_along: 15 -- (-1039, -1035) |image_list|: 95 |mem_f0_list|: 9 acc_exp = 1.336191e2 flow_along: 15 -- (-1039, -1035) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 1.325031e2 flow_along: 15 -- (-1039, -1035) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 1.323025e2 flow_along: 15 -- (-1039, -1035) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 1.325645e2 flow_along: 15 -- (-1039, -1035) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 1.348336e2 flow_along: 15 -- (-1039, -1035) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 1.399424e2 flow_along: 15 -- (-1039, -1035) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 1.471691e2 flow_along: 15 -- (-1039, -1035) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 1.572168e2 flow_along: 15 -- (-1039, -1035) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 1.714827e2 flow_along: 15 -- (-1039, -1035) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 1.939151e2 flow_along: 15 -- (-1039, -1035) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 2.30041e2 flow_along: 15 -- (-1039, -1035) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 3.00468e2 Grid # 16/167 flow_along: 16 -- (-1033, -1029) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 3.338414e2 flow_along: 16 -- (-1033, -1029) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 3.059521e2 flow_along: 16 -- (-1033, -1029) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 2.803928e2 flow_along: 16 -- (-1033, -1029) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 2.580845e2 flow_along: 16 -- (-1033, -1029) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 2.378554e2 flow_along: 16 -- (-1033, -1029) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 2.215553e2 flow_along: 16 -- (-1033, -1029) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 2.069252e2 flow_along: 16 -- (-1033, -1029) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 1.941974e2 flow_along: 16 -- (-1033, -1029) |image_list|: 32 |mem_f0_list|: 0 acc_exp = 1.835304e2 flow_along: 16 -- (-1033, -1029) |image_list|: 38 |mem_f0_list|: 0 acc_exp = 1.737148e2 flow_along: 16 -- (-1033, -1029) |image_list|: 44 |mem_f0_list|: 0 acc_exp = 1.653181e2 flow_along: 16 -- (-1033, -1029) |image_list|: 51 |mem_f0_list|: 0 acc_exp = 1.584423e2 flow_along: 16 -- (-1033, -1029) |image_list|: 60 |mem_f0_list|: 0 acc_exp = 1.529743e2 flow_along: 16 -- (-1033, -1029) |image_list|: 72 |mem_f0_list|: 0 acc_exp = 1.486851e2 flow_along: 16 -- (-1033, -1029) |image_list|: 88 |mem_f0_list|: 2 acc_exp = 1.45595e2 flow_along: 16 -- (-1033, -1029) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 1.443789e2 flow_along: 16 -- (-1033, -1029) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 1.441604e2 flow_along: 16 -- (-1033, -1029) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 1.444459e2 flow_along: 16 -- (-1033, -1029) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 1.469183e2 flow_along: 16 -- (-1033, -1029) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 1.52485e2 flow_along: 16 -- (-1033, -1029) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 1.603594e2 flow_along: 16 -- (-1033, -1029) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 1.713077e2 flow_along: 16 -- (-1033, -1029) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 1.868522e2 flow_along: 16 -- (-1033, -1029) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 2.112952e2 flow_along: 16 -- (-1033, -1029) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 2.506589e2 flow_along: 16 -- (-1033, -1029) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 3.273981e2 Grid # 17/167 flow_along: 17 -- (-1027, -1023) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.388719e2 flow_along: 17 -- (-1027, -1023) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 3.105624e2 flow_along: 17 -- (-1027, -1023) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 2.846179e2 flow_along: 17 -- (-1027, -1023) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 2.619734e2 flow_along: 17 -- (-1027, -1023) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 2.414396e2 flow_along: 17 -- (-1027, -1023) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 2.248938e2 flow_along: 17 -- (-1027, -1023) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 2.100433e2 flow_along: 17 -- (-1027, -1023) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 1.971236e2 flow_along: 17 -- (-1027, -1023) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 1.862959e2 flow_along: 17 -- (-1027, -1023) |image_list|: 39 |mem_f0_list|: 0 acc_exp = 1.763325e2 flow_along: 17 -- (-1027, -1023) |image_list|: 45 |mem_f0_list|: 0 acc_exp = 1.678092e2 flow_along: 17 -- (-1027, -1023) |image_list|: 53 |mem_f0_list|: 0 acc_exp = 1.608298e2 flow_along: 17 -- (-1027, -1023) |image_list|: 63 |mem_f0_list|: 0 acc_exp = 1.552794e2 flow_along: 17 -- (-1027, -1023) |image_list|: 76 |mem_f0_list|: 0 acc_exp = 1.509256e2 flow_along: 17 -- (-1027, -1023) |image_list|: 94 |mem_f0_list|: 8 acc_exp = 1.477889e2 flow_along: 17 -- (-1027, -1023) |image_list|: 110 |mem_f0_list|: 28 acc_exp = 1.465545e2 flow_along: 17 -- (-1027, -1023) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 1.463326e2 flow_along: 17 -- (-1027, -1023) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 1.466225e2 flow_along: 17 -- (-1027, -1023) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 1.491322e2 flow_along: 17 -- (-1027, -1023) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 1.547827e2 flow_along: 17 -- (-1027, -1023) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 1.627758e2 flow_along: 17 -- (-1027, -1023) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 1.73889e2 flow_along: 17 -- (-1027, -1023) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 1.896678e2 flow_along: 17 -- (-1027, -1023) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 2.144791e2 flow_along: 17 -- (-1027, -1023) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 2.54436e2 flow_along: 17 -- (-1027, -1023) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 3.323314e2 Grid # 18/167 flow_along: 18 -- (-1021, -1017) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.313292e2 flow_along: 18 -- (-1021, -1017) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 3.036498e2 flow_along: 18 -- (-1021, -1017) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 2.794912e2 flow_along: 18 -- (-1021, -1017) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 2.575843e2 flow_along: 18 -- (-1021, -1017) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 2.399321e2 flow_along: 18 -- (-1021, -1017) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 2.240886e2 flow_along: 18 -- (-1021, -1017) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 2.10305e2 flow_along: 18 -- (-1021, -1017) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 1.987533e2 flow_along: 18 -- (-1021, -1017) |image_list|: 32 |mem_f0_list|: 0 acc_exp = 1.881235e2 flow_along: 18 -- (-1021, -1017) |image_list|: 37 |mem_f0_list|: 0 acc_exp = 1.790304e2 flow_along: 18 -- (-1021, -1017) |image_list|: 43 |mem_f0_list|: 0 acc_exp = 1.715842e2 flow_along: 18 -- (-1021, -1017) |image_list|: 51 |mem_f0_list|: 0 acc_exp = 1.656627e2 flow_along: 18 -- (-1021, -1017) |image_list|: 61 |mem_f0_list|: 0 acc_exp = 1.610177e2 flow_along: 18 -- (-1021, -1017) |image_list|: 73 |mem_f0_list|: 0 acc_exp = 1.576713e2 flow_along: 18 -- (-1021, -1017) |image_list|: 91 |mem_f0_list|: 9 acc_exp = 1.563544e2 flow_along: 18 -- (-1021, -1017) |image_list|: 106 |mem_f0_list|: 28 acc_exp = 1.561177e2 flow_along: 18 -- (-1021, -1017) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 1.564269e2 flow_along: 18 -- (-1021, -1017) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 1.591044e2 flow_along: 18 -- (-1021, -1017) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 1.651328e2 flow_along: 18 -- (-1021, -1017) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 1.736603e2 flow_along: 18 -- (-1021, -1017) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 1.855167e2 flow_along: 18 -- (-1021, -1017) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 2.023506e2 flow_along: 18 -- (-1021, -1017) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 2.28821e2 flow_along: 18 -- (-1021, -1017) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 2.714497e2 flow_along: 18 -- (-1021, -1017) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 3.54554e2 Grid # 19/167 flow_along: 19 -- (-1015, -1011) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 3.350706e2 flow_along: 19 -- (-1015, -1011) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 3.084122e2 flow_along: 19 -- (-1015, -1011) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 2.842383e2 flow_along: 19 -- (-1015, -1011) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 2.647596e2 flow_along: 19 -- (-1015, -1011) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 2.472766e2 flow_along: 19 -- (-1015, -1011) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 2.320667e2 flow_along: 19 -- (-1015, -1011) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 2.193197e2 flow_along: 19 -- (-1015, -1011) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 2.0759e2 flow_along: 19 -- (-1015, -1011) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 1.975559e2 flow_along: 19 -- (-1015, -1011) |image_list|: 34 |mem_f0_list|: 0 acc_exp = 1.893393e2 flow_along: 19 -- (-1015, -1011) |image_list|: 40 |mem_f0_list|: 0 acc_exp = 1.82805e2 flow_along: 19 -- (-1015, -1011) |image_list|: 48 |mem_f0_list|: 0 acc_exp = 1.776794e2 flow_along: 19 -- (-1015, -1011) |image_list|: 57 |mem_f0_list|: 0 acc_exp = 1.739867e2 flow_along: 19 -- (-1015, -1011) |image_list|: 69 |mem_f0_list|: 0 acc_exp = 1.725335e2 flow_along: 19 -- (-1015, -1011) |image_list|: 87 |mem_f0_list|: 9 acc_exp = 1.722723e2 flow_along: 19 -- (-1015, -1011) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 1.726135e2 flow_along: 19 -- (-1015, -1011) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 1.755681e2 flow_along: 19 -- (-1015, -1011) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 1.822202e2 flow_along: 19 -- (-1015, -1011) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 1.916302e2 flow_along: 19 -- (-1015, -1011) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 2.047135e2 flow_along: 19 -- (-1015, -1011) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 2.232892e2 flow_along: 19 -- (-1015, -1011) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 2.524987e2 flow_along: 19 -- (-1015, -1011) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 2.995386e2 flow_along: 19 -- (-1015, -1011) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 3.912422e2 Grid # 20/167 flow_along: 20 -- (-1009, -1005) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.370238e2 flow_along: 20 -- (-1009, -1005) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 3.102099e2 flow_along: 20 -- (-1009, -1005) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 2.858952e2 flow_along: 20 -- (-1009, -1005) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 2.663029e2 flow_along: 20 -- (-1009, -1005) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 2.48718e2 flow_along: 20 -- (-1009, -1005) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 2.334195e2 flow_along: 20 -- (-1009, -1005) |image_list|: 22 |mem_f0_list|: 0 acc_exp = 2.205981e2 flow_along: 20 -- (-1009, -1005) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 2.088001e2 flow_along: 20 -- (-1009, -1005) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 1.987075e2 flow_along: 20 -- (-1009, -1005) |image_list|: 36 |mem_f0_list|: 0 acc_exp = 1.904429e2 flow_along: 20 -- (-1009, -1005) |image_list|: 43 |mem_f0_list|: 0 acc_exp = 1.838706e2 flow_along: 20 -- (-1009, -1005) |image_list|: 51 |mem_f0_list|: 0 acc_exp = 1.787151e2 flow_along: 20 -- (-1009, -1005) |image_list|: 61 |mem_f0_list|: 0 acc_exp = 1.750009e2 flow_along: 20 -- (-1009, -1005) |image_list|: 75 |mem_f0_list|: 0 acc_exp = 1.735392e2 flow_along: 20 -- (-1009, -1005) |image_list|: 96 |mem_f0_list|: 18 acc_exp = 1.732765e2 flow_along: 20 -- (-1009, -1005) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 1.736197e2 flow_along: 20 -- (-1009, -1005) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 1.765915e2 flow_along: 20 -- (-1009, -1005) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 1.832824e2 flow_along: 20 -- (-1009, -1005) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 1.927472e2 flow_along: 20 -- (-1009, -1005) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 2.059068e2 flow_along: 20 -- (-1009, -1005) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 2.245908e2 flow_along: 20 -- (-1009, -1005) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 2.539705e2 flow_along: 20 -- (-1009, -1005) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 3.012846e2 flow_along: 20 -- (-1009, -1005) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 3.935227e2 Grid # 21/167 flow_along: 21 -- (-1003, -999) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.338875e2 flow_along: 21 -- (-1003, -999) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 3.077169e2 flow_along: 21 -- (-1003, -999) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 2.866292e2 flow_along: 21 -- (-1003, -999) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 2.677021e2 flow_along: 21 -- (-1003, -999) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 2.512358e2 flow_along: 21 -- (-1003, -999) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 2.374359e2 flow_along: 21 -- (-1003, -999) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 2.247373e2 flow_along: 21 -- (-1003, -999) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 2.138744e2 flow_along: 21 -- (-1003, -999) |image_list|: 32 |mem_f0_list|: 0 acc_exp = 2.04979e2 flow_along: 21 -- (-1003, -999) |image_list|: 38 |mem_f0_list|: 0 acc_exp = 1.979051e2 flow_along: 21 -- (-1003, -999) |image_list|: 45 |mem_f0_list|: 0 acc_exp = 1.92356e2 flow_along: 21 -- (-1003, -999) |image_list|: 53 |mem_f0_list|: 0 acc_exp = 1.883583e2 flow_along: 21 -- (-1003, -999) |image_list|: 64 |mem_f0_list|: 0 acc_exp = 1.86785e2 flow_along: 21 -- (-1003, -999) |image_list|: 80 |mem_f0_list|: 2 acc_exp = 1.865023e2 flow_along: 21 -- (-1003, -999) |image_list|: 101 |mem_f0_list|: 28 acc_exp = 1.868717e2 flow_along: 21 -- (-1003, -999) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 1.900703e2 flow_along: 21 -- (-1003, -999) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 1.972719e2 flow_along: 21 -- (-1003, -999) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 2.074592e2 flow_along: 21 -- (-1003, -999) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 2.216232e2 flow_along: 21 -- (-1003, -999) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 2.417333e2 flow_along: 21 -- (-1003, -999) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 2.733555e2 flow_along: 21 -- (-1003, -999) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 3.24281e2 flow_along: 21 -- (-1003, -999) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 4.235594e2 Grid # 22/167 flow_along: 22 -- (-997, -993) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 3.382567e2 flow_along: 22 -- (-997, -993) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 3.12558e2 flow_along: 22 -- (-997, -993) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 2.911385e2 flow_along: 22 -- (-997, -993) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 2.732307e2 flow_along: 22 -- (-997, -993) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 2.568344e2 flow_along: 22 -- (-997, -993) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 2.427269e2 flow_along: 22 -- (-997, -993) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 2.309944e2 flow_along: 22 -- (-997, -993) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 2.21387e2 flow_along: 22 -- (-997, -993) |image_list|: 30 |mem_f0_list|: 0 acc_exp = 2.137468e2 flow_along: 22 -- (-997, -993) |image_list|: 36 |mem_f0_list|: 0 acc_exp = 2.073308e2 flow_along: 22 -- (-997, -993) |image_list|: 42 |mem_f0_list|: 0 acc_exp = 2.028067e2 flow_along: 22 -- (-997, -993) |image_list|: 50 |mem_f0_list|: 0 acc_exp = 1.998239e2 flow_along: 22 -- (-997, -993) |image_list|: 61 |mem_f0_list|: 0 acc_exp = 1.995214e2 flow_along: 22 -- (-997, -993) |image_list|: 76 |mem_f0_list|: 2 acc_exp = 1.992195e2 flow_along: 22 -- (-997, -993) |image_list|: 97 |mem_f0_list|: 28 acc_exp = 2.026295e2 flow_along: 22 -- (-997, -993) |image_list|: 91 |mem_f0_list|: 28 acc_exp = 2.081363e2 flow_along: 22 -- (-997, -993) |image_list|: 84 |mem_f0_list|: 28 acc_exp = 2.181194e2 flow_along: 22 -- (-997, -993) |image_list|: 76 |mem_f0_list|: 28 acc_exp = 2.322317e2 flow_along: 22 -- (-997, -993) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 2.523431e2 flow_along: 22 -- (-997, -993) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 2.82081e2 flow_along: 22 -- (-997, -993) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 3.328953e2 flow_along: 22 -- (-997, -993) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 4.229207e2 Grid # 23/167 flow_along: 23 -- (-991, -987) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.389201e2 flow_along: 23 -- (-991, -987) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 3.13171e2 flow_along: 23 -- (-991, -987) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 2.917095e2 flow_along: 23 -- (-991, -987) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 2.737665e2 flow_along: 23 -- (-991, -987) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 2.573381e2 flow_along: 23 -- (-991, -987) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 2.432029e2 flow_along: 23 -- (-991, -987) |image_list|: 22 |mem_f0_list|: 0 acc_exp = 2.314475e2 flow_along: 23 -- (-991, -987) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 2.218212e2 flow_along: 23 -- (-991, -987) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 2.14166e2 flow_along: 23 -- (-991, -987) |image_list|: 37 |mem_f0_list|: 0 acc_exp = 2.077374e2 flow_along: 23 -- (-991, -987) |image_list|: 44 |mem_f0_list|: 0 acc_exp = 2.032045e2 flow_along: 23 -- (-991, -987) |image_list|: 53 |mem_f0_list|: 0 acc_exp = 2.002158e2 flow_along: 23 -- (-991, -987) |image_list|: 65 |mem_f0_list|: 0 acc_exp = 1.999127e2 flow_along: 23 -- (-991, -987) |image_list|: 82 |mem_f0_list|: 8 acc_exp = 1.996102e2 flow_along: 23 -- (-991, -987) |image_list|: 97 |mem_f0_list|: 28 acc_exp = 2.030269e2 flow_along: 23 -- (-991, -987) |image_list|: 91 |mem_f0_list|: 28 acc_exp = 2.085445e2 flow_along: 23 -- (-991, -987) |image_list|: 84 |mem_f0_list|: 28 acc_exp = 2.185471e2 flow_along: 23 -- (-991, -987) |image_list|: 76 |mem_f0_list|: 28 acc_exp = 2.326872e2 flow_along: 23 -- (-991, -987) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 2.52838e2 flow_along: 23 -- (-991, -987) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 2.826343e2 flow_along: 23 -- (-991, -987) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 3.335482e2 flow_along: 23 -- (-991, -987) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 4.237501e2 Grid # 24/167 flow_along: 24 -- (-985, -981) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.399093e2 flow_along: 24 -- (-985, -981) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 3.166154e2 flow_along: 24 -- (-985, -981) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 2.957082e2 flow_along: 24 -- (-985, -981) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 2.775193e2 flow_along: 24 -- (-985, -981) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 2.622757e2 flow_along: 24 -- (-985, -981) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 2.482486e2 flow_along: 24 -- (-985, -981) |image_list|: 22 |mem_f0_list|: 0 acc_exp = 2.362493e2 flow_along: 24 -- (-985, -981) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 2.264233e2 flow_along: 24 -- (-985, -981) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 2.186093e2 flow_along: 24 -- (-985, -981) |image_list|: 37 |mem_f0_list|: 0 acc_exp = 2.124797e2 flow_along: 24 -- (-985, -981) |image_list|: 44 |mem_f0_list|: 0 acc_exp = 2.080637e2 flow_along: 24 -- (-985, -981) |image_list|: 53 |mem_f0_list|: 0 acc_exp = 2.063259e2 flow_along: 24 -- (-985, -981) |image_list|: 65 |mem_f0_list|: 0 acc_exp = 2.060136e2 flow_along: 24 -- (-985, -981) |image_list|: 82 |mem_f0_list|: 9 acc_exp = 2.064216e2 flow_along: 24 -- (-985, -981) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 2.099548e2 flow_along: 24 -- (-985, -981) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 2.179099e2 flow_along: 24 -- (-985, -981) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 2.291629e2 flow_along: 24 -- (-985, -981) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 2.448087e2 flow_along: 24 -- (-985, -981) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 2.670227e2 flow_along: 24 -- (-985, -981) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 3.019531e2 flow_along: 24 -- (-985, -981) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 3.582062e2 flow_along: 24 -- (-985, -981) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 4.678709e2 Grid # 25/167 flow_along: 25 -- (-979, -975) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 1.205649e2 flow_along: 25 -- (-979, -975) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 1.123027e2 flow_along: 25 -- (-979, -975) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 1.05395e2 flow_along: 25 -- (-979, -975) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 9.90703e1 flow_along: 25 -- (-979, -975) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 9.36285e1 flow_along: 25 -- (-979, -975) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 8.91029e1 flow_along: 25 -- (-979, -975) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 8.5397e1 flow_along: 25 -- (-979, -975) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 8.24499e1 flow_along: 25 -- (-979, -975) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 7.9975e1 flow_along: 25 -- (-979, -975) |image_list|: 34 |mem_f0_list|: 0 acc_exp = 7.82299e1 flow_along: 25 -- (-979, -975) |image_list|: 41 |mem_f0_list|: 0 acc_exp = 7.70793e1 flow_along: 25 -- (-979, -975) |image_list|: 50 |mem_f0_list|: 0 acc_exp = 7.69626e1 flow_along: 25 -- (-979, -975) |image_list|: 61 |mem_f0_list|: 0 acc_exp = 7.68462e1 flow_along: 25 -- (-979, -975) |image_list|: 78 |mem_f0_list|: 9 acc_exp = 7.81615e1 flow_along: 25 -- (-979, -975) |image_list|: 91 |mem_f0_list|: 28 acc_exp = 8.02857e1 flow_along: 25 -- (-979, -975) |image_list|: 84 |mem_f0_list|: 28 acc_exp = 8.41365e1 flow_along: 25 -- (-979, -975) |image_list|: 76 |mem_f0_list|: 28 acc_exp = 8.95802e1 flow_along: 25 -- (-979, -975) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 9.73378e1 flow_along: 25 -- (-979, -975) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 1.088089e2 flow_along: 25 -- (-979, -975) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 1.284098e2 flow_along: 25 -- (-979, -975) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 1.631358e2 Grid # 26/167 flow_along: 26 -- (-973, -969) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.212431e2 flow_along: 26 -- (-973, -969) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.129344e2 flow_along: 26 -- (-973, -969) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 1.059878e2 flow_along: 26 -- (-973, -969) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 9.96276e1 flow_along: 26 -- (-973, -969) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 9.41552e1 flow_along: 26 -- (-973, -969) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 8.96041e1 flow_along: 26 -- (-973, -969) |image_list|: 22 |mem_f0_list|: 0 acc_exp = 8.58773e1 flow_along: 26 -- (-973, -969) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 8.29136e1 flow_along: 26 -- (-973, -969) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 8.04248e1 flow_along: 26 -- (-973, -969) |image_list|: 37 |mem_f0_list|: 0 acc_exp = 7.86699e1 flow_along: 26 -- (-973, -969) |image_list|: 44 |mem_f0_list|: 0 acc_exp = 7.75129e1 flow_along: 26 -- (-973, -969) |image_list|: 54 |mem_f0_list|: 0 acc_exp = 7.73955e1 flow_along: 26 -- (-973, -969) |image_list|: 67 |mem_f0_list|: 0 acc_exp = 7.72784e1 flow_along: 26 -- (-973, -969) |image_list|: 87 |mem_f0_list|: 18 acc_exp = 7.86012e1 flow_along: 26 -- (-973, -969) |image_list|: 91 |mem_f0_list|: 28 acc_exp = 8.07373e1 flow_along: 26 -- (-973, -969) |image_list|: 84 |mem_f0_list|: 28 acc_exp = 8.46098e1 flow_along: 26 -- (-973, -969) |image_list|: 76 |mem_f0_list|: 28 acc_exp = 9.00841e1 flow_along: 26 -- (-973, -969) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 9.78854e1 flow_along: 26 -- (-973, -969) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 1.094209e2 flow_along: 26 -- (-973, -969) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 1.291321e2 flow_along: 26 -- (-973, -969) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 1.640535e2 Grid # 27/167 flow_along: 27 -- (-967, -963) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.218968e2 flow_along: 27 -- (-967, -963) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.138475e2 flow_along: 27 -- (-967, -963) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.068448e2 flow_along: 27 -- (-967, -963) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 1.00976e2 flow_along: 27 -- (-967, -963) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 9.55756e1 flow_along: 27 -- (-967, -963) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 9.09559e1 flow_along: 27 -- (-967, -963) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 8.71729e1 flow_along: 27 -- (-967, -963) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 8.41645e1 flow_along: 27 -- (-967, -963) |image_list|: 35 |mem_f0_list|: 0 acc_exp = 8.18046e1 flow_along: 27 -- (-967, -963) |image_list|: 41 |mem_f0_list|: 0 acc_exp = 8.01044e1 flow_along: 27 -- (-967, -963) |image_list|: 49 |mem_f0_list|: 0 acc_exp = 7.94354e1 flow_along: 27 -- (-967, -963) |image_list|: 60 |mem_f0_list|: 0 acc_exp = 7.93151e1 flow_along: 27 -- (-967, -963) |image_list|: 75 |mem_f0_list|: 2 acc_exp = 7.94722e1 flow_along: 27 -- (-967, -963) |image_list|: 95 |mem_f0_list|: 28 acc_exp = 8.08325e1 flow_along: 27 -- (-967, -963) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 8.38952e1 flow_along: 27 -- (-967, -963) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 8.82276e1 flow_along: 27 -- (-967, -963) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 9.42512e1 flow_along: 27 -- (-967, -963) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 1.028036e2 flow_along: 27 -- (-967, -963) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 1.162518e2 flow_along: 27 -- (-967, -963) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 1.379093e2 flow_along: 27 -- (-967, -963) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 1.801301e2 Grid # 28/167 flow_along: 28 -- (-961, -957) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.228925e2 flow_along: 28 -- (-961, -957) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.153334e2 flow_along: 28 -- (-961, -957) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.084124e2 flow_along: 28 -- (-961, -957) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 1.024575e2 flow_along: 28 -- (-961, -957) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 9.75051e1 flow_along: 28 -- (-961, -957) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 9.34497e1 flow_along: 28 -- (-961, -957) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 9.02247e1 flow_along: 28 -- (-961, -957) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 8.75164e1 flow_along: 28 -- (-961, -957) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 8.56068e1 flow_along: 28 -- (-961, -957) |image_list|: 40 |mem_f0_list|: 0 acc_exp = 8.43477e1 flow_along: 28 -- (-961, -957) |image_list|: 49 |mem_f0_list|: 0 acc_exp = 8.422e1 flow_along: 28 -- (-961, -957) |image_list|: 60 |mem_f0_list|: 0 acc_exp = 8.40926e1 flow_along: 28 -- (-961, -957) |image_list|: 77 |mem_f0_list|: 8 acc_exp = 8.55319e1 flow_along: 28 -- (-961, -957) |image_list|: 91 |mem_f0_list|: 28 acc_exp = 8.78564e1 flow_along: 28 -- (-961, -957) |image_list|: 84 |mem_f0_list|: 28 acc_exp = 9.20704e1 flow_along: 28 -- (-961, -957) |image_list|: 76 |mem_f0_list|: 28 acc_exp = 9.80274e1 flow_along: 28 -- (-961, -957) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 1.065166e2 flow_along: 28 -- (-961, -957) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 1.190693e2 flow_along: 28 -- (-961, -957) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 1.405185e2 flow_along: 28 -- (-961, -957) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 1.785191e2 Grid # 29/167 flow_along: 29 -- (-955, -951) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.230713e2 flow_along: 29 -- (-955, -951) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.155013e2 flow_along: 29 -- (-955, -951) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.085701e2 flow_along: 29 -- (-955, -951) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 1.026066e2 flow_along: 29 -- (-955, -951) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 9.7647e1 flow_along: 29 -- (-955, -951) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 9.35857e1 flow_along: 29 -- (-955, -951) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 9.0356e1 flow_along: 29 -- (-955, -951) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 8.76438e1 flow_along: 29 -- (-955, -951) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 8.57313e1 flow_along: 29 -- (-955, -951) |image_list|: 40 |mem_f0_list|: 0 acc_exp = 8.44704e1 flow_along: 29 -- (-955, -951) |image_list|: 49 |mem_f0_list|: 0 acc_exp = 8.43425e1 flow_along: 29 -- (-955, -951) |image_list|: 60 |mem_f0_list|: 0 acc_exp = 8.42149e1 flow_along: 29 -- (-955, -951) |image_list|: 77 |mem_f0_list|: 8 acc_exp = 8.56564e1 flow_along: 29 -- (-955, -951) |image_list|: 91 |mem_f0_list|: 28 acc_exp = 8.79843e1 flow_along: 29 -- (-955, -951) |image_list|: 84 |mem_f0_list|: 28 acc_exp = 9.22044e1 flow_along: 29 -- (-955, -951) |image_list|: 76 |mem_f0_list|: 28 acc_exp = 9.817e1 flow_along: 29 -- (-955, -951) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 1.066716e2 flow_along: 29 -- (-955, -951) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 1.192425e2 flow_along: 29 -- (-955, -951) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 1.407229e2 flow_along: 29 -- (-955, -951) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 1.787789e2 Grid # 30/167 flow_along: 30 -- (-949, -945) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.239012e2 flow_along: 30 -- (-949, -945) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.162801e2 flow_along: 30 -- (-949, -945) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.09893e2 flow_along: 30 -- (-949, -945) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 1.040157e2 flow_along: 30 -- (-949, -945) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 9.8988e1 flow_along: 30 -- (-949, -945) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 9.48709e1 flow_along: 30 -- (-949, -945) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 9.15969e1 flow_along: 30 -- (-949, -945) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 8.90286e1 flow_along: 30 -- (-949, -945) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 8.71783e1 flow_along: 30 -- (-949, -945) |image_list|: 40 |mem_f0_list|: 0 acc_exp = 8.64502e1 flow_along: 30 -- (-949, -945) |image_list|: 49 |mem_f0_list|: 0 acc_exp = 8.63193e1 flow_along: 30 -- (-949, -945) |image_list|: 60 |mem_f0_list|: 0 acc_exp = 8.64903e1 flow_along: 30 -- (-949, -945) |image_list|: 76 |mem_f0_list|: 9 acc_exp = 8.79707e1 flow_along: 30 -- (-949, -945) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 9.13038e1 flow_along: 30 -- (-949, -945) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 9.60188e1 flow_along: 30 -- (-949, -945) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 1.025744e2 flow_along: 30 -- (-949, -945) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 1.11882e2 flow_along: 30 -- (-949, -945) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 1.265178e2 flow_along: 30 -- (-949, -945) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 1.500877e2 flow_along: 30 -- (-949, -945) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 1.96037e2 Grid # 31/167 flow_along: 31 -- (-943, -939) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.224054e2 flow_along: 31 -- (-943, -939) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.1506e2 flow_along: 31 -- (-943, -939) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.087399e2 flow_along: 31 -- (-943, -939) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 1.034839e2 flow_along: 31 -- (-943, -939) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 9.91798e1 flow_along: 31 -- (-943, -939) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 9.5757e1 flow_along: 31 -- (-943, -939) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 9.28827e1 flow_along: 31 -- (-943, -939) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 9.0856e1 flow_along: 31 -- (-943, -939) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 8.95197e1 flow_along: 31 -- (-943, -939) |image_list|: 40 |mem_f0_list|: 0 acc_exp = 8.93842e1 flow_along: 31 -- (-943, -939) |image_list|: 49 |mem_f0_list|: 0 acc_exp = 8.92489e1 flow_along: 31 -- (-943, -939) |image_list|: 62 |mem_f0_list|: 0 acc_exp = 9.07766e1 flow_along: 31 -- (-943, -939) |image_list|: 81 |mem_f0_list|: 18 acc_exp = 9.32436e1 flow_along: 31 -- (-943, -939) |image_list|: 84 |mem_f0_list|: 28 acc_exp = 9.77159e1 flow_along: 31 -- (-943, -939) |image_list|: 76 |mem_f0_list|: 28 acc_exp = 1.040382e2 flow_along: 31 -- (-943, -939) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 1.130479e2 flow_along: 31 -- (-943, -939) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 1.263703e2 flow_along: 31 -- (-943, -939) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 1.491347e2 flow_along: 31 -- (-943, -939) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 1.894655e2 Grid # 32/167 flow_along: 32 -- (-937, -933) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 1.230537e2 flow_along: 32 -- (-937, -933) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 1.162946e2 flow_along: 32 -- (-937, -933) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 1.100749e2 flow_along: 32 -- (-937, -933) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.047543e2 flow_along: 32 -- (-937, -933) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.003974e2 flow_along: 32 -- (-937, -933) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 9.69326e1 flow_along: 32 -- (-937, -933) |image_list|: 22 |mem_f0_list|: 0 acc_exp = 9.42147e1 flow_along: 32 -- (-937, -933) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 9.22567e1 flow_along: 32 -- (-937, -933) |image_list|: 32 |mem_f0_list|: 0 acc_exp = 9.14861e1 flow_along: 32 -- (-937, -933) |image_list|: 39 |mem_f0_list|: 0 acc_exp = 9.13476e1 flow_along: 32 -- (-937, -933) |image_list|: 48 |mem_f0_list|: 0 acc_exp = 9.15286e1 flow_along: 32 -- (-937, -933) |image_list|: 60 |mem_f0_list|: 0 acc_exp = 9.30952e1 flow_along: 32 -- (-937, -933) |image_list|: 79 |mem_f0_list|: 18 acc_exp = 9.66225e1 flow_along: 32 -- (-937, -933) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 1.016122e2 flow_along: 32 -- (-937, -933) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 1.085496e2 flow_along: 32 -- (-937, -933) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 1.183994e2 flow_along: 32 -- (-937, -933) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 1.338878e2 flow_along: 32 -- (-937, -933) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 1.588308e2 flow_along: 32 -- (-937, -933) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 2.074567e2 Grid # 33/167 flow_along: 33 -- (-931, -927) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.234297e2 flow_along: 33 -- (-931, -927) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 1.166499e2 flow_along: 33 -- (-931, -927) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.104113e2 flow_along: 33 -- (-931, -927) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.050744e2 flow_along: 33 -- (-931, -927) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 1.007042e2 flow_along: 33 -- (-931, -927) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 9.72288e1 flow_along: 33 -- (-931, -927) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 9.45026e1 flow_along: 33 -- (-931, -927) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 9.25386e1 flow_along: 33 -- (-931, -927) |image_list|: 37 |mem_f0_list|: 0 acc_exp = 9.17657e1 flow_along: 33 -- (-931, -927) |image_list|: 45 |mem_f0_list|: 0 acc_exp = 9.16267e1 flow_along: 33 -- (-931, -927) |image_list|: 55 |mem_f0_list|: 0 acc_exp = 9.18082e1 flow_along: 33 -- (-931, -927) |image_list|: 69 |mem_f0_list|: 2 acc_exp = 9.33797e1 flow_along: 33 -- (-931, -927) |image_list|: 89 |mem_f0_list|: 28 acc_exp = 9.69178e1 flow_along: 33 -- (-931, -927) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 1.019227e2 flow_along: 33 -- (-931, -927) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 1.088813e2 flow_along: 33 -- (-931, -927) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 1.187612e2 flow_along: 33 -- (-931, -927) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 1.342969e2 flow_along: 33 -- (-931, -927) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 1.593161e2 flow_along: 33 -- (-931, -927) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 2.080906e2 Grid # 34/167 flow_along: 34 -- (-925, -921) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.241758e2 flow_along: 34 -- (-925, -921) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 1.17355e2 flow_along: 34 -- (-925, -921) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.116825e2 flow_along: 34 -- (-925, -921) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 1.070375e2 flow_along: 34 -- (-925, -921) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 1.033436e2 flow_along: 34 -- (-925, -921) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 1.002415e2 flow_along: 34 -- (-925, -921) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 9.80542e1 flow_along: 34 -- (-925, -921) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 9.6612e1 flow_along: 34 -- (-925, -921) |image_list|: 36 |mem_f0_list|: 0 acc_exp = 9.64658e1 flow_along: 34 -- (-925, -921) |image_list|: 44 |mem_f0_list|: 0 acc_exp = 9.63198e1 flow_along: 34 -- (-925, -921) |image_list|: 55 |mem_f0_list|: 0 acc_exp = 9.79685e1 flow_along: 34 -- (-925, -921) |image_list|: 71 |mem_f0_list|: 8 acc_exp = 1.00631e2 flow_along: 34 -- (-925, -921) |image_list|: 84 |mem_f0_list|: 28 acc_exp = 1.054576e2 flow_along: 34 -- (-925, -921) |image_list|: 76 |mem_f0_list|: 28 acc_exp = 1.122808e2 flow_along: 34 -- (-925, -921) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 1.220043e2 flow_along: 34 -- (-925, -921) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 1.363822e2 flow_along: 34 -- (-925, -921) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 1.609502e2 flow_along: 34 -- (-925, -921) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 2.044762e2 Grid # 35/167 flow_along: 35 -- (-919, -915) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.248269e2 flow_along: 35 -- (-919, -915) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 1.181509e2 flow_along: 35 -- (-919, -915) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.1244e2 flow_along: 35 -- (-919, -915) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 1.077634e2 flow_along: 35 -- (-919, -915) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 1.040444e2 flow_along: 35 -- (-919, -915) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 1.011271e2 flow_along: 35 -- (-919, -915) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 9.90254e1 flow_along: 35 -- (-919, -915) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 9.81983e1 flow_along: 35 -- (-919, -915) |image_list|: 36 |mem_f0_list|: 0 acc_exp = 9.80497e1 flow_along: 35 -- (-919, -915) |image_list|: 44 |mem_f0_list|: 0 acc_exp = 9.82439e1 flow_along: 35 -- (-919, -915) |image_list|: 54 |mem_f0_list|: 0 acc_exp = 9.99255e1 flow_along: 35 -- (-919, -915) |image_list|: 70 |mem_f0_list|: 9 acc_exp = 1.037116e2 flow_along: 35 -- (-919, -915) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 1.090673e2 flow_along: 35 -- (-919, -915) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 1.165137e2 flow_along: 35 -- (-919, -915) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 1.270862e2 flow_along: 35 -- (-919, -915) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 1.437109e2 flow_along: 35 -- (-919, -915) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 1.704839e2 flow_along: 35 -- (-919, -915) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 2.226775e2 Grid # 36/167 flow_along: 36 -- (-913, -909) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 6.161661e1 flow_along: 36 -- (-913, -909) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 5.832122e1 flow_along: 36 -- (-913, -909) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 5.550221e1 flow_along: 36 -- (-913, -909) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 5.319378e1 flow_along: 36 -- (-913, -909) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 5.135803e1 flow_along: 36 -- (-913, -909) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 4.9918e1 flow_along: 36 -- (-913, -909) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 4.888056e1 flow_along: 36 -- (-913, -909) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 4.847229e1 flow_along: 36 -- (-913, -909) |image_list|: 36 |mem_f0_list|: 0 acc_exp = 4.839891e1 flow_along: 36 -- (-913, -909) |image_list|: 44 |mem_f0_list|: 0 acc_exp = 4.849478e1 flow_along: 36 -- (-913, -909) |image_list|: 54 |mem_f0_list|: 0 acc_exp = 4.932484e1 flow_along: 36 -- (-913, -909) |image_list|: 70 |mem_f0_list|: 9 acc_exp = 5.119373e1 flow_along: 36 -- (-913, -909) |image_list|: 82 |mem_f0_list|: 28 acc_exp = 5.38374e1 flow_along: 36 -- (-913, -909) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 5.751307e1 flow_along: 36 -- (-913, -909) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 6.273182e1 flow_along: 36 -- (-913, -909) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 7.0938e1 flow_along: 36 -- (-913, -909) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 8.41536e1 flow_along: 36 -- (-913, -909) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 1.099172e2 Grid # 37/167 flow_along: 37 -- (-907, -903) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 6.154754e1 flow_along: 37 -- (-907, -903) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.857258e1 flow_along: 37 -- (-907, -903) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 5.613645e1 flow_along: 37 -- (-907, -903) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 5.419914e1 flow_along: 37 -- (-907, -903) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 5.257225e1 flow_along: 37 -- (-907, -903) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 5.14251e1 flow_along: 37 -- (-907, -903) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 5.066876e1 flow_along: 37 -- (-907, -903) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 5.059205e1 flow_along: 37 -- (-907, -903) |image_list|: 35 |mem_f0_list|: 0 acc_exp = 5.05155e1 flow_along: 37 -- (-907, -903) |image_list|: 44 |mem_f0_list|: 0 acc_exp = 5.138015e1 flow_along: 37 -- (-907, -903) |image_list|: 56 |mem_f0_list|: 0 acc_exp = 5.277651e1 flow_along: 37 -- (-907, -903) |image_list|: 74 |mem_f0_list|: 18 acc_exp = 5.530788e1 flow_along: 37 -- (-907, -903) |image_list|: 76 |mem_f0_list|: 28 acc_exp = 5.888631e1 flow_along: 37 -- (-907, -903) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 6.398588e1 flow_along: 37 -- (-907, -903) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 7.15264e1 flow_along: 37 -- (-907, -903) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 8.44112e1 flow_along: 37 -- (-907, -903) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 1.072387e2 Grid # 38/167 flow_along: 38 -- (-901, -897) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 6.150174e1 flow_along: 38 -- (-901, -897) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.852899e1 flow_along: 38 -- (-901, -897) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 5.609467e1 flow_along: 38 -- (-901, -897) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 5.415881e1 flow_along: 38 -- (-901, -897) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 5.264025e1 flow_along: 38 -- (-901, -897) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 5.154623e1 flow_along: 38 -- (-901, -897) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 5.11157e1 flow_along: 38 -- (-901, -897) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 5.103831e1 flow_along: 38 -- (-901, -897) |image_list|: 35 |mem_f0_list|: 0 acc_exp = 5.113941e1 flow_along: 38 -- (-901, -897) |image_list|: 43 |mem_f0_list|: 0 acc_exp = 5.201474e1 flow_along: 38 -- (-901, -897) |image_list|: 55 |mem_f0_list|: 0 acc_exp = 5.398555e1 flow_along: 38 -- (-901, -897) |image_list|: 73 |mem_f0_list|: 19 acc_exp = 5.677339e1 flow_along: 38 -- (-901, -897) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 6.064951e1 flow_along: 38 -- (-901, -897) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 6.61528e1 flow_along: 38 -- (-901, -897) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 7.48066e1 flow_along: 38 -- (-901, -897) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 8.87429e1 flow_along: 38 -- (-901, -897) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 1.159115e2 Grid # 39/167 flow_along: 39 -- (-895, -891) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 6.165836e1 flow_along: 39 -- (-895, -891) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.876568e1 flow_along: 39 -- (-895, -891) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 5.639034e1 flow_along: 39 -- (-895, -891) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 5.45307e1 flow_along: 39 -- (-895, -891) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 5.310988e1 flow_along: 39 -- (-895, -891) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 5.221855e1 flow_along: 39 -- (-895, -891) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 5.178241e1 flow_along: 39 -- (-895, -891) |image_list|: 32 |mem_f0_list|: 0 acc_exp = 5.170406e1 flow_along: 39 -- (-895, -891) |image_list|: 39 |mem_f0_list|: 0 acc_exp = 5.188068e1 flow_along: 39 -- (-895, -891) |image_list|: 48 |mem_f0_list|: 0 acc_exp = 5.27687e1 flow_along: 39 -- (-895, -891) |image_list|: 61 |mem_f0_list|: 2 acc_exp = 5.492841e1 flow_along: 39 -- (-895, -891) |image_list|: 79 |mem_f0_list|: 28 acc_exp = 5.802875e1 flow_along: 39 -- (-895, -891) |image_list|: 70 |mem_f0_list|: 28 acc_exp = 6.238328e1 flow_along: 39 -- (-895, -891) |image_list|: 59 |mem_f0_list|: 28 acc_exp = 6.87293e1 flow_along: 39 -- (-895, -891) |image_list|: 46 |mem_f0_list|: 28 acc_exp = 7.88687e1 flow_along: 39 -- (-895, -891) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 9.65338e1 flow_along: 39 -- (-895, -891) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 1.32727e2 Grid # 40/167 flow_along: 40 -- (-889, -885) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 6.181479e1 flow_along: 40 -- (-889, -885) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.891477e1 flow_along: 40 -- (-889, -885) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 5.65334e1 flow_along: 40 -- (-889, -885) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 5.466904e1 flow_along: 40 -- (-889, -885) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 5.324462e1 flow_along: 40 -- (-889, -885) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 5.235103e1 flow_along: 40 -- (-889, -885) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 5.191378e1 flow_along: 40 -- (-889, -885) |image_list|: 32 |mem_f0_list|: 0 acc_exp = 5.183523e1 flow_along: 40 -- (-889, -885) |image_list|: 39 |mem_f0_list|: 0 acc_exp = 5.201231e1 flow_along: 40 -- (-889, -885) |image_list|: 48 |mem_f0_list|: 0 acc_exp = 5.290258e1 flow_along: 40 -- (-889, -885) |image_list|: 61 |mem_f0_list|: 2 acc_exp = 5.506777e1 flow_along: 40 -- (-889, -885) |image_list|: 79 |mem_f0_list|: 28 acc_exp = 5.817597e1 flow_along: 40 -- (-889, -885) |image_list|: 70 |mem_f0_list|: 28 acc_exp = 6.254154e1 flow_along: 40 -- (-889, -885) |image_list|: 59 |mem_f0_list|: 28 acc_exp = 6.89037e1 flow_along: 40 -- (-889, -885) |image_list|: 46 |mem_f0_list|: 28 acc_exp = 7.90688e1 flow_along: 40 -- (-889, -885) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 9.67788e1 flow_along: 40 -- (-889, -885) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 1.330637e2 Grid # 41/167 flow_along: 41 -- (-883, -879) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 6.093506e1 flow_along: 41 -- (-883, -879) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.840067e1 flow_along: 41 -- (-883, -879) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 5.638522e1 flow_along: 41 -- (-883, -879) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 5.469271e1 flow_along: 41 -- (-883, -879) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 5.349929e1 flow_along: 41 -- (-883, -879) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 5.271245e1 flow_along: 41 -- (-883, -879) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 5.263264e1 flow_along: 41 -- (-883, -879) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 5.255301e1 flow_along: 41 -- (-883, -879) |image_list|: 39 |mem_f0_list|: 0 acc_exp = 5.345253e1 flow_along: 41 -- (-883, -879) |image_list|: 49 |mem_f0_list|: 0 acc_exp = 5.490521e1 flow_along: 41 -- (-883, -879) |image_list|: 64 |mem_f0_list|: 8 acc_exp = 5.753868e1 flow_along: 41 -- (-883, -879) |image_list|: 76 |mem_f0_list|: 28 acc_exp = 6.126144e1 flow_along: 41 -- (-883, -879) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 6.65667e1 flow_along: 41 -- (-883, -879) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 7.44114e1 flow_along: 41 -- (-883, -879) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 8.78159e1 flow_along: 41 -- (-883, -879) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 1.115641e2 Grid # 42/167 flow_along: 42 -- (-877, -873) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 6.091881e1 flow_along: 42 -- (-877, -873) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.83851e1 flow_along: 42 -- (-877, -873) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 5.63702e1 flow_along: 42 -- (-877, -873) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 5.478963e1 flow_along: 42 -- (-877, -873) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 5.365094e1 flow_along: 42 -- (-877, -873) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 5.320283e1 flow_along: 42 -- (-877, -873) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 5.312229e1 flow_along: 42 -- (-877, -873) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 5.322751e1 flow_along: 42 -- (-877, -873) |image_list|: 38 |mem_f0_list|: 0 acc_exp = 5.413858e1 flow_along: 42 -- (-877, -873) |image_list|: 48 |mem_f0_list|: 0 acc_exp = 5.618987e1 flow_along: 42 -- (-877, -873) |image_list|: 63 |mem_f0_list|: 9 acc_exp = 5.909154e1 flow_along: 42 -- (-877, -873) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 6.312593e1 flow_along: 42 -- (-877, -873) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 6.88539e1 flow_along: 42 -- (-877, -873) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 7.7861e1 flow_along: 42 -- (-877, -873) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 9.23664e1 flow_along: 42 -- (-877, -873) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 1.206443e2 Grid # 43/167 flow_along: 43 -- (-871, -867) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 6.128131e1 flow_along: 43 -- (-871, -867) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.880429e1 flow_along: 43 -- (-871, -867) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 5.686504e1 flow_along: 43 -- (-871, -867) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 5.53834e1 flow_along: 43 -- (-871, -867) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 5.445391e1 flow_along: 43 -- (-871, -867) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 5.39991e1 flow_along: 43 -- (-871, -867) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 5.39174e1 flow_along: 43 -- (-871, -867) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 5.410158e1 flow_along: 43 -- (-871, -867) |image_list|: 41 |mem_f0_list|: 0 acc_exp = 5.502761e1 flow_along: 43 -- (-871, -867) |image_list|: 52 |mem_f0_list|: 0 acc_exp = 5.727978e1 flow_along: 43 -- (-871, -867) |image_list|: 69 |mem_f0_list|: 18 acc_exp = 6.051283e1 flow_along: 43 -- (-871, -867) |image_list|: 70 |mem_f0_list|: 28 acc_exp = 6.50537e1 flow_along: 43 -- (-871, -867) |image_list|: 59 |mem_f0_list|: 28 acc_exp = 7.16715e1 flow_along: 43 -- (-871, -867) |image_list|: 46 |mem_f0_list|: 28 acc_exp = 8.22449e1 flow_along: 43 -- (-871, -867) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 1.006662e2 flow_along: 43 -- (-871, -867) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 1.384087e2 Grid # 44/167 flow_along: 44 -- (-865, -861) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 6.141475e1 flow_along: 44 -- (-865, -861) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.893233e1 flow_along: 44 -- (-865, -861) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 5.698886e1 flow_along: 44 -- (-865, -861) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 5.550399e1 flow_along: 44 -- (-865, -861) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 5.457248e1 flow_along: 44 -- (-865, -861) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 5.411668e1 flow_along: 44 -- (-865, -861) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 5.40348e1 flow_along: 44 -- (-865, -861) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 5.421938e1 flow_along: 44 -- (-865, -861) |image_list|: 41 |mem_f0_list|: 0 acc_exp = 5.514743e1 flow_along: 44 -- (-865, -861) |image_list|: 52 |mem_f0_list|: 0 acc_exp = 5.74045e1 flow_along: 44 -- (-865, -861) |image_list|: 69 |mem_f0_list|: 18 acc_exp = 6.06446e1 flow_along: 44 -- (-865, -861) |image_list|: 70 |mem_f0_list|: 28 acc_exp = 6.51954e1 flow_along: 44 -- (-865, -861) |image_list|: 59 |mem_f0_list|: 28 acc_exp = 7.18275e1 flow_along: 44 -- (-865, -861) |image_list|: 46 |mem_f0_list|: 28 acc_exp = 8.2424e1 flow_along: 44 -- (-865, -861) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 1.008854e2 flow_along: 44 -- (-865, -861) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 1.387101e2 Grid # 45/167 flow_along: 45 -- (-859, -855) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 6.219755e1 flow_along: 45 -- (-859, -855) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 6.005108e1 flow_along: 45 -- (-859, -855) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 5.824853e1 flow_along: 45 -- (-859, -855) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 5.697751e1 flow_along: 45 -- (-859, -855) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 5.613951e1 flow_along: 45 -- (-859, -855) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 5.605452e1 flow_along: 45 -- (-859, -855) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 5.596971e1 flow_along: 45 -- (-859, -855) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 5.692772e1 flow_along: 45 -- (-859, -855) |image_list|: 39 |mem_f0_list|: 0 acc_exp = 5.847483e1 flow_along: 45 -- (-859, -855) |image_list|: 50 |mem_f0_list|: 0 acc_exp = 6.127953e1 flow_along: 45 -- (-859, -855) |image_list|: 67 |mem_f0_list|: 19 acc_exp = 6.52443e1 flow_along: 45 -- (-859, -855) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 7.08945e1 flow_along: 45 -- (-859, -855) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 7.92492e1 flow_along: 45 -- (-859, -855) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 9.35252e1 flow_along: 45 -- (-859, -855) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 1.188174e2 Grid # 46/167 flow_along: 46 -- (-853, -849) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 4.39684e1 flow_along: 46 -- (-853, -849) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 4.245102e1 flow_along: 46 -- (-853, -849) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 4.126074e1 flow_along: 46 -- (-853, -849) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 4.040322e1 flow_along: 46 -- (-853, -849) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 4.006576e1 flow_along: 46 -- (-853, -849) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 4.00051e1 flow_along: 46 -- (-853, -849) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 4.008434e1 flow_along: 46 -- (-853, -849) |image_list|: 34 |mem_f0_list|: 0 acc_exp = 4.077045e1 flow_along: 46 -- (-853, -849) |image_list|: 43 |mem_f0_list|: 0 acc_exp = 4.231522e1 flow_along: 46 -- (-853, -849) |image_list|: 56 |mem_f0_list|: 2 acc_exp = 4.45004e1 flow_along: 46 -- (-853, -849) |image_list|: 73 |mem_f0_list|: 28 acc_exp = 4.75386e1 flow_along: 46 -- (-853, -849) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 5.185226e1 flow_along: 46 -- (-853, -849) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 5.86353e1 flow_along: 46 -- (-853, -849) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 6.95589e1 flow_along: 46 -- (-853, -849) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 9.08543e1 Grid # 47/167 flow_along: 47 -- (-847, -843) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 4.020289e1 flow_along: 47 -- (-847, -843) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 3.887707e1 flow_along: 47 -- (-847, -843) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 3.786412e1 flow_along: 47 -- (-847, -843) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 3.722865e1 flow_along: 47 -- (-847, -843) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 3.691771e1 flow_along: 47 -- (-847, -843) |image_list|: 22 |mem_f0_list|: 0 acc_exp = 3.686185e1 flow_along: 47 -- (-847, -843) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 3.698777e1 flow_along: 47 -- (-847, -843) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 3.762088e1 flow_along: 47 -- (-847, -843) |image_list|: 41 |mem_f0_list|: 0 acc_exp = 3.916062e1 flow_along: 47 -- (-847, -843) |image_list|: 53 |mem_f0_list|: 2 acc_exp = 4.137097e1 flow_along: 47 -- (-847, -843) |image_list|: 70 |mem_f0_list|: 28 acc_exp = 4.447548e1 flow_along: 47 -- (-847, -843) |image_list|: 59 |mem_f0_list|: 28 acc_exp = 4.899986e1 flow_along: 47 -- (-847, -843) |image_list|: 46 |mem_f0_list|: 28 acc_exp = 5.622861e1 flow_along: 47 -- (-847, -843) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 6.88228e1 flow_along: 47 -- (-847, -843) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 9.46262e1 Grid # 48/167 flow_along: 48 -- (-841, -837) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 3.873492e1 flow_along: 48 -- (-841, -837) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 3.757222e1 flow_along: 48 -- (-841, -837) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 3.675237e1 flow_along: 48 -- (-841, -837) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 3.621183e1 flow_along: 48 -- (-841, -837) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 3.615701e1 flow_along: 48 -- (-841, -837) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 3.61023e1 flow_along: 48 -- (-841, -837) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 3.672025e1 flow_along: 48 -- (-841, -837) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 3.771819e1 flow_along: 48 -- (-841, -837) |image_list|: 42 |mem_f0_list|: 0 acc_exp = 3.952731e1 flow_along: 48 -- (-841, -837) |image_list|: 56 |mem_f0_list|: 8 acc_exp = 4.208473e1 flow_along: 48 -- (-841, -837) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 4.572928e1 flow_along: 48 -- (-841, -837) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 5.111836e1 flow_along: 48 -- (-841, -837) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 6.032685e1 flow_along: 48 -- (-841, -837) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 7.66411e1 Grid # 49/167 flow_along: 49 -- (-835, -831) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.880686e1 flow_along: 49 -- (-835, -831) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 3.7642e1 flow_along: 49 -- (-835, -831) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 3.682063e1 flow_along: 49 -- (-835, -831) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 3.627909e1 flow_along: 49 -- (-835, -831) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 3.622416e1 flow_along: 49 -- (-835, -831) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 3.616936e1 flow_along: 49 -- (-835, -831) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 3.678845e1 flow_along: 49 -- (-835, -831) |image_list|: 34 |mem_f0_list|: 0 acc_exp = 3.778825e1 flow_along: 49 -- (-835, -831) |image_list|: 43 |mem_f0_list|: 0 acc_exp = 3.960073e1 flow_along: 49 -- (-835, -831) |image_list|: 57 |mem_f0_list|: 9 acc_exp = 4.21629e1 flow_along: 49 -- (-835, -831) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 4.581422e1 flow_along: 49 -- (-835, -831) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 5.121331e1 flow_along: 49 -- (-835, -831) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 6.04389e1 flow_along: 49 -- (-835, -831) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 7.67834e1 Grid # 50/167 flow_along: 50 -- (-829, -825) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.893675e1 flow_along: 50 -- (-829, -825) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 3.7845e1 flow_along: 50 -- (-829, -825) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 3.705847e1 flow_along: 50 -- (-829, -825) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 3.674895e1 flow_along: 50 -- (-829, -825) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 3.669331e1 flow_along: 50 -- (-829, -825) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 3.676599e1 flow_along: 50 -- (-829, -825) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 3.73953e1 flow_along: 50 -- (-829, -825) |image_list|: 36 |mem_f0_list|: 0 acc_exp = 3.881219e1 flow_along: 50 -- (-829, -825) |image_list|: 47 |mem_f0_list|: 0 acc_exp = 4.081647e1 flow_along: 50 -- (-829, -825) |image_list|: 63 |mem_f0_list|: 18 acc_exp = 4.360315e1 flow_along: 50 -- (-829, -825) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 4.755971e1 flow_along: 50 -- (-829, -825) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 5.378122e1 flow_along: 50 -- (-829, -825) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 6.380052e1 flow_along: 50 -- (-829, -825) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 8.3333e1 Grid # 51/167 flow_along: 51 -- (-823, -819) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.856776e1 flow_along: 51 -- (-823, -819) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 3.756287e1 flow_along: 51 -- (-823, -819) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 3.693246e1 flow_along: 51 -- (-823, -819) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 3.662399e1 flow_along: 51 -- (-823, -819) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 3.656858e1 flow_along: 51 -- (-823, -819) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 3.66935e1 flow_along: 51 -- (-823, -819) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 3.732156e1 flow_along: 51 -- (-823, -819) |image_list|: 35 |mem_f0_list|: 0 acc_exp = 3.884906e1 flow_along: 51 -- (-823, -819) |image_list|: 45 |mem_f0_list|: 0 acc_exp = 4.104182e1 flow_along: 51 -- (-823, -819) |image_list|: 61 |mem_f0_list|: 19 acc_exp = 4.412163e1 flow_along: 51 -- (-823, -819) |image_list|: 59 |mem_f0_list|: 28 acc_exp = 4.861002e1 flow_along: 51 -- (-823, -819) |image_list|: 46 |mem_f0_list|: 28 acc_exp = 5.578125e1 flow_along: 51 -- (-823, -819) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 6.82752e1 flow_along: 51 -- (-823, -819) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 9.38734e1 Grid # 52/167 flow_along: 52 -- (-817, -813) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 3.266473e1 flow_along: 52 -- (-817, -813) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 3.195197e1 flow_along: 52 -- (-817, -813) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 3.148203e1 flow_along: 52 -- (-817, -813) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 3.143437e1 flow_along: 52 -- (-817, -813) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 3.138681e1 flow_along: 52 -- (-817, -813) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 3.192404e1 flow_along: 52 -- (-817, -813) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 3.279164e1 flow_along: 52 -- (-817, -813) |image_list|: 32 |mem_f0_list|: 0 acc_exp = 3.436446e1 flow_along: 52 -- (-817, -813) |image_list|: 42 |mem_f0_list|: 0 acc_exp = 3.658784e1 flow_along: 52 -- (-817, -813) |image_list|: 57 |mem_f0_list|: 19 acc_exp = 3.975636e1 flow_along: 52 -- (-817, -813) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 4.444155e1 flow_along: 52 -- (-817, -813) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 5.244727e1 flow_along: 52 -- (-817, -813) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 6.66306e1 Grid # 53/167 flow_along: 53 -- (-811, -807) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.283853e1 flow_along: 53 -- (-811, -807) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 3.212198e1 flow_along: 53 -- (-811, -807) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 3.164954e1 flow_along: 53 -- (-811, -807) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 3.160162e1 flow_along: 53 -- (-811, -807) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 3.155381e1 flow_along: 53 -- (-811, -807) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 3.20939e1 flow_along: 53 -- (-811, -807) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 3.296611e1 flow_along: 53 -- (-811, -807) |image_list|: 37 |mem_f0_list|: 0 acc_exp = 3.45473e1 flow_along: 53 -- (-811, -807) |image_list|: 49 |mem_f0_list|: 1 acc_exp = 3.678252e1 flow_along: 53 -- (-811, -807) |image_list|: 66 |mem_f0_list|: 28 acc_exp = 3.99679e1 flow_along: 53 -- (-811, -807) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 4.467801e1 flow_along: 53 -- (-811, -807) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 5.272633e1 flow_along: 53 -- (-811, -807) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 6.69851e1 Grid # 54/167 flow_along: 54 -- (-805, -801) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.861959e1 flow_along: 54 -- (-805, -801) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 2.802479e1 flow_along: 54 -- (-805, -801) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 2.779072e1 flow_along: 54 -- (-805, -801) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 2.774864e1 flow_along: 54 -- (-805, -801) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 2.780361e1 flow_along: 54 -- (-805, -801) |image_list|: 22 |mem_f0_list|: 0 acc_exp = 2.827951e1 flow_along: 54 -- (-805, -801) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 2.935101e1 flow_along: 54 -- (-805, -801) |image_list|: 36 |mem_f0_list|: 0 acc_exp = 3.086671e1 flow_along: 54 -- (-805, -801) |image_list|: 47 |mem_f0_list|: 2 acc_exp = 3.297409e1 flow_along: 54 -- (-805, -801) |image_list|: 63 |mem_f0_list|: 28 acc_exp = 3.596616e1 flow_along: 54 -- (-805, -801) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 4.067106e1 flow_along: 54 -- (-805, -801) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 4.824798e1 flow_along: 54 -- (-805, -801) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 6.301907e1 Grid # 55/167 flow_along: 55 -- (-799, -795) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.878445e1 flow_along: 55 -- (-799, -795) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 2.830137e1 flow_along: 55 -- (-799, -795) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 2.806499e1 flow_along: 55 -- (-799, -795) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 2.802253e1 flow_along: 55 -- (-799, -795) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 2.811826e1 flow_along: 55 -- (-799, -795) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 2.859954e1 flow_along: 55 -- (-799, -795) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 2.977006e1 flow_along: 55 -- (-799, -795) |image_list|: 37 |mem_f0_list|: 0 acc_exp = 3.145038e1 flow_along: 55 -- (-799, -795) |image_list|: 50 |mem_f0_list|: 8 acc_exp = 3.381044e1 flow_along: 55 -- (-799, -795) |image_list|: 59 |mem_f0_list|: 28 acc_exp = 3.724989e1 flow_along: 55 -- (-799, -795) |image_list|: 46 |mem_f0_list|: 28 acc_exp = 4.274522e1 flow_along: 55 -- (-799, -795) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 5.231937e1 flow_along: 55 -- (-799, -795) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 7.19352e1 Grid # 56/167 flow_along: 56 -- (-793, -789) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.850383e1 flow_along: 56 -- (-793, -789) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 2.802546e1 flow_along: 56 -- (-793, -789) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 2.784479e1 flow_along: 56 -- (-793, -789) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 2.780267e1 flow_along: 56 -- (-793, -789) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 2.82418e1 flow_along: 56 -- (-793, -789) |image_list|: 22 |mem_f0_list|: 0 acc_exp = 2.900933e1 flow_along: 56 -- (-793, -789) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 3.036178e1 flow_along: 56 -- (-793, -789) |image_list|: 36 |mem_f0_list|: 0 acc_exp = 3.21956e1 flow_along: 56 -- (-793, -789) |image_list|: 49 |mem_f0_list|: 9 acc_exp = 3.47418e1 flow_along: 56 -- (-793, -789) |image_list|: 57 |mem_f0_list|: 28 acc_exp = 3.856674e1 flow_along: 56 -- (-793, -789) |image_list|: 43 |mem_f0_list|: 28 acc_exp = 4.47195e1 flow_along: 56 -- (-793, -789) |image_list|: 25 |mem_f0_list|: 25 acc_exp = 5.580968e1 Grid # 57/167 flow_along: 57 -- (-787, -783) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 2.160137e1 flow_along: 57 -- (-787, -783) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 2.128367e1 flow_along: 57 -- (-787, -783) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 2.125144e1 flow_along: 57 -- (-787, -783) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 2.121929e1 flow_along: 57 -- (-787, -783) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 2.158249e1 flow_along: 57 -- (-787, -783) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 2.216903e1 flow_along: 57 -- (-787, -783) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 2.323235e1 flow_along: 57 -- (-787, -783) |image_list|: 35 |mem_f0_list|: 0 acc_exp = 2.473549e1 flow_along: 57 -- (-787, -783) |image_list|: 47 |mem_f0_list|: 9 acc_exp = 2.687759e1 flow_along: 57 -- (-787, -783) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 3.004505e1 flow_along: 57 -- (-787, -783) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 3.545738e1 flow_along: 57 -- (-787, -783) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 4.504617e1 Grid # 58/167 flow_along: 58 -- (-781, -777) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.100201e1 flow_along: 58 -- (-781, -777) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 2.069312e1 flow_along: 58 -- (-781, -777) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 2.066179e1 flow_along: 58 -- (-781, -777) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 2.063053e1 flow_along: 58 -- (-781, -777) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 2.098365e1 flow_along: 58 -- (-781, -777) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 2.155392e1 flow_along: 58 -- (-781, -777) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 2.258774e1 flow_along: 58 -- (-781, -777) |image_list|: 41 |mem_f0_list|: 0 acc_exp = 2.404917e1 flow_along: 58 -- (-781, -777) |image_list|: 56 |mem_f0_list|: 18 acc_exp = 2.613183e1 flow_along: 58 -- (-781, -777) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 2.92114e1 flow_along: 58 -- (-781, -777) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 3.447356e1 flow_along: 58 -- (-781, -777) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 4.37963e1 Grid # 59/167 flow_along: 59 -- (-775, -771) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.129952e1 flow_along: 59 -- (-775, -771) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 2.112162e1 flow_along: 59 -- (-775, -771) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 2.108964e1 flow_along: 59 -- (-775, -771) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 2.113142e1 flow_along: 59 -- (-775, -771) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 2.149311e1 flow_along: 59 -- (-775, -771) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 2.230748e1 flow_along: 59 -- (-775, -771) |image_list|: 30 |mem_f0_list|: 0 acc_exp = 2.345945e1 flow_along: 59 -- (-775, -771) |image_list|: 39 |mem_f0_list|: 0 acc_exp = 2.506111e1 flow_along: 59 -- (-775, -771) |image_list|: 54 |mem_f0_list|: 19 acc_exp = 2.733516e1 flow_along: 59 -- (-775, -771) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 3.0911e1 flow_along: 59 -- (-775, -771) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 3.666963e1 flow_along: 59 -- (-775, -771) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 4.789603e1 Grid # 60/167 flow_along: 60 -- (-769, -765) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.141368e1 flow_along: 60 -- (-769, -765) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 2.123483e1 flow_along: 60 -- (-769, -765) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 2.12027e1 flow_along: 60 -- (-769, -765) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 2.127513e1 flow_along: 60 -- (-769, -765) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 2.163929e1 flow_along: 60 -- (-769, -765) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 2.252494e1 flow_along: 60 -- (-769, -765) |image_list|: 32 |mem_f0_list|: 0 acc_exp = 2.379632e1 flow_along: 60 -- (-769, -765) |image_list|: 43 |mem_f0_list|: 1 acc_exp = 2.558202e1 flow_along: 60 -- (-769, -765) |image_list|: 59 |mem_f0_list|: 28 acc_exp = 2.818441e1 flow_along: 60 -- (-769, -765) |image_list|: 46 |mem_f0_list|: 28 acc_exp = 3.234234e1 flow_along: 60 -- (-769, -765) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 3.958644e1 flow_along: 60 -- (-769, -765) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 5.442845e1 Grid # 61/167 flow_along: 61 -- (-763, -759) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 2.052935e1 flow_along: 61 -- (-763, -759) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 2.039701e1 flow_along: 61 -- (-763, -759) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 2.036615e1 flow_along: 61 -- (-763, -759) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 2.068783e1 flow_along: 61 -- (-763, -759) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 2.125006e1 flow_along: 61 -- (-763, -759) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 2.224077e1 flow_along: 61 -- (-763, -759) |image_list|: 30 |mem_f0_list|: 0 acc_exp = 2.358409e1 flow_along: 61 -- (-763, -759) |image_list|: 41 |mem_f0_list|: 1 acc_exp = 2.544925e1 flow_along: 61 -- (-763, -759) |image_list|: 57 |mem_f0_list|: 28 acc_exp = 2.825111e1 flow_along: 61 -- (-763, -759) |image_list|: 43 |mem_f0_list|: 28 acc_exp = 3.275816e1 flow_along: 61 -- (-763, -759) |image_list|: 25 |mem_f0_list|: 25 acc_exp = 4.0882e1 Grid # 62/167 flow_along: 62 -- (-757, -753) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 2.056376e1 flow_along: 62 -- (-757, -753) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 2.053263e1 flow_along: 62 -- (-757, -753) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 2.050156e1 flow_along: 62 -- (-757, -753) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 2.085248e1 flow_along: 62 -- (-757, -753) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 2.141918e1 flow_along: 62 -- (-757, -753) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 2.244653e1 flow_along: 62 -- (-757, -753) |image_list|: 30 |mem_f0_list|: 0 acc_exp = 2.389883e1 flow_along: 62 -- (-757, -753) |image_list|: 40 |mem_f0_list|: 2 acc_exp = 2.596847e1 flow_along: 62 -- (-757, -753) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 2.902879e1 flow_along: 62 -- (-757, -753) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 3.425805e1 flow_along: 62 -- (-757, -753) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 4.352251e1 Grid # 63/167 flow_along: 63 -- (-751, -747) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.056755e1 flow_along: 63 -- (-751, -747) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 2.053641e1 flow_along: 63 -- (-751, -747) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 2.050534e1 flow_along: 63 -- (-751, -747) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 2.085632e1 flow_along: 63 -- (-751, -747) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 2.142313e1 flow_along: 63 -- (-751, -747) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 2.245067e1 flow_along: 63 -- (-751, -747) |image_list|: 34 |mem_f0_list|: 0 acc_exp = 2.390324e1 flow_along: 63 -- (-751, -747) |image_list|: 46 |mem_f0_list|: 8 acc_exp = 2.597326e1 flow_along: 63 -- (-751, -747) |image_list|: 54 |mem_f0_list|: 28 acc_exp = 2.903415e1 flow_along: 63 -- (-751, -747) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 3.426437e1 flow_along: 63 -- (-751, -747) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 4.353054e1 Grid # 64/167 flow_along: 64 -- (-745, -741) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.065691e1 flow_along: 64 -- (-745, -741) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 2.062563e1 flow_along: 64 -- (-745, -741) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 2.066649e1 flow_along: 64 -- (-745, -741) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 2.102023e1 flow_along: 64 -- (-745, -741) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 2.181667e1 flow_along: 64 -- (-745, -741) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 2.29433e1 flow_along: 64 -- (-745, -741) |image_list|: 32 |mem_f0_list|: 0 acc_exp = 2.450972e1 flow_along: 64 -- (-745, -741) |image_list|: 44 |mem_f0_list|: 9 acc_exp = 2.673374e1 flow_along: 64 -- (-745, -741) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 3.02309e1 flow_along: 64 -- (-745, -741) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 3.586284e1 flow_along: 64 -- (-745, -741) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 4.684223e1 Grid # 65/167 flow_along: 65 -- (-739, -735) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.067392e1 flow_along: 65 -- (-739, -735) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 2.064264e1 flow_along: 65 -- (-739, -735) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 2.071316e1 flow_along: 65 -- (-739, -735) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 2.106769e1 flow_along: 65 -- (-739, -735) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 2.192995e1 flow_along: 65 -- (-739, -735) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 2.316775e1 flow_along: 65 -- (-739, -735) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 2.490628e1 flow_along: 65 -- (-739, -735) |image_list|: 43 |mem_f0_list|: 12 acc_exp = 2.743993e1 flow_along: 65 -- (-739, -735) |image_list|: 46 |mem_f0_list|: 28 acc_exp = 3.148803e1 flow_along: 65 -- (-739, -735) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 3.854077e1 flow_along: 65 -- (-739, -735) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 5.299074e1 Grid # 66/167 flow_along: 66 -- (-733, -729) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.868204e1 flow_along: 66 -- (-733, -729) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.865378e1 flow_along: 66 -- (-733, -729) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.894841e1 flow_along: 66 -- (-733, -729) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.946337e1 flow_along: 66 -- (-733, -729) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 2.037077e1 flow_along: 66 -- (-733, -729) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 2.160115e1 flow_along: 66 -- (-733, -729) |image_list|: 33 |mem_f0_list|: 0 acc_exp = 2.330949e1 flow_along: 66 -- (-733, -729) |image_list|: 47 |mem_f0_list|: 18 acc_exp = 2.587577e1 flow_along: 66 -- (-733, -729) |image_list|: 43 |mem_f0_list|: 28 acc_exp = 3.000387e1 flow_along: 66 -- (-733, -729) |image_list|: 25 |mem_f0_list|: 25 acc_exp = 3.744466e1 Grid # 67/167 flow_along: 67 -- (-727, -723) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 1.85781e1 flow_along: 67 -- (-727, -723) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 1.854999e1 flow_along: 67 -- (-727, -723) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 1.88675e1 flow_along: 67 -- (-727, -723) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 1.938026e1 flow_along: 67 -- (-727, -723) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 2.030982e1 flow_along: 67 -- (-727, -723) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 2.162387e1 flow_along: 67 -- (-727, -723) |image_list|: 31 |mem_f0_list|: 0 acc_exp = 2.34965e1 flow_along: 67 -- (-727, -723) |image_list|: 44 |mem_f0_list|: 18 acc_exp = 2.626551e1 flow_along: 67 -- (-727, -723) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 3.099699e1 flow_along: 67 -- (-727, -723) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 3.937955e1 Grid # 68/167 flow_along: 68 -- (-721, -717) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 1.383845e1 flow_along: 68 -- (-721, -717) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 1.386586e1 flow_along: 68 -- (-721, -717) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 1.410319e1 flow_along: 68 -- (-721, -717) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 1.463756e1 flow_along: 68 -- (-721, -717) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 1.539345e1 flow_along: 68 -- (-721, -717) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 1.644441e1 flow_along: 68 -- (-721, -717) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 1.793658e1 flow_along: 68 -- (-721, -717) |image_list|: 42 |mem_f0_list|: 19 acc_exp = 2.028295e1 flow_along: 68 -- (-721, -717) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 2.406161e1 flow_along: 68 -- (-721, -717) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 3.142806e1 Grid # 69/167 flow_along: 69 -- (-715, -711) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.299533e1 flow_along: 69 -- (-715, -711) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 1.302107e1 flow_along: 69 -- (-715, -711) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.324395e1 flow_along: 69 -- (-715, -711) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 1.374575e1 flow_along: 69 -- (-715, -711) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 1.445559e1 flow_along: 69 -- (-715, -711) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 1.544252e1 flow_along: 69 -- (-715, -711) |image_list|: 36 |mem_f0_list|: 1 acc_exp = 1.684378e1 flow_along: 69 -- (-715, -711) |image_list|: 51 |mem_f0_list|: 28 acc_exp = 1.904719e1 flow_along: 69 -- (-715, -711) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 2.259564e1 flow_along: 69 -- (-715, -711) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 2.951328e1 Grid # 70/167 flow_along: 70 -- (-709, -705) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.30655e1 flow_along: 70 -- (-709, -705) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 1.311013e1 flow_along: 70 -- (-709, -705) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.333453e1 flow_along: 70 -- (-709, -705) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.388028e1 flow_along: 70 -- (-709, -705) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 1.466373e1 flow_along: 70 -- (-709, -705) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 1.576411e1 flow_along: 70 -- (-709, -705) |image_list|: 33 |mem_f0_list|: 2 acc_exp = 1.736776e1 flow_along: 70 -- (-709, -705) |image_list|: 46 |mem_f0_list|: 28 acc_exp = 1.992995e1 flow_along: 70 -- (-709, -705) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 2.43939e1 flow_along: 70 -- (-709, -705) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.353982e1 Grid # 71/167 flow_along: 71 -- (-703, -699) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.309658e1 flow_along: 71 -- (-703, -699) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 1.316164e1 flow_along: 71 -- (-703, -699) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.34386e1 flow_along: 71 -- (-703, -699) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 1.398861e1 flow_along: 71 -- (-703, -699) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 1.477817e1 flow_along: 71 -- (-703, -699) |image_list|: 27 |mem_f0_list|: 0 acc_exp = 1.594691e1 flow_along: 71 -- (-703, -699) |image_list|: 38 |mem_f0_list|: 8 acc_exp = 1.764842e1 flow_along: 71 -- (-703, -699) |image_list|: 44 |mem_f0_list|: 28 acc_exp = 2.035229e1 flow_along: 71 -- (-703, -699) |image_list|: 26 |mem_f0_list|: 26 acc_exp = 2.522655e1 Grid # 72/167 flow_along: 72 -- (-697, -693) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 1.311505e1 flow_along: 72 -- (-697, -693) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.33222e1 flow_along: 72 -- (-697, -693) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.368426e1 flow_along: 72 -- (-697, -693) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.432223e1 flow_along: 72 -- (-697, -693) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 1.518728e1 flow_along: 72 -- (-697, -693) |image_list|: 26 |mem_f0_list|: 0 acc_exp = 1.638838e1 flow_along: 72 -- (-697, -693) |image_list|: 37 |mem_f0_list|: 8 acc_exp = 1.819267e1 flow_along: 72 -- (-697, -693) |image_list|: 43 |mem_f0_list|: 28 acc_exp = 2.109505e1 flow_along: 72 -- (-697, -693) |image_list|: 25 |mem_f0_list|: 25 acc_exp = 2.63265e1 Grid # 73/167 flow_along: 73 -- (-691, -687) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 1.315171e1 flow_along: 73 -- (-691, -687) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.337682e1 flow_along: 73 -- (-691, -687) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.374036e1 flow_along: 73 -- (-691, -687) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.439941e1 flow_along: 73 -- (-691, -687) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 1.533105e1 flow_along: 73 -- (-691, -687) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 1.665873e1 flow_along: 73 -- (-691, -687) |image_list|: 35 |mem_f0_list|: 9 acc_exp = 1.862192e1 flow_along: 73 -- (-691, -687) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 2.197648e1 flow_along: 73 -- (-691, -687) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 2.791961e1 Grid # 74/167 flow_along: 74 -- (-685, -681) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 1.322402e1 flow_along: 74 -- (-685, -681) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 1.345037e1 flow_along: 74 -- (-685, -681) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 1.396e1 flow_along: 74 -- (-685, -681) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 1.46809e1 flow_along: 74 -- (-685, -681) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 1.568322e1 flow_along: 74 -- (-685, -681) |image_list|: 24 |mem_f0_list|: 0 acc_exp = 1.710632e1 flow_along: 74 -- (-685, -681) |image_list|: 35 |mem_f0_list|: 12 acc_exp = 1.934407e1 flow_along: 74 -- (-685, -681) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 2.294782e1 flow_along: 74 -- (-685, -681) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 2.997329e1 Grid # 75/167 flow_along: 75 -- (-679, -675) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 1.322866e1 flow_along: 75 -- (-679, -675) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.345509e1 flow_along: 75 -- (-679, -675) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.39649e1 flow_along: 75 -- (-679, -675) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 1.468605e1 flow_along: 75 -- (-679, -675) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 1.568872e1 flow_along: 75 -- (-679, -675) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 1.711232e1 flow_along: 75 -- (-679, -675) |image_list|: 41 |mem_f0_list|: 18 acc_exp = 1.935086e1 flow_along: 75 -- (-679, -675) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 2.295588e1 flow_along: 75 -- (-679, -675) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 2.998381e1 Grid # 76/167 flow_along: 76 -- (-673, -669) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 9.71805 flow_along: 76 -- (-673, -669) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 9.88439 flow_along: 76 -- (-673, -669) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.028893e1 flow_along: 76 -- (-673, -669) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 1.086967e1 flow_along: 76 -- (-673, -669) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 1.168534e1 flow_along: 76 -- (-673, -669) |image_list|: 25 |mem_f0_list|: 0 acc_exp = 1.287406e1 flow_along: 76 -- (-673, -669) |image_list|: 37 |mem_f0_list|: 19 acc_exp = 1.477332e1 flow_along: 76 -- (-673, -669) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 1.808228e1 flow_along: 76 -- (-673, -669) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 2.486181e1 Grid # 77/167 flow_along: 77 -- (-667, -663) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 9.7117 flow_along: 77 -- (-667, -663) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 9.91607 flow_along: 77 -- (-667, -663) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.032191e1 flow_along: 77 -- (-667, -663) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 1.090451e1 flow_along: 77 -- (-667, -663) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 1.17669e1 flow_along: 77 -- (-667, -663) |image_list|: 29 |mem_f0_list|: 0 acc_exp = 1.30224e1 flow_along: 77 -- (-667, -663) |image_list|: 43 |mem_f0_list|: 27 acc_exp = 1.501754e1 flow_along: 77 -- (-667, -663) |image_list|: 26 |mem_f0_list|: 26 acc_exp = 1.861416e1 Grid # 78/167 flow_along: 78 -- (-661, -657) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 9.65561 flow_along: 78 -- (-661, -657) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 9.91802 flow_along: 78 -- (-661, -657) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.038041e1 flow_along: 78 -- (-661, -657) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.100738e1 flow_along: 78 -- (-661, -657) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 1.18779e1 flow_along: 78 -- (-661, -657) |image_list|: 28 |mem_f0_list|: 0 acc_exp = 1.318561e1 flow_along: 78 -- (-661, -657) |image_list|: 42 |mem_f0_list|: 27 acc_exp = 1.528918e1 flow_along: 78 -- (-661, -657) |image_list|: 25 |mem_f0_list|: 25 acc_exp = 1.908081e1 Grid # 79/167 flow_along: 79 -- (-655, -651) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 9.41485 flow_along: 79 -- (-655, -651) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 9.67072 flow_along: 79 -- (-655, -651) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.013457e1 flow_along: 79 -- (-655, -651) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.079027e1 flow_along: 79 -- (-655, -651) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 1.172471e1 flow_along: 79 -- (-655, -651) |image_list|: 27 |mem_f0_list|: 1 acc_exp = 1.310644e1 flow_along: 79 -- (-655, -651) |image_list|: 39 |mem_f0_list|: 28 acc_exp = 1.546744e1 flow_along: 79 -- (-655, -651) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 1.965033e1 Grid # 80/167 flow_along: 80 -- (-649, -645) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 9.43753 flow_along: 80 -- (-649, -645) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 9.78438 flow_along: 80 -- (-649, -645) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.025368e1 flow_along: 80 -- (-649, -645) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.091709e1 flow_along: 80 -- (-649, -645) |image_list|: 19 |mem_f0_list|: 0 acc_exp = 1.186251e1 flow_along: 80 -- (-649, -645) |image_list|: 27 |mem_f0_list|: 2 acc_exp = 1.329434e1 flow_along: 80 -- (-649, -645) |image_list|: 38 |mem_f0_list|: 28 acc_exp = 1.573092e1 flow_along: 80 -- (-649, -645) |image_list|: 18 |mem_f0_list|: 18 acc_exp = 2.024999e1 Grid # 81/167 flow_along: 81 -- (-643, -639) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 9.49238 flow_along: 81 -- (-643, -639) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 9.85204 flow_along: 81 -- (-643, -639) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.036081e1 flow_along: 81 -- (-643, -639) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 1.106818e1 flow_along: 81 -- (-643, -639) |image_list|: 21 |mem_f0_list|: 0 acc_exp = 1.207251e1 flow_along: 81 -- (-643, -639) |image_list|: 31 |mem_f0_list|: 8 acc_exp = 1.365177e1 flow_along: 81 -- (-643, -639) |image_list|: 35 |mem_f0_list|: 28 acc_exp = 1.619506e1 flow_along: 81 -- (-643, -639) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 2.115317e1 Grid # 82/167 flow_along: 82 -- (-637, -633) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 9.48634 flow_along: 82 -- (-637, -633) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 9.87459 flow_along: 82 -- (-637, -633) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 1.043195e1 flow_along: 82 -- (-637, -633) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 1.121477e1 flow_along: 82 -- (-637, -633) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 1.235562e1 flow_along: 82 -- (-637, -633) |image_list|: 27 |mem_f0_list|: 9 acc_exp = 1.41784e1 flow_along: 82 -- (-637, -633) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 1.73541e1 flow_along: 82 -- (-637, -633) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 2.386061e1 Grid # 83/167 flow_along: 83 -- (-631, -627) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 9.55705 flow_along: 83 -- (-631, -627) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 9.9482 flow_along: 83 -- (-631, -627) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.050971e1 flow_along: 83 -- (-631, -627) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.129837e1 flow_along: 83 -- (-631, -627) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 1.244772e1 flow_along: 83 -- (-631, -627) |image_list|: 30 |mem_f0_list|: 12 acc_exp = 1.428408e1 flow_along: 83 -- (-631, -627) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 1.748346e1 flow_along: 83 -- (-631, -627) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 2.403848e1 Grid # 84/167 flow_along: 84 -- (-625, -621) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 9.55473 flow_along: 84 -- (-625, -621) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 9.94579 flow_along: 84 -- (-625, -621) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.050716e1 flow_along: 84 -- (-625, -621) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 1.133812e1 flow_along: 84 -- (-625, -621) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 1.254788e1 flow_along: 84 -- (-625, -621) |image_list|: 34 |mem_f0_list|: 18 acc_exp = 1.447031e1 flow_along: 84 -- (-625, -621) |image_list|: 26 |mem_f0_list|: 26 acc_exp = 1.793587e1 Grid # 85/167 flow_along: 85 -- (-619, -615) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 9.63837 flow_along: 85 -- (-619, -615) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 1.008772e1 flow_along: 85 -- (-619, -615) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.069701e1 flow_along: 85 -- (-619, -615) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 1.154299e1 flow_along: 85 -- (-619, -615) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 1.281383e1 flow_along: 85 -- (-619, -615) |image_list|: 34 |mem_f0_list|: 19 acc_exp = 1.485809e1 flow_along: 85 -- (-619, -615) |image_list|: 25 |mem_f0_list|: 25 acc_exp = 1.854281e1 Grid # 86/167 flow_along: 86 -- (-613, -609) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 9.72008 flow_along: 86 -- (-613, -609) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.01863e1 flow_along: 86 -- (-613, -609) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.084535e1 flow_along: 86 -- (-613, -609) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 1.178456e1 flow_along: 86 -- (-613, -609) |image_list|: 20 |mem_f0_list|: 0 acc_exp = 1.317334e1 flow_along: 86 -- (-613, -609) |image_list|: 30 |mem_f0_list|: 19 acc_exp = 1.55464e1 flow_along: 86 -- (-613, -609) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 1.975064e1 Grid # 87/167 flow_along: 87 -- (-607, -603) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 9.74469 flow_along: 87 -- (-607, -603) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.021209e1 flow_along: 87 -- (-607, -603) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 1.087281e1 flow_along: 87 -- (-607, -603) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 1.18144e1 flow_along: 87 -- (-607, -603) |image_list|: 23 |mem_f0_list|: 0 acc_exp = 1.324042e1 flow_along: 87 -- (-607, -603) |image_list|: 35 |mem_f0_list|: 25 acc_exp = 1.566711e1 flow_along: 87 -- (-607, -603) |image_list|: 18 |mem_f0_list|: 18 acc_exp = 2.016786e1 Grid # 88/167 flow_along: 88 -- (-601, -597) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 9.737 flow_along: 88 -- (-601, -597) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 1.023983e1 flow_along: 88 -- (-601, -597) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 1.093893e1 flow_along: 88 -- (-601, -597) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 1.193154e1 flow_along: 88 -- (-601, -597) |image_list|: 22 |mem_f0_list|: 0 acc_exp = 1.349236e1 flow_along: 88 -- (-601, -597) |image_list|: 34 |mem_f0_list|: 27 acc_exp = 1.600595e1 flow_along: 88 -- (-601, -597) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 2.090616e1 Grid # 89/167 flow_along: 89 -- (-595, -591) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 7.433768 flow_along: 89 -- (-595, -591) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 7.830512 flow_along: 89 -- (-595, -591) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 8.36871 flow_along: 89 -- (-595, -591) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 9.19552 flow_along: 89 -- (-595, -591) |image_list|: 23 |mem_f0_list|: 1 acc_exp = 1.044032e1 flow_along: 89 -- (-595, -591) |image_list|: 34 |mem_f0_list|: 28 acc_exp = 1.247988e1 flow_along: 89 -- (-595, -591) |image_list|: 12 |mem_f0_list|: 12 acc_exp = 1.637821e1 Grid # 90/167 flow_along: 90 -- (-589, -585) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 7.073336 flow_along: 90 -- (-589, -585) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 7.472578 flow_along: 90 -- (-589, -585) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 8.03332 flow_along: 90 -- (-589, -585) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 8.85053 flow_along: 90 -- (-589, -585) |image_list|: 20 |mem_f0_list|: 2 acc_exp = 1.015621e1 flow_along: 90 -- (-589, -585) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 1.243102e1 flow_along: 90 -- (-589, -585) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 1.709175e1 Grid # 91/167 flow_along: 91 -- (-583, -579) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 7.113381 flow_along: 91 -- (-583, -579) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 7.514883 flow_along: 91 -- (-583, -579) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 8.0788 flow_along: 91 -- (-583, -579) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 8.90064 flow_along: 91 -- (-583, -579) |image_list|: 26 |mem_f0_list|: 8 acc_exp = 1.021371e1 flow_along: 91 -- (-583, -579) |image_list|: 29 |mem_f0_list|: 28 acc_exp = 1.25014e1 flow_along: 91 -- (-583, -579) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 1.718851e1 Grid # 92/167 flow_along: 92 -- (-577, -573) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 7.129088 flow_along: 92 -- (-577, -573) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 7.531477 flow_along: 92 -- (-577, -573) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 8.1271 flow_along: 92 -- (-577, -573) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 8.99425 flow_along: 92 -- (-577, -573) |image_list|: 25 |mem_f0_list|: 9 acc_exp = 1.037224e1 flow_along: 92 -- (-577, -573) |image_list|: 26 |mem_f0_list|: 26 acc_exp = 1.285633e1 Grid # 93/167 flow_along: 93 -- (-571, -567) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 7.151232 flow_along: 93 -- (-571, -567) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 7.58316 flow_along: 93 -- (-571, -567) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 8.18287 flow_along: 93 -- (-571, -567) |image_list|: 18 |mem_f0_list|: 0 acc_exp = 9.08377 flow_along: 93 -- (-571, -567) |image_list|: 27 |mem_f0_list|: 12 acc_exp = 1.053296e1 flow_along: 93 -- (-571, -567) |image_list|: 25 |mem_f0_list|: 25 acc_exp = 1.314507e1 Grid # 94/167 flow_along: 94 -- (-565, -561) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 7.193395 flow_along: 94 -- (-565, -561) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 7.658809 flow_along: 94 -- (-565, -561) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 8.32206 flow_along: 94 -- (-565, -561) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 9.30279 flow_along: 94 -- (-565, -561) |image_list|: 26 |mem_f0_list|: 15 acc_exp = 1.09786e1 flow_along: 94 -- (-565, -561) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 1.394757e1 Grid # 95/167 flow_along: 95 -- (-559, -555) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 5.59453 flow_along: 95 -- (-559, -555) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.956496 flow_along: 95 -- (-559, -555) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 6.472331 flow_along: 95 -- (-559, -555) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 7.253553 flow_along: 95 -- (-559, -555) |image_list|: 25 |mem_f0_list|: 15 acc_exp = 8.58297 flow_along: 95 -- (-559, -555) |image_list|: 18 |mem_f0_list|: 18 acc_exp = 1.104863e1 Grid # 96/167 flow_along: 96 -- (-553, -549) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 5.29689 flow_along: 96 -- (-553, -549) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 5.658527 flow_along: 96 -- (-553, -549) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 6.171983 flow_along: 96 -- (-553, -549) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 6.979369 flow_along: 96 -- (-553, -549) |image_list|: 25 |mem_f0_list|: 18 acc_exp = 8.2796 flow_along: 96 -- (-553, -549) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 1.08144e1 Grid # 97/167 flow_along: 97 -- (-547, -543) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 5.313655 flow_along: 97 -- (-547, -543) |image_list|: 6 |mem_f0_list|: 0 acc_exp = 5.67887 flow_along: 97 -- (-547, -543) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 6.23993 flow_along: 97 -- (-547, -543) |image_list|: 16 |mem_f0_list|: 0 acc_exp = 7.08463 flow_along: 97 -- (-547, -543) |image_list|: 25 |mem_f0_list|: 19 acc_exp = 8.46864 flow_along: 97 -- (-547, -543) |image_list|: 12 |mem_f0_list|: 12 acc_exp = 1.111398e1 Grid # 98/167 flow_along: 98 -- (-541, -537) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 5.325924 flow_along: 98 -- (-541, -537) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.725585 flow_along: 98 -- (-541, -537) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 6.30661 flow_along: 98 -- (-541, -537) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 7.20239 flow_along: 98 -- (-541, -537) |image_list|: 27 |mem_f0_list|: 25 acc_exp = 8.75594 flow_along: 98 -- (-541, -537) |image_list|: 6 |mem_f0_list|: 6 acc_exp = 1.186911e1 Grid # 99/167 flow_along: 99 -- (-535, -531) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 5.341158 flow_along: 99 -- (-535, -531) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.741963 flow_along: 99 -- (-535, -531) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 6.326079 flow_along: 99 -- (-535, -531) |image_list|: 17 |mem_f0_list|: 0 acc_exp = 7.259339 flow_along: 99 -- (-535, -531) |image_list|: 28 |mem_f0_list|: 27 acc_exp = 8.88529 flow_along: 99 -- (-535, -531) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 1.221663e1 Grid # 100/167 flow_along: 100 -- (-529, -525) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 5.371275 flow_along: 100 -- (-529, -525) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.796065 flow_along: 100 -- (-529, -525) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 6.414494 flow_along: 100 -- (-529, -525) |image_list|: 17 |mem_f0_list|: 1 acc_exp = 7.397244 flow_along: 100 -- (-529, -525) |image_list|: 26 |mem_f0_list|: 26 acc_exp = 9.16884 Grid # 101/167 flow_along: 101 -- (-523, -519) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 5.396965 flow_along: 101 -- (-523, -519) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.823786 flow_along: 101 -- (-523, -519) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 6.464962 flow_along: 101 -- (-523, -519) |image_list|: 17 |mem_f0_list|: 2 acc_exp = 7.496352 flow_along: 101 -- (-523, -519) |image_list|: 25 |mem_f0_list|: 25 acc_exp = 9.3554 Grid # 102/167 flow_along: 102 -- (-517, -513) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 5.397045 flow_along: 102 -- (-517, -513) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.864431 flow_along: 102 -- (-517, -513) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 6.555539 flow_along: 102 -- (-517, -513) |image_list|: 17 |mem_f0_list|: 6 acc_exp = 7.736457 flow_along: 102 -- (-517, -513) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 9.82863 Grid # 103/167 flow_along: 103 -- (-511, -507) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 5.437079 flow_along: 103 -- (-511, -507) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 5.907932 flow_along: 103 -- (-511, -507) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 6.62103 flow_along: 103 -- (-511, -507) |image_list|: 18 |mem_f0_list|: 8 acc_exp = 7.834526 flow_along: 103 -- (-511, -507) |image_list|: 18 |mem_f0_list|: 18 acc_exp = 1.008517e1 Grid # 104/167 flow_along: 104 -- (-505, -501) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 4.183613 flow_along: 104 -- (-505, -501) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 4.563235 flow_along: 104 -- (-505, -501) |image_list|: 11 |mem_f0_list|: 0 acc_exp = 5.128426 flow_along: 104 -- (-505, -501) |image_list|: 18 |mem_f0_list|: 9 acc_exp = 6.068359 flow_along: 104 -- (-505, -501) |image_list|: 16 |mem_f0_list|: 16 acc_exp = 7.836945 Grid # 105/167 flow_along: 105 -- (-499, -495) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 4.214674 flow_along: 105 -- (-499, -495) |image_list|: 7 |mem_f0_list|: 0 acc_exp = 4.597115 flow_along: 105 -- (-499, -495) |image_list|: 12 |mem_f0_list|: 0 acc_exp = 5.198484 flow_along: 105 -- (-499, -495) |image_list|: 19 |mem_f0_list|: 12 acc_exp = 6.166949 flow_along: 105 -- (-499, -495) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 8.05495 Grid # 106/167 flow_along: 106 -- (-493, -489) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 4.227055 flow_along: 106 -- (-493, -489) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.610619 flow_along: 106 -- (-493, -489) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 5.213756 flow_along: 106 -- (-493, -489) |image_list|: 22 |mem_f0_list|: 15 acc_exp = 6.185065 flow_along: 106 -- (-493, -489) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 8.07861 Grid # 107/167 flow_along: 107 -- (-487, -483) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 4.225294 flow_along: 107 -- (-487, -483) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.642743 flow_along: 107 -- (-487, -483) |image_list|: 15 |mem_f0_list|: 0 acc_exp = 5.271233 flow_along: 107 -- (-487, -483) |image_list|: 24 |mem_f0_list|: 18 acc_exp = 6.300992 flow_along: 107 -- (-487, -483) |image_list|: 12 |mem_f0_list|: 12 acc_exp = 8.26922 Grid # 108/167 flow_along: 108 -- (-481, -477) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 4.251839 flow_along: 108 -- (-481, -477) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 4.683309 flow_along: 108 -- (-481, -477) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 5.348519 flow_along: 108 -- (-481, -477) |image_list|: 21 |mem_f0_list|: 19 acc_exp = 6.50219 flow_along: 108 -- (-481, -477) |image_list|: 6 |mem_f0_list|: 6 acc_exp = 8.81404 Grid # 109/167 flow_along: 109 -- (-475, -471) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 4.222414 flow_along: 109 -- (-475, -471) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 4.65195 flow_along: 109 -- (-475, -471) |image_list|: 13 |mem_f0_list|: 0 acc_exp = 5.338232 flow_along: 109 -- (-475, -471) |image_list|: 22 |mem_f0_list|: 21 acc_exp = 6.533899 flow_along: 109 -- (-475, -471) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 8.98363 Grid # 110/167 flow_along: 110 -- (-469, -465) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 4.244036 flow_along: 110 -- (-469, -465) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.696867 flow_along: 110 -- (-469, -465) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 5.416463 flow_along: 110 -- (-469, -465) |image_list|: 23 |mem_f0_list|: 23 acc_exp = 6.713676 Grid # 111/167 flow_along: 111 -- (-463, -459) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 4.253626 flow_along: 111 -- (-463, -459) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.721933 flow_along: 111 -- (-463, -459) |image_list|: 14 |mem_f0_list|: 0 acc_exp = 5.475248 flow_along: 111 -- (-463, -459) |image_list|: 24 |mem_f0_list|: 24 acc_exp = 6.833079 Grid # 112/167 flow_along: 112 -- (-457, -453) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 4.262048 flow_along: 112 -- (-457, -453) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.753638 flow_along: 112 -- (-457, -453) |image_list|: 15 |mem_f0_list|: 1 acc_exp = 5.533151 flow_along: 112 -- (-457, -453) |image_list|: 23 |mem_f0_list|: 23 acc_exp = 6.92839 Grid # 113/167 flow_along: 113 -- (-451, -447) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 4.27998 flow_along: 113 -- (-451, -447) |image_list|: 8 |mem_f0_list|: 0 acc_exp = 4.784365 flow_along: 113 -- (-451, -447) |image_list|: 13 |mem_f0_list|: 2 acc_exp = 5.646222 flow_along: 113 -- (-451, -447) |image_list|: 19 |mem_f0_list|: 19 acc_exp = 7.173139 Grid # 114/167 flow_along: 114 -- (-445, -441) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 4.266688 flow_along: 114 -- (-445, -441) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.781685 flow_along: 114 -- (-445, -441) |image_list|: 15 |mem_f0_list|: 5 acc_exp = 5.658067 flow_along: 114 -- (-445, -441) |image_list|: 18 |mem_f0_list|: 18 acc_exp = 7.28348 Grid # 115/167 flow_along: 115 -- (-439, -435) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.925393 flow_along: 115 -- (-439, -435) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.411582 flow_along: 115 -- (-439, -435) |image_list|: 15 |mem_f0_list|: 6 acc_exp = 5.220133 flow_along: 115 -- (-439, -435) |image_list|: 16 |mem_f0_list|: 16 acc_exp = 6.741509 Grid # 116/167 flow_along: 116 -- (-433, -429) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.913655 flow_along: 116 -- (-433, -429) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.425618 flow_along: 116 -- (-433, -429) |image_list|: 15 |mem_f0_list|: 8 acc_exp = 5.250099 flow_along: 116 -- (-433, -429) |image_list|: 13 |mem_f0_list|: 13 acc_exp = 6.857415 Grid # 117/167 flow_along: 117 -- (-427, -423) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.889989 flow_along: 117 -- (-427, -423) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.416578 flow_along: 117 -- (-427, -423) |image_list|: 15 |mem_f0_list|: 9 acc_exp = 5.279376 flow_along: 117 -- (-427, -423) |image_list|: 12 |mem_f0_list|: 12 acc_exp = 6.928487 Grid # 118/167 flow_along: 118 -- (-421, -417) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.902428 flow_along: 118 -- (-421, -417) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.440429 flow_along: 118 -- (-421, -417) |image_list|: 15 |mem_f0_list|: 12 acc_exp = 5.379285 flow_along: 118 -- (-421, -417) |image_list|: 8 |mem_f0_list|: 8 acc_exp = 7.223556 Grid # 119/167 flow_along: 119 -- (-415, -411) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.929229 flow_along: 119 -- (-415, -411) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.48733 flow_along: 119 -- (-415, -411) |image_list|: 15 |mem_f0_list|: 13 acc_exp = 5.455243 flow_along: 119 -- (-415, -411) |image_list|: 6 |mem_f0_list|: 6 acc_exp = 7.394854 Grid # 120/167 flow_along: 120 -- (-409, -405) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.930157 flow_along: 120 -- (-409, -405) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.509957 flow_along: 120 -- (-409, -405) |image_list|: 16 |mem_f0_list|: 15 acc_exp = 5.520106 flow_along: 120 -- (-409, -405) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 7.58974 Grid # 121/167 flow_along: 121 -- (-403, -399) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.968034 flow_along: 121 -- (-403, -399) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.575968 flow_along: 121 -- (-403, -399) |image_list|: 16 |mem_f0_list|: 16 acc_exp = 5.671886 Grid # 122/167 flow_along: 122 -- (-397, -393) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.968387 flow_along: 122 -- (-397, -393) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.601486 flow_along: 122 -- (-397, -393) |image_list|: 16 |mem_f0_list|: 16 acc_exp = 5.742629 Grid # 123/167 flow_along: 123 -- (-391, -387) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.966726 flow_along: 123 -- (-391, -387) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.617199 flow_along: 123 -- (-391, -387) |image_list|: 16 |mem_f0_list|: 16 acc_exp = 5.781473 Grid # 124/167 flow_along: 124 -- (-385, -381) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.403568 flow_along: 124 -- (-385, -381) |image_list|: 10 |mem_f0_list|: 0 acc_exp = 3.971161 flow_along: 124 -- (-385, -381) |image_list|: 18 |mem_f0_list|: 18 acc_exp = 4.982403 Grid # 125/167 flow_along: 125 -- (-379, -375) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.42992 flow_along: 125 -- (-379, -375) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.047788 flow_along: 125 -- (-379, -375) |image_list|: 16 |mem_f0_list|: 16 acc_exp = 5.142437 Grid # 126/167 flow_along: 126 -- (-373, -369) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.451213 flow_along: 126 -- (-373, -369) |image_list|: 9 |mem_f0_list|: 0 acc_exp = 4.083748 flow_along: 126 -- (-373, -369) |image_list|: 17 |mem_f0_list|: 17 acc_exp = 5.256901 Grid # 127/167 flow_along: 127 -- (-367, -363) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.465526 flow_along: 127 -- (-367, -363) |image_list|: 10 |mem_f0_list|: 1 acc_exp = 4.100685 flow_along: 127 -- (-367, -363) |image_list|: 16 |mem_f0_list|: 16 acc_exp = 5.295804 Grid # 128/167 flow_along: 128 -- (-361, -357) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 3.460374 flow_along: 128 -- (-361, -357) |image_list|: 8 |mem_f0_list|: 2 acc_exp = 4.136374 flow_along: 128 -- (-361, -357) |image_list|: 12 |mem_f0_list|: 12 acc_exp = 5.428446 Grid # 129/167 flow_along: 129 -- (-355, -351) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 3.484711 flow_along: 129 -- (-355, -351) |image_list|: 8 |mem_f0_list|: 3 acc_exp = 4.204338 flow_along: 129 -- (-355, -351) |image_list|: 11 |mem_f0_list|: 11 acc_exp = 5.600089 Grid # 130/167 flow_along: 130 -- (-349, -345) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 2.632311 flow_along: 130 -- (-349, -345) |image_list|: 8 |mem_f0_list|: 5 acc_exp = 3.18887 flow_along: 130 -- (-349, -345) |image_list|: 8 |mem_f0_list|: 8 acc_exp = 4.282164 Grid # 131/167 flow_along: 131 -- (-343, -339) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 2.643318 flow_along: 131 -- (-343, -339) |image_list|: 8 |mem_f0_list|: 6 acc_exp = 3.213479 flow_along: 131 -- (-343, -339) |image_list|: 6 |mem_f0_list|: 6 acc_exp = 4.356032 Grid # 132/167 flow_along: 132 -- (-337, -333) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 2.665279 flow_along: 132 -- (-337, -333) |image_list|: 9 |mem_f0_list|: 8 acc_exp = 3.262254 flow_along: 132 -- (-337, -333) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 4.485359 Grid # 133/167 flow_along: 133 -- (-331, -327) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 2.674178 flow_along: 133 -- (-331, -327) |image_list|: 8 |mem_f0_list|: 8 acc_exp = 3.285084 Grid # 134/167 flow_along: 134 -- (-325, -321) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.684566 flow_along: 134 -- (-325, -321) |image_list|: 10 |mem_f0_list|: 10 acc_exp = 3.327504 Grid # 135/167 flow_along: 135 -- (-319, -315) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.697448 flow_along: 135 -- (-319, -315) |image_list|: 10 |mem_f0_list|: 10 acc_exp = 3.366401 Grid # 136/167 flow_along: 136 -- (-313, -309) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.603457 flow_along: 136 -- (-313, -309) |image_list|: 10 |mem_f0_list|: 10 acc_exp = 3.259945 Grid # 137/167 flow_along: 137 -- (-307, -303) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.563387 flow_along: 137 -- (-307, -303) |image_list|: 10 |mem_f0_list|: 10 acc_exp = 3.216144 Grid # 138/167 flow_along: 138 -- (-301, -297) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.616167 flow_along: 138 -- (-301, -297) |image_list|: 11 |mem_f0_list|: 11 acc_exp = 3.310475 Grid # 139/167 flow_along: 139 -- (-295, -291) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 2.632856 flow_along: 139 -- (-295, -291) |image_list|: 9 |mem_f0_list|: 9 acc_exp = 3.389206 Grid # 140/167 flow_along: 140 -- (-289, -285) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 2.655868 flow_along: 140 -- (-289, -285) |image_list|: 9 |mem_f0_list|: 9 acc_exp = 3.429905 Grid # 141/167 flow_along: 141 -- (-283, -279) |image_list|: 4 |mem_f0_list|: 0 acc_exp = 2.665443 flow_along: 141 -- (-283, -279) |image_list|: 9 |mem_f0_list|: 9 acc_exp = 3.463188 Grid # 142/167 flow_along: 142 -- (-277, -273) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 2.68888 flow_along: 142 -- (-277, -273) |image_list|: 10 |mem_f0_list|: 10 acc_exp = 3.512079 Grid # 143/167 flow_along: 143 -- (-271, -267) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.429483 flow_along: 143 -- (-271, -267) |image_list|: 11 |mem_f0_list|: 11 acc_exp = 4.500745 Grid # 144/167 flow_along: 144 -- (-265, -261) |image_list|: 5 |mem_f0_list|: 0 acc_exp = 3.442293 flow_along: 144 -- (-265, -261) |image_list|: 11 |mem_f0_list|: 11 acc_exp = 4.585061 Grid # 145/167 flow_along: 145 -- (-259, -255) |image_list|: 5 |mem_f0_list|: 1 acc_exp = 3.475911 flow_along: 145 -- (-259, -255) |image_list|: 9 |mem_f0_list|: 9 acc_exp = 4.655229 Grid # 146/167 flow_along: 146 -- (-253, -249) |image_list|: 4 |mem_f0_list|: 2 acc_exp = 3.324704 flow_along: 146 -- (-253, -249) |image_list|: 6 |mem_f0_list|: 6 acc_exp = 4.506802 Grid # 147/167 flow_along: 147 -- (-247, -243) |image_list|: 5 |mem_f0_list|: 4 acc_exp = 3.340348 flow_along: 147 -- (-247, -243) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 4.592733 Grid # 148/167 flow_along: 148 -- (-241, -237) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.370567 Grid # 149/167 flow_along: 149 -- (-235, -231) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.385858 Grid # 150/167 flow_along: 150 -- (-229, -225) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.184313 Grid # 151/167 flow_along: 151 -- (-223, -219) |image_list|: 4 |mem_f0_list|: 4 acc_exp = 3.202492 Grid # 152/167 flow_along: 152 -- (-217, -213) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.224696 Grid # 153/167 flow_along: 153 -- (-211, -207) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.239076 Grid # 154/167 flow_along: 154 -- (-205, -201) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.105495 Grid # 155/167 flow_along: 155 -- (-199, -195) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.116565 Grid # 156/167 flow_along: 156 -- (-193, -189) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.135833 Grid # 157/167 flow_along: 157 -- (-187, -183) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.174137 Grid # 158/167 flow_along: 158 -- (-181, -177) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.056472 Grid # 159/167 flow_along: 159 -- (-175, -171) |image_list|: 4 |mem_f0_list|: 4 acc_exp = 3.079526 Grid # 160/167 flow_along: 160 -- (-169, -165) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.089095 Grid # 161/167 flow_along: 161 -- (-163, -159) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.001056 Grid # 162/167 flow_along: 162 -- (-157, -153) |image_list|: 4 |mem_f0_list|: 4 acc_exp = 3.017801 Grid # 163/167 flow_along: 163 -- (-151, -147) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.072012 Grid # 164/167 flow_along: 164 -- (-145, -141) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.076909 Grid # 165/167 flow_along: 165 -- (-139, -135) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 2.98993 Grid # 166/167 flow_along: 166 -- (-133, -129) |image_list|: 5 |mem_f0_list|: 5 acc_exp = 3.028536 EXPANSION_MAIN finished smallest accumulated expansion for orbits returning to F: 2.98993 the smallest expansion factor for orbits confined to F: 1.844656 minimal expansion in F: 1.168909 longest number of iterates: 36 ### Ignoring duplicate rewrite rule: ### aform.ode ?ode_e1 ?x1 \ einterpret ?ode_e1 (list_of_eucl ?x1) ### Rule already declared as introduction (intro) ### (\x. ?f x = ?g x) \ ?f = ?g 0.359s elapsed time, 0.720s cpu time, 0.000s GC time Success (Phase "fix_rel") Phase "trans" 0.531s elapsed time, 1.016s cpu time, 0.264s GC time Success (Phase "trans") "78" :: "nat" ### Missing patterns in function definition: ### list3 [] = undefined ### \v. list3 [v] = undefined ### \v vb. list3 [v, vb] = undefined ### (1 more) Found termination order: "{}" Phase "id_op" Failed to identify: op_map_lookup Failed to identify: op_map_lookup Failed to identify: op_map_lookup Failed to identify: op_map_lookup 2.370s elapsed time, 4.692s cpu time, 0.232s GC time Success (Phase "id_op") Phase "rel_inf" 2.059s elapsed time, 4.096s cpu time, 0.064s GC time Success (Phase "rel_inf") Phase "fix_rel" 1.344s elapsed time, 2.664s cpu time, 0.088s GC time Success (Phase "fix_rel") Phase "trans" 2.656s elapsed time, 5.268s cpu time, 0.156s GC time Success (Phase "trans") [([-1.111456e-1, -2.334547e-2, -1.114561e-2, 0e-1, 0e-1, 0e-1, -5.529407e-1, 0e-1, 0e-1, -5.95708e-1, 0e-1, 0e-1, 1], [-8.885436e-2, 2.334546e-2, 1.235349e-1, 0e-1, 0e-1, 0e-1, 5.572069e-1, 0e-1, 0e-1, -8.83368e-2, 0e-1, 0e-1, 3.09485009821345068724781056e26]), ([8.885435e-2, -2.334547e-2, -1.114561e-2, 0e-1, 0e-1, 0e-1, -5.529407e-1, 0e-1, 0e-1, 8.833679e-2, 0e-1, 0e-1, 1], [1.111455e-1, 2.334546e-2, 1.235349e-1, 0e-1, 0e-1, 0e-1, 5.572069e-1, 0e-1, 0e-1, 5.957079e-1, 0e-1, 0e-1, 3.09485009821345068724781056e26])] "()" :: "unit" deriving "show" instance for type "Extended_Real.ereal" generating show-function for type "Extended_Real.ereal" after unfold_tac 1. shows_string ''MInfty'' (:001 @ :002) = shows_string ''MInfty'' :001 @ :002 after unfold_tac 1. shows_string ''PInfty'' (:001 @ :002) = shows_string ''PInfty'' :001 @ :002 after unfold_tac 1. (((shows_pl :001 \\ shows_string) ''ereal'' \ shows_space \\\ showsp_real) 1 :000 \\ shows_pr) :001 (:002 @ :003) = (((shows_pl :001 \\ shows_string) ''ereal'' \ shows_space \\\ showsp_real) 1 :000 \\ shows_pr) :001 :002 @ :003 Phase "id_op" 0.044s elapsed time, 0.088s cpu time, 0.000s GC time Success (Phase "id_op") Phase "rel_inf" 0.167s elapsed time, 0.332s cpu time, 0.000s GC time Success (Phase "rel_inf") Phase "fix_rel" 0.138s elapsed time, 0.276s cpu time, 0.000s GC time Success (Phase "fix_rel") Phase "trans" 0.080s elapsed time, 0.160s cpu time, 0.000s GC time Success (Phase "trans") Phase "id_op" Failed to identify: (\) Failed to identify: (\) 0.059s elapsed time, 0.116s cpu time, 0.000s GC time Success (Phase "id_op") Phase "rel_inf" 0.037s elapsed time, 0.076s cpu time, 0.000s GC time Success (Phase "rel_inf") Phase "fix_rel" 0.024s elapsed time, 0.048s cpu time, 0.000s GC time Success (Phase "fix_rel") Phase "trans" 0.020s elapsed time, 0.040s cpu time, 0.000s GC time Success (Phase "trans") Phase "id_op" Failed to identify: op_map_lookup Failed to identify: op_str_Cons 0.548s elapsed time, 1.096s cpu time, 0.000s GC time Success (Phase "id_op") Phase "rel_inf" 0.357s elapsed time, 0.716s cpu time, 0.000s GC time Success (Phase "rel_inf") Phase "fix_rel" 0.208s elapsed time, 0.416s cpu time, 0.000s GC time Success (Phase "fix_rel") Phase "trans" 0.332s elapsed time, 0.664s cpu time, 0.000s GC time Success (Phase "trans") ### Ambiguous input (line 1509 of "~~/afp/thys/Ordinary_Differential_Equations/Ex/Lorenz/Lorenz_Approximation.thy") produces 2 parse trees: ### ("\<^const>HOL.Trueprop" ### ("\<^const>Set.member" ### ("_tuple" ### ("_lambda" ("_position" x) ### ("_case_syntax" ("_position" x) ### ("_case2" ### ("_case1" ### ("_tuple" ("\<^const>Pure.dummy_pattern") ### ("_tuple_arg" ### ("_applC" ("_position" Some) ("_position" xs)))) ### ("_applC" ("_position" RETURN) ### ("_list" ### ("_args" ### ("\<^const>List.nth" ("_position" xs) ### ("\<^const>Groups.zero_class.zero")) ### ("_args" ### ("\<^const>List.nth" ("_position" xs) ### ("_Numeral" ("_constify" ("_position" 3)))) ### ("\<^const>List.nth" ("_position" xs) ### ("_Numeral" ("_constify" ("_position" 6))))))))) ### ("_case1" ### ("_tuple" ("\<^const>Pure.dummy_pattern") ### ("_tuple_arg" ("_position" None))) ### ("_position" SUCCEED))))) ### ("_tuple_arg" ("_position" of_mat1_image))) ### ("\<^const>FuncSet.funcset" ("_position" aform.appr1_rel) ### ("_rel_APP" ("_position" aform.appr_rel) ("_position" nres_rel))))) ### ("\<^const>HOL.Trueprop" ### ("\<^const>Set.member" ### ("_tuple" ### ("_lambda" ("_position" x) ### ("_case_syntax" ("_position" x) ### ("_case2" ### ("_case1" ### ("_tuple" ("\<^const>Pure.dummy_pattern") ### ("_tuple_arg" ### ("_applC" ("_position" Some) ("_position" xs)))) ### ("_applC" ("_position" RETURN) ### ("_list" ### ("_args" ### ("\<^const>List.nth" ("_position" xs) ### ("\<^const>Groups.zero_class.zero")) ### ("_args" ### ("\<^const>List.nth" ("_position" xs) ### ("_Numeral" ("_constify" ("_position" 3)))) ### ("\<^const>List.nth" ("_position" xs) ### ("_Numeral" ("_constify" ("_position" 6))))))))) ### ("_case1" ### ("_tuple" ("\<^const>Pure.dummy_pattern") ### ("_tuple_arg" ("_position" None))) ### ("_position" SUCCEED))))) ### ("_tuple_arg" ("_position" of_mat1_image))) ### ("\<^const>Relators.fun_rel_syn" ("_position" aform.appr1_rel) ### ("_rel_APP" ("_position" aform.appr_rel) ("_position" nres_rel))))) ### Fortunately, only one parse tree is well-formed and type-correct, ### but you may still want to disambiguate your grammar or your input. Phase "id_op" Failed to identify: op_str_Cons 0.838s elapsed time, 1.680s cpu time, 0.000s GC time Success (Phase "id_op") Phase "rel_inf" 0.706s elapsed time, 1.364s cpu time, 0.236s GC time Success (Phase "rel_inf") Phase "fix_rel" 0.183s elapsed time, 0.368s cpu time, 0.000s GC time Success (Phase "fix_rel") Phase "trans" 0.471s elapsed time, 0.944s cpu time, 0.000s GC time Success (Phase "trans") Found termination order: "{}" Phase "id_op" 0.057s elapsed time, 0.116s cpu time, 0.000s GC time Success (Phase "id_op") Phase "rel_inf" 0.070s elapsed time, 0.140s cpu time, 0.000s GC time Success (Phase "rel_inf") Phase "fix_rel" 0.035s elapsed time, 0.068s cpu time, 0.000s GC time Success (Phase "fix_rel") Phase "trans" 0.033s elapsed time, 0.064s cpu time, 0.000s GC time Success (Phase "trans") Phase "id_op" ### Ignoring duplicate rewrite rule: ### ?r1 *\<^sub>R ?x1 \ ?y1 \ ?r1 * (?x1 \ ?y1) ### Ignoring duplicate rewrite rule: ### ?x1 \ ?r1 *\<^sub>R ?y1 \ ?r1 * (?x1 \ ?y1) ### Ignoring duplicate rewrite rule: ### ?r1 *\<^sub>R ?x1 \ ?y1 \ ?r1 * (?x1 \ ?y1) ### Ignoring duplicate rewrite rule: ### ?x1 \ ?r1 *\<^sub>R ?y1 \ ?r1 * (?x1 \ ?y1) ### Ignoring duplicate rewrite rule: ### ?r1 *\<^sub>R ?x1 \ ?y1 \ ?r1 * (?x1 \ ?y1) ### Ignoring duplicate rewrite rule: ### ?x1 \ ?r1 *\<^sub>R ?y1 \ ?r1 * (?x1 \ ?y1) ### Ignoring duplicate rewrite rule: ### ?r1 *\<^sub>R ?x1 \ ?y1 \ ?r1 * (?x1 \ ?y1) ### Ignoring duplicate rewrite rule: ### ?x1 \ ?r1 *\<^sub>R ?y1 \ ?r1 * (?x1 \ ?y1) ### Ignoring duplicate rewrite rule: ### ?r1 *\<^sub>R ?x1 \ ?y1 \ ?r1 * (?x1 \ ?y1) ### Ignoring duplicate rewrite rule: ### ?x1 \ ?r1 *\<^sub>R ?y1 \ ?r1 * (?x1 \ ?y1) Failed to identify: op_str_Cons ### Rule already declared as introduction (intro) ### (\x y. ?A x y \ ?B (?f x) (?g y)) \ ### rel_fun ?A ?B ?f ?g ### Rule already declared as introduction (intro) ### (\x y. ?A x y \ ?B (?f x) (?g y)) \ ### rel_fun ?A ?B ?f ?g Failed to identify: op_str_Cons ### Rule already declared as introduction (intro) ### (\x y. ?A x y \ ?B (?f x) (?g y)) \ ### rel_fun ?A ?B ?f ?g Failed to identify: op_str_Cons ### Rule already declared as introduction (intro) ### \(?a, ?b) \ ?r; (?b, ?c) \ ?s\ ### \ (?a, ?c) \ ?r O ?s Failed to identify: op_map_lookup Failed to identify: op_str_Cons 10.742s elapsed time, 21.212s cpu time, 0.744s GC time Success (Phase "id_op") Phase "rel_inf" ### Rule already declared as introduction (intro) ### \(?a, ?b) \ ?r; (?b, ?c) \ ?s\ ### \ (?a, ?c) \ ?r O ?s 6.634s elapsed time, 8.044s cpu time, 0.068s GC time Success (Phase "rel_inf") Phase "fix_rel" 2.888s elapsed time, 2.888s cpu time, 0.000s GC time Success (Phase "fix_rel") Phase "trans" 6.662s elapsed time, 6.716s cpu time, 0.132s GC time Success (Phase "trans") Phase "id_op" Failed to identify: op_str_Cons 2.085s elapsed time, 4.112s cpu time, 0.252s GC time Success (Phase "id_op") Phase "rel_inf" 1.063s elapsed time, 2.092s cpu time, 0.048s GC time Success (Phase "rel_inf") Phase "fix_rel" 0.463s elapsed time, 0.928s cpu time, 0.000s GC time Success (Phase "fix_rel") Phase "trans" 0.846s elapsed time, 1.664s cpu time, 0.040s GC time Success (Phase "trans") ### Code generator: dropping subsumed code equation ### float_round_down ?prec (Float ?m ?e) \ ### let d = bitlen \?m\ - int ?prec - 1 ### in if 0 < d then let P = power_int 2 d; n = ?m div P in Float n (?e + d) ### else Float ?m ?e ### Code generator: dropping subsumed code equation ### float_plus_down ?p (Float ?m1.0 ?e1.0) (Float ?m2.0 ?e2.0) \ ### if ?m1.0 = 0 then float_round_down ?p (Float ?m2.0 ?e2.0) ### else if ?m2.0 = 0 then float_round_down ?p (Float ?m1.0 ?e1.0) ### else if ?e2.0 \ ?e1.0 ### then let k1 = Suc ?p - nat (bitlen \?m1.0\) ### in if ?e1.0 - ?e2.0 - int k1 - 2 < bitlen \?m2.0\ ### then float_round_down ?p ### (Float ?m1.0 ?e1.0 + Float ?m2.0 ?e2.0) ### else float_round_down ?p ### (Float (?m1.0 * 2 ^ Suc (Suc k1) + sgn ?m2.0) ### (?e1.0 - int k1 - 2)) ### else float_plus_down ?p (Float ?m2.0 ?e2.0) (Float ?m1.0 ?e1.0) Found termination order: "(\p. length (snd p)) <*mlex*> {}" val check_line = fn: Proof.context -> conv val it = SOME ( Const ("List.list.Cons", "char \ char list \ char list") $ (Const ("String.Char", "num \ char") $ (Const ("Num.num.Bit1", "num \ num") $ (Const ("Num.num.Bit1", "num \ num") $ (Const ("Num.num.Bit1", "num \ num") $ (Const ("Num.num.Bit1", "num \ num") $ (Const ("Num.num.Bit0", "num ... num") $ Const ("Num.num.One", "num"))))))) $ (Const ("List.list.Cons", "char \ char list \ char list") $ (Const ("String.Char", "num \ char") $ (Const ("Num.num.Bit1", "num \ num") $ (Const ("Num.num.Bit0", "num \ num") $ (Const ("Num.num.Bit1", "num \ num") $ (Const ("Num.num.Bit1", "... ... ...") $ (Const ("Num.num.Bit0", "...") $ (Const ("...", "num \ num") $ ...))))))) $ (Const ("List.list.Cons", "char \ char list \ char list") $ (Const ("String.Char", "num \ char") $ (Const ("Num.num.Bit1", "num \ num") $ (Const ("Num.num.Bit0", "num ... num") $ (Const ("Num.num.Bit1", "...") $ (Const ("...", ...) $ (... $ ...)))))) $ (Const ("List.list.Cons", "char \ char list \ char list") $ (Const ("String.Char", "num \ char") $ (Const ("Num.num.Bit0", "... ... ...") $ (Const ("Num.num.Bit0", "...") $ (Const ("...", "num \ num") $ ...)))) $ (Const ("List.list.Cons", "char ... ... ... ... ... ...") $ (Const ("String.Char", "...") $ (Const ("...", ...) $ (... $ ...))) $ (Const ("List.list.Cons", "...") $ (Const ("...", "num \ char") $ ...) $ (... $ ... $ ...)))))) ): term option val mk_optionT = fn: typ -> typ val mk_None = fn: typ -> term val mk_Some = fn: typ -> term -> term val mk_option = fn: typ -> ('a -> term) -> 'a option -> term val check_lines_tac' = fn: string option -> int -> int -> Proof.context -> int -> tactic ### theory "Lorenz_Approximation.Lorenz_Approximation" ### 231.485s elapsed time, 435.012s cpu time, 38.060s GC time ### Ignoring duplicate rewrite rule: ### ?s1 = ?t1 \ fst ?s1 = fst ?t1 \ snd ?s1 = snd ?t1 ### Ignoring duplicate rewrite rule: ### N \ UNION (set results) source_of_res ### Ignoring duplicate rewrite rule: ### open {} \ True ### Ignoring duplicate rewrite rule: ### closed {} \ True ### Ignoring duplicate rewrite rule: ### closed UNIV \ True ### Ignoring duplicate rewrite rule: ### closed ?S1 \ closed (insert ?a1 ?S1) \ True ### Ignoring duplicate rewrite rule: ### open {?a1<..} \ True ### Ignoring duplicate rewrite rule: ### open {.. True ### Ignoring duplicate rewrite rule: ### open {?a1<.. True ### Ignoring duplicate rewrite rule: ### closed {..?a1} \ True ### Ignoring duplicate rewrite rule: ### closed {?a1..} \ True ### Ignoring duplicate rewrite rule: ### closed {?a1..?b1} \ True ### Ignoring duplicate rewrite rule: ### continuous bot ?f1 \ True ### Ignoring duplicate rewrite rule: ### continuous (at ?x1 within ?S1) (\x. x) \ True ### Ignoring duplicate rewrite rule: ### continuous ?F1 (\x. ?c1) \ True ### Ignoring duplicate rewrite rule: ### \isCont ?f1 ?a1; ?f1 ?a1 \ (0::?'b1)\ ### \ isCont (\x. inverse (?f1 x)) ?a1 \ True ### Ignoring duplicate rewrite rule: ### \isCont ?f1 ?a1; isCont ?g1 ?a1; ?g1 ?a1 \ (0::?'b1)\ ### \ isCont (\x. ?f1 x / ?g1 x) ?a1 \ True ### Ignoring duplicate rewrite rule: ### \isCont ?f1 ?a1; isCont ?g1 ?a1; 0 < ?f1 ?a1; ?f1 ?a1 \ 1; ### 0 < ?g1 ?a1\ ### \ isCont (\x. log (?f1 x) (?g1 x)) ?a1 \ True ### Ignoring duplicate rewrite rule: ### \isCont ?f1 ?a1; isCont ?g1 ?a1; ?f1 ?a1 \ 0\ ### \ isCont (\x. ?f1 x powr ?g1 x) ?a1 \ True ### Ignoring duplicate rewrite rule: ### \isCont ?f1 ?a1; cos (?f1 ?a1) \ (0::?'a1)\ ### \ isCont (\x. tan (?f1 x)) ?a1 \ True ### Ignoring duplicate rewrite rule: ### \isCont ?f1 ?a1; sin (?f1 ?a1) \ (0::?'a1)\ ### \ isCont (\x. cot (?f1 x)) ?a1 \ True ### Ignoring duplicate rewrite rule: ### continuous ?F1 ?g1 \ ### continuous ?F1 (\x. cnj (?g1 x)) \ True ### Ignoring duplicate rewrite rule: ### continuous_on ?s1 ?g1 \ ### continuous_on ?s1 (\x. cnj (?g1 x)) \ True ### Rule already declared as introduction (intro) ### open {} ### Rule already declared as introduction (intro) ### \open ?S; open ?T\ \ open (?S \ ?T) ### Rule already declared as introduction (intro) ### \x\?A. open (?B x) \ ### open (\x\?A. ?B x) ### Rule already declared as introduction (intro) ### \finite ?S; \T\?S. open T\ ### \ open (\?S) ### Rule already declared as introduction (intro) ### \finite ?A; \x\?A. open (?B x)\ ### \ open (\x\?A. ?B x) ### Rule already declared as introduction (intro) ### closed {} ### Rule already declared as introduction (intro) ### \closed ?S; closed ?T\ ### \ closed (?S \ ?T) ### Rule already declared as introduction (intro) ### closed UNIV ### Rule already declared as introduction (intro) ### \closed ?S; closed ?T\ ### \ closed (?S \ ?T) ### Rule already declared as introduction (intro) ### \x\?A. closed (?B x) \ ### closed (\x\?A. ?B x) ### Rule already declared as introduction (intro) ### \S\?K. closed S \ closed (\?K) ### Rule already declared as introduction (intro) ### \finite ?S; \T\?S. closed T\ ### \ closed (\?S) ### Rule already declared as introduction (intro) ### \finite ?A; \x\?A. closed (?B x)\ ### \ closed (\x\?A. ?B x) ### Rule already declared as introduction (intro) ### \open ?S; closed ?T\ \ open (?S - ?T) ### Rule already declared as introduction (intro) ### \closed ?S; open ?T\ \ closed (?S - ?T) ### Rule already declared as introduction (intro) ### closed ?S \ open (- ?S) ### Rule already declared as introduction (intro) ### open ?S \ closed (- ?S) ### Rule already declared as introduction (intro) ### continuous_on ?s (linepath ?a ?b) ### Rule already declared as introduction (intro) ### (\i. continuous_on UNIV (\x. ?f x i)) \ ### continuous_on UNIV ?f linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) *** Interrupt