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  1. Start testing: Dec 13 15:58 CET
  2. ----------------------------------------------------------
  3. 3290/4120 Testing: Periodic_3_mesh_3_Tests_SetupFixture
  4. 3290/4120 Test: Periodic_3_mesh_3_Tests_SetupFixture
  5. Command: "/usr/bin/cmake" "-E" "copy_directory" "/home/lrineau/Git/cgal/Periodic_3_mesh_3/test/Periodic_3_mesh_3" "/home/lrineau/Git/cgal/build/test/Periodic_3_mesh_3/__exec_test_dir"
  6. Directory: /home/lrineau/Git/cgal/build/test/Periodic_3_mesh_3
  7. "Periodic_3_mesh_3_Tests_SetupFixture" start time: Dec 13 15:58 CET
  8. Output:
  9. ----------------------------------------------------------
  10. <end of output>
  11. Test time = 0.01 sec
  12. ----------------------------------------------------------
  13. Test Passed.
  14. "Periodic_3_mesh_3_Tests_SetupFixture" end time: Dec 13 15:58 CET
  15. "Periodic_3_mesh_3_Tests_SetupFixture" time elapsed: 00:00:00
  16. ----------------------------------------------------------
  17.  
  18. 3292/4120 Testing: compilation_of__test_implicit_shapes_with_protection
  19. 3292/4120 Test: compilation_of__test_implicit_shapes_with_protection
  20. Command: "/usr/bin/time" "-f" "\nMEM: %M\tTIME: %e\t%C" "/usr/bin/cmake" "--build" "/home/lrineau/Git/cgal/build" "--target" "test_implicit_shapes_with_protection"
  21. Directory: /home/lrineau/Git/cgal/build/test/Periodic_3_mesh_3
  22. "compilation_of__test_implicit_shapes_with_protection" start time: Dec 13 15:58 CET
  23. Output:
  24. ----------------------------------------------------------
  25. Built target CGAL
  26. Scanning dependencies of target test_implicit_shapes_with_protection
  27. Building CXX object test/Periodic_3_mesh_3/CMakeFiles/test_implicit_shapes_with_protection.dir/test_implicit_shapes_with_protection.cpp.o
  28. In file included from /home/lrineau/Git/cgal/Filtered_kernel/include/CGAL/internal/Static_filters/Static_filters.h:38:0,
  29. from /home/lrineau/Git/cgal/Filtered_kernel/include/CGAL/Filtered_kernel.h:37,
  30. from /home/lrineau/Git/cgal/Kernel_23/include/CGAL/Exact_predicates_inexact_constructions_kernel.h:30,
  31. from /home/lrineau/Git/cgal/Periodic_3_mesh_3/test/Periodic_3_mesh_3/test_implicit_shapes_with_protection.cpp:10:
  32. /home/lrineau/Git/cgal/Filtered_kernel/include/CGAL/internal/Static_filters/tools.h: In member function ‘std::pair<typename C3T3::Triangulation::Bare_point, typename C3T3::Triangulation::Bare_point> CGAL::Periodic_3_mesh_3::Protect_edges_sizing_field<C3T3, MeshDomain, SizingFunction>::get_positions_with_vertex_at_extremity(const Bare_point&, const Domain_pts_container&, bool, const Curve_index&, CGAL::Orientation) const [with C3T3 = CGAL::Mesh_complex_3_in_triangulation_3<CGAL::Periodic_3_regular_triangulation_3_wrapper<CGAL::Robust_periodic_weighted_circumcenter_traits_3<CGAL::Periodic_3_regular_triangulation_traits_3<CGAL::Robust_weighted_circumcenter_filtered_traits_3<CGAL::Epick>, CGAL::Periodic_3_offset_3, true> >, CGAL::Triangulation_data_structure_3<CGAL::Mesh_vertex_base_3<CGAL::Robust_periodic_weighted_circumcenter_traits_3<CGAL::Periodic_3_regular_triangulation_traits_3<CGAL::Robust_weighted_circumcenter_filtered_traits_3<CGAL::Epick>, CGAL::Periodic_3_offset_3, true> >, CGAL::Mesh_domain_with_polyline_features_3<CGAL::Implicit_periodic_3_mesh_domain_3<double(const CGAL::Point_3<CGAL::Epick>&), CGAL::Epick> >, CGAL::Regular_triangulation_vertex_base_3<CGAL::Robust_periodic_weighted_circumcenter_traits_3<CGAL::Periodic_3_regular_triangulation_traits_3<CGAL::Robust_weighted_circumcenter_filtered_traits_3<CGAL::Epick>, CGAL::Periodic_3_offset_3, true> >, CGAL::Periodic_3_triangulation_ds_vertex_base_3<void> > >, CGAL::Mesh_cell_base_3<CGAL::Robust_periodic_weighted_circumcenter_traits_3<CGAL::Periodic_3_regular_triangulation_traits_3<CGAL::Robust_weighted_circumcenter_filtered_traits_3<CGAL::Epick>, CGAL::Periodic_3_offset_3, true> >, CGAL::Mesh_domain_with_polyline_features_3<CGAL::Implicit_periodic_3_mesh_domain_3<double(const CGAL::Point_3<CGAL::Epick>&), CGAL::Epick> >, CGAL::Regular_triangulation_cell_base_with_weighted_circumcenter_3<CGAL::Robust_periodic_weighted_circumcenter_traits_3<CGAL::Periodic_3_regular_triangulation_traits_3<CGAL::Robust_weighted_circumcenter_filtered_traits_3<CGAL::Epick>, CGAL::Periodic_3_offset_3, true> >, CGAL::Regular_triangulation_cell_base_3<CGAL::Robust_periodic_weighted_circumcenter_traits_3<CGAL::Periodic_3_regular_triangulation_traits_3<CGAL::Robust_weighted_circumcenter_filtered_traits_3<CGAL::Epick>, CGAL::Periodic_3_offset_3, true> >, CGAL::Periodic_3_triangulation_ds_cell_base_3<void>, CGAL::Hidden_points_memory_policy<CGAL::Boolean_tag<true> >, std::__cxx11::list<CGAL::Weighted_point_3<CGAL::Epick>, std::allocator<CGAL::Weighted_point_3<CGAL::Epick> > > > > >, CGAL::Sequential_tag> >, int, int>; MeshDomain = CGAL::Mesh_domain_with_polyline_features_3<CGAL::Implicit_periodic_3_mesh_domain_3<double(const CGAL::Point_3<CGAL::Epick>&), CGAL::Epick> >; SizingFunction = CGAL::Mesh_3::internal::Edge_criteria_sizing_field_wrapper<CGAL::Mesh_edge_criteria_3<CGAL::Periodic_3_regular_triangulation_3_wrapper<CGAL::Robust_periodic_weighted_circumcenter_traits_3<CGAL::Periodic_3_regular_triangulation_traits_3<CGAL::Robust_weighted_circumcenter_filtered_traits_3<CGAL::Epick>, CGAL::Periodic_3_offset_3, true> >, CGAL::Triangulation_data_structure_3<CGAL::Mesh_vertex_base_3<CGAL::Robust_periodic_weighted_circumcenter_traits_3<CGAL::Periodic_3_regular_triangulation_traits_3<CGAL::Robust_weighted_circumcenter_filtered_traits_3<CGAL::Epick>, CGAL::Periodic_3_offset_3, true> >, CGAL::Mesh_domain_with_polyline_features_3<CGAL::Implicit_periodic_3_mesh_domain_3<double(const CGAL::Point_3<CGAL::Epick>&), CGAL::Epick> >, CGAL::Regular_triangulation_vertex_base_3<CGAL::Robust_periodic_weighted_circumcenter_traits_3<CGAL::Periodic_3_regular_triangulation_traits_3<CGAL::Robust_weighted_circumcenter_filtered_traits_3<CGAL::Epick>, CGAL::Periodic_3_offset_3, true> >, CGAL::Periodic_3_triangulation_ds_vertex_base_3<void> > >, CGAL::Mesh_cell_base_3<CGAL::Robust_periodic_weighted_circumcenter_traits_3<CGAL::Periodic_3_regular_triangulation_traits_3<CGAL::Robust_weighted_circumcenter_filtered_traits_3<CGAL::Epick>, CGAL::Periodic_3_offset_3, true> >, CGAL::Mesh_domain_with_polyline_features_3<CGAL::Implicit_periodic_3_mesh_domain_3<double(const CGAL::Point_3<CGAL::Epick>&), CGAL::Epick> >, CGAL::Regular_triangulation_cell_base_with_weighted_circumcenter_3<CGAL::Robust_periodic_weighted_circumcenter_traits_3<CGAL::Periodic_3_regular_triangulation_traits_3<CGAL::Robust_weighted_circumcenter_filtered_traits_3<CGAL::Epick>, CGAL::Periodic_3_offset_3, true> >, CGAL::Regular_triangulation_cell_base_3<CGAL::Robust_periodic_weighted_circumcenter_traits_3<CGAL::Periodic_3_regular_triangulation_traits_3<CGAL::Robust_weighted_circumcenter_filtered_traits_3<CGAL::Epick>, CGAL::Periodic_3_offset_3, true> >, CGAL::Periodic_3_triangulation_ds_cell_base_3<void>, CGAL::Hidden_points_memory_policy<CGAL::Boolean_tag<true> >, std::__cxx11::list<CGAL::Weighted_point_3<CGAL::Epick>, std::allocator<CGAL::Weighted_point_3<CGAL::Epick> > > > > >, CGAL::Sequential_tag> > > >]’:
  33. /home/lrineau/Git/cgal/Filtered_kernel/include/CGAL/internal/Static_filters/tools.h:173:61: warning: ‘<anonymous>’ is used uninitialized in this function [-Wuninitialized]
  34. inline bool fit_in_double(const double& d, double& r) { r = d; return true; }
  35. ^
  36. /home/lrineau/Git/cgal/Filtered_kernel/include/CGAL/internal/Static_filters/tools.h:173:61: warning: ‘*((void*)&<anonymous> +8)’ is used uninitialized in this function [-Wuninitialized]
  37. inline bool fit_in_double(const double& d, double& r) { r = d; return true; }
  38. ^
  39. /home/lrineau/Git/cgal/Filtered_kernel/include/CGAL/internal/Static_filters/tools.h:173:61: warning: ‘*((void*)&<anonymous> +16)’ is used uninitialized in this function [-Wuninitialized]
  40. inline bool fit_in_double(const double& d, double& r) { r = d; return true; }
  41. ^
  42. Linking CXX executable test_implicit_shapes_with_protection
  43. Built target test_implicit_shapes_with_protection
  44.  
  45. MEM: 5674380 TIME: 117.45 /usr/bin/cmake --build /home/lrineau/Git/cgal/build --target test_implicit_shapes_with_protection
  46. <end of output>
  47. Test time = 117.46 sec
  48. ----------------------------------------------------------
  49. Test Passed.
  50. "compilation_of__test_implicit_shapes_with_protection" end time: Dec 13 16:00 CET
  51. "compilation_of__test_implicit_shapes_with_protection" time elapsed: 00:01:57
  52. ----------------------------------------------------------
  53.  
  54. 3293/4120 Testing: execution___of__test_implicit_shapes_with_protection
  55. 3293/4120 Test: execution___of__test_implicit_shapes_with_protection
  56. Command: "/usr/bin/time" "-f" "\nMEM: %M\tTIME: %e\t%C" "/home/lrineau/Git/cgal/build/test/Periodic_3_mesh_3/test_implicit_shapes_with_protection"
  57. Directory: /home/lrineau/Git/cgal/build/test/Periodic_3_mesh_3/__exec_test_dir
  58. "execution___of__test_implicit_shapes_with_protection" start time: Dec 13 16:00 CET
  59. Output:
  60. ----------------------------------------------------------
  61. Adding 0 0.83 0.5 to polyline
  62. Adding 0 0.82995 0.505759 to polyline
  63. Adding 0 0.829799 0.511517 to polyline
  64. Adding 0 0.829548 0.517271 to polyline
  65. Adding 0 0.829196 0.52302 to polyline
  66. Adding 0 0.828744 0.528761 to polyline
  67. Adding 0 0.828192 0.534494 to polyline
  68. Adding 0 0.82754 0.540217 to polyline
  69. Adding 0 0.826788 0.545927 to polyline
  70. Adding 0 0.825937 0.551623 to polyline
  71. Adding 0 0.824987 0.557304 to polyline
  72. Adding 0 0.823937 0.562967 to polyline
  73. Adding 0 0.822789 0.568611 to polyline
  74. Adding 0 0.821542 0.574234 to polyline
  75. Adding 0 0.820198 0.579834 to polyline
  76. Adding 0 0.818756 0.58541 to polyline
  77. Adding 0 0.817216 0.59096 to polyline
  78. Adding 0 0.815581 0.596483 to polyline
  79. Adding 0 0.813849 0.601976 to polyline
  80. Adding 0 0.812021 0.607437 to polyline
  81. Adding 0 0.810099 0.612867 to polyline
  82. Adding 0 0.808082 0.618261 to polyline
  83. Adding 0 0.805971 0.62362 to polyline
  84. Adding 0 0.803767 0.628941 to polyline
  85. Adding 0 0.80147 0.634223 to polyline
  86. Adding 0 0.799082 0.639464 to polyline
  87. Adding 0 0.796602 0.644662 to polyline
  88. Adding 0 0.794032 0.649817 to polyline
  89. Adding 0 0.791373 0.654926 to polyline
  90. Adding 0 0.788625 0.659987 to polyline
  91. Adding 0 0.785788 0.665 to polyline
  92. Adding 0 0.782865 0.669963 to polyline
  93. Adding 0 0.779856 0.674873 to polyline
  94. Adding 0 0.776761 0.679731 to polyline
  95. Adding 0 0.773582 0.684534 to polyline
  96. Adding 0 0.77032 0.68928 to polyline
  97. Adding 0 0.766976 0.693969 to polyline
  98. Adding 0 0.76355 0.698599 to polyline
  99. Adding 0 0.760044 0.703168 to polyline
  100. Adding 0 0.756458 0.707676 to polyline
  101. Adding 0 0.752795 0.71212 to polyline
  102. Adding 0 0.749054 0.716499 to polyline
  103. Adding 0 0.745238 0.720813 to polyline
  104. Adding 0 0.741347 0.725059 to polyline
  105. Adding 0 0.737382 0.729237 to polyline
  106. Adding 0 0.733345 0.733345 to polyline
  107. Adding 0 0.729237 0.737382 to polyline
  108. Adding 0 0.725059 0.741347 to polyline
  109. Adding 0 0.720813 0.745238 to polyline
  110. Adding 0 0.716499 0.749054 to polyline
  111. Adding 0 0.71212 0.752795 to polyline
  112. Adding 0 0.707676 0.756458 to polyline
  113. Adding 0 0.703168 0.760044 to polyline
  114. Adding 0 0.698599 0.76355 to polyline
  115. Adding 0 0.693969 0.766976 to polyline
  116. Adding 0 0.68928 0.77032 to polyline
  117. Adding 0 0.684534 0.773582 to polyline
  118. Adding 0 0.679731 0.776761 to polyline
  119. Adding 0 0.674873 0.779856 to polyline
  120. Adding 0 0.669963 0.782865 to polyline
  121. Adding 0 0.665 0.785788 to polyline
  122. Adding 0 0.659987 0.788625 to polyline
  123. Adding 0 0.654926 0.791373 to polyline
  124. Adding 0 0.649817 0.794032 to polyline
  125. Adding 0 0.644662 0.796602 to polyline
  126. Adding 0 0.639464 0.799082 to polyline
  127. Adding 0 0.634223 0.80147 to polyline
  128. Adding 0 0.628941 0.803767 to polyline
  129. Adding 0 0.62362 0.805971 to polyline
  130. Adding 0 0.618261 0.808082 to polyline
  131. Adding 0 0.612867 0.810099 to polyline
  132. Adding 0 0.607437 0.812021 to polyline
  133. Adding 0 0.601976 0.813849 to polyline
  134. Adding 0 0.596483 0.815581 to polyline
  135. Adding 0 0.59096 0.817216 to polyline
  136. Adding 0 0.58541 0.818756 to polyline
  137. Adding 0 0.579834 0.820198 to polyline
  138. Adding 0 0.574234 0.821542 to polyline
  139. Adding 0 0.568611 0.822789 to polyline
  140. Adding 0 0.562967 0.823937 to polyline
  141. Adding 0 0.557304 0.824987 to polyline
  142. Adding 0 0.551623 0.825937 to polyline
  143. Adding 0 0.545927 0.826788 to polyline
  144. Adding 0 0.540217 0.82754 to polyline
  145. Adding 0 0.534494 0.828192 to polyline
  146. Adding 0 0.528761 0.828744 to polyline
  147. Adding 0 0.52302 0.829196 to polyline
  148. Adding 0 0.517271 0.829548 to polyline
  149. Adding 0 0.511517 0.829799 to polyline
  150. Adding 0 0.505759 0.82995 to polyline
  151. Adding 0 0.5 0.83 to polyline
  152. Adding 0 0.494241 0.82995 to polyline
  153. Adding 0 0.488483 0.829799 to polyline
  154. Adding 0 0.482729 0.829548 to polyline
  155. Adding 0 0.47698 0.829196 to polyline
  156. Adding 0 0.471239 0.828744 to polyline
  157. Adding 0 0.465506 0.828192 to polyline
  158. Adding 0 0.459783 0.82754 to polyline
  159. Adding 0 0.454073 0.826788 to polyline
  160. Adding 0 0.448377 0.825937 to polyline
  161. Adding 0 0.442696 0.824987 to polyline
  162. Adding 0 0.437033 0.823937 to polyline
  163. Adding 0 0.431389 0.822789 to polyline
  164. Adding 0 0.425766 0.821542 to polyline
  165. Adding 0 0.420166 0.820198 to polyline
  166. Adding 0 0.41459 0.818756 to polyline
  167. Adding 0 0.40904 0.817216 to polyline
  168. Adding 0 0.403517 0.815581 to polyline
  169. Adding 0 0.398024 0.813849 to polyline
  170. Adding 0 0.392563 0.812021 to polyline
  171. Adding 0 0.387133 0.810099 to polyline
  172. Adding 0 0.381739 0.808082 to polyline
  173. Adding 0 0.37638 0.805971 to polyline
  174. Adding 0 0.371059 0.803767 to polyline
  175. Adding 0 0.365777 0.80147 to polyline
  176. Adding 0 0.360536 0.799082 to polyline
  177. Adding 0 0.355338 0.796602 to polyline
  178. Adding 0 0.350183 0.794032 to polyline
  179. Adding 0 0.345074 0.791373 to polyline
  180. Adding 0 0.340013 0.788625 to polyline
  181. Adding 0 0.335 0.785788 to polyline
  182. Adding 0 0.330037 0.782865 to polyline
  183. Adding 0 0.325127 0.779856 to polyline
  184. Adding 0 0.320269 0.776761 to polyline
  185. Adding 0 0.315466 0.773582 to polyline
  186. Adding 0 0.31072 0.77032 to polyline
  187. Adding 0 0.306031 0.766976 to polyline
  188. Adding 0 0.301401 0.76355 to polyline
  189. Adding 0 0.296832 0.760044 to polyline
  190. Adding 0 0.292324 0.756458 to polyline
  191. Adding 0 0.28788 0.752795 to polyline
  192. Adding 0 0.283501 0.749054 to polyline
  193. Adding 0 0.279187 0.745238 to polyline
  194. Adding 0 0.274941 0.741347 to polyline
  195. Adding 0 0.270763 0.737382 to polyline
  196. Adding 0 0.266655 0.733345 to polyline
  197. Adding 0 0.262618 0.729237 to polyline
  198. Adding 0 0.258653 0.725059 to polyline
  199. Adding 0 0.254762 0.720813 to polyline
  200. Adding 0 0.250946 0.716499 to polyline
  201. Adding 0 0.247205 0.71212 to polyline
  202. Adding 0 0.243542 0.707676 to polyline
  203. Adding 0 0.239956 0.703168 to polyline
  204. Adding 0 0.23645 0.698599 to polyline
  205. Adding 0 0.233024 0.693969 to polyline
  206. Adding 0 0.22968 0.68928 to polyline
  207. Adding 0 0.226418 0.684534 to polyline
  208. Adding 0 0.223239 0.679731 to polyline
  209. Adding 0 0.220144 0.674873 to polyline
  210. Adding 0 0.217135 0.669963 to polyline
  211. Adding 0 0.214212 0.665 to polyline
  212. Adding 0 0.211375 0.659987 to polyline
  213. Adding 0 0.208627 0.654926 to polyline
  214. Adding 0 0.205968 0.649817 to polyline
  215. Adding 0 0.203398 0.644662 to polyline
  216. Adding 0 0.200918 0.639464 to polyline
  217. Adding 0 0.19853 0.634223 to polyline
  218. Adding 0 0.196233 0.628941 to polyline
  219. Adding 0 0.194029 0.62362 to polyline
  220. Adding 0 0.191918 0.618261 to polyline
  221. Adding 0 0.189901 0.612867 to polyline
  222. Adding 0 0.187979 0.607437 to polyline
  223. Adding 0 0.186151 0.601976 to polyline
  224. Adding 0 0.184419 0.596483 to polyline
  225. Adding 0 0.182784 0.59096 to polyline
  226. Adding 0 0.181244 0.58541 to polyline
  227. Adding 0 0.179802 0.579834 to polyline
  228. Adding 0 0.178458 0.574234 to polyline
  229. Adding 0 0.177211 0.568611 to polyline
  230. Adding 0 0.176063 0.562967 to polyline
  231. Adding 0 0.175013 0.557304 to polyline
  232. Adding 0 0.174063 0.551623 to polyline
  233. Adding 0 0.173212 0.545927 to polyline
  234. Adding 0 0.17246 0.540217 to polyline
  235. Adding 0 0.171808 0.534494 to polyline
  236. Adding 0 0.171256 0.528761 to polyline
  237. Adding 0 0.170804 0.52302 to polyline
  238. Adding 0 0.170452 0.517271 to polyline
  239. Adding 0 0.170201 0.511517 to polyline
  240. Adding 0 0.17005 0.505759 to polyline
  241. Adding 0 0.17 0.5 to polyline
  242. Adding 0 0.17005 0.494241 to polyline
  243. Adding 0 0.170201 0.488483 to polyline
  244. Adding 0 0.170452 0.482729 to polyline
  245. Adding 0 0.170804 0.47698 to polyline
  246. Adding 0 0.171256 0.471239 to polyline
  247. Adding 0 0.171808 0.465506 to polyline
  248. Adding 0 0.17246 0.459783 to polyline
  249. Adding 0 0.173212 0.454073 to polyline
  250. Adding 0 0.174063 0.448377 to polyline
  251. Adding 0 0.175013 0.442696 to polyline
  252. Adding 0 0.176063 0.437033 to polyline
  253. Adding 0 0.177211 0.431389 to polyline
  254. Adding 0 0.178458 0.425766 to polyline
  255. Adding 0 0.179802 0.420166 to polyline
  256. Adding 0 0.181244 0.41459 to polyline
  257. Adding 0 0.182784 0.40904 to polyline
  258. Adding 0 0.184419 0.403517 to polyline
  259. Adding 0 0.186151 0.398024 to polyline
  260. Adding 0 0.187979 0.392563 to polyline
  261. Adding 0 0.189901 0.387133 to polyline
  262. Adding 0 0.191918 0.381739 to polyline
  263. Adding 0 0.194029 0.37638 to polyline
  264. Adding 0 0.196233 0.371059 to polyline
  265. Adding 0 0.19853 0.365777 to polyline
  266. Adding 0 0.200918 0.360536 to polyline
  267. Adding 0 0.203398 0.355338 to polyline
  268. Adding 0 0.205968 0.350183 to polyline
  269. Adding 0 0.208627 0.345074 to polyline
  270. Adding 0 0.211375 0.340013 to polyline
  271. Adding 0 0.214212 0.335 to polyline
  272. Adding 0 0.217135 0.330037 to polyline
  273. Adding 0 0.220144 0.325127 to polyline
  274. Adding 0 0.223239 0.320269 to polyline
  275. Adding 0 0.226418 0.315466 to polyline
  276. Adding 0 0.22968 0.31072 to polyline
  277. Adding 0 0.233024 0.306031 to polyline
  278. Adding 0 0.23645 0.301401 to polyline
  279. Adding 0 0.239956 0.296832 to polyline
  280. Adding 0 0.243542 0.292324 to polyline
  281. Adding 0 0.247205 0.28788 to polyline
  282. Adding 0 0.250946 0.283501 to polyline
  283. Adding 0 0.254762 0.279187 to polyline
  284. Adding 0 0.258653 0.274941 to polyline
  285. Adding 0 0.262618 0.270763 to polyline
  286. Adding 0 0.266655 0.266655 to polyline
  287. Adding 0 0.270763 0.262618 to polyline
  288. Adding 0 0.274941 0.258653 to polyline
  289. Adding 0 0.279187 0.254762 to polyline
  290. Adding 0 0.283501 0.250946 to polyline
  291. Adding 0 0.28788 0.247205 to polyline
  292. Adding 0 0.292324 0.243542 to polyline
  293. Adding 0 0.296832 0.239956 to polyline
  294. Adding 0 0.301401 0.23645 to polyline
  295. Adding 0 0.306031 0.233024 to polyline
  296. Adding 0 0.31072 0.22968 to polyline
  297. Adding 0 0.315466 0.226418 to polyline
  298. Adding 0 0.320269 0.223239 to polyline
  299. Adding 0 0.325127 0.220144 to polyline
  300. Adding 0 0.330037 0.217135 to polyline
  301. Adding 0 0.335 0.214212 to polyline
  302. Adding 0 0.340013 0.211375 to polyline
  303. Adding 0 0.345074 0.208627 to polyline
  304. Adding 0 0.350183 0.205968 to polyline
  305. Adding 0 0.355338 0.203398 to polyline
  306. Adding 0 0.360536 0.200918 to polyline
  307. Adding 0 0.365777 0.19853 to polyline
  308. Adding 0 0.371059 0.196233 to polyline
  309. Adding 0 0.37638 0.194029 to polyline
  310. Adding 0 0.381739 0.191918 to polyline
  311. Adding 0 0.387133 0.189901 to polyline
  312. Adding 0 0.392563 0.187979 to polyline
  313. Adding 0 0.398024 0.186151 to polyline
  314. Adding 0 0.403517 0.184419 to polyline
  315. Adding 0 0.40904 0.182784 to polyline
  316. Adding 0 0.41459 0.181244 to polyline
  317. Adding 0 0.420166 0.179802 to polyline
  318. Adding 0 0.425766 0.178458 to polyline
  319. Adding 0 0.431389 0.177211 to polyline
  320. Adding 0 0.437033 0.176063 to polyline
  321. Adding 0 0.442696 0.175013 to polyline
  322. Adding 0 0.448377 0.174063 to polyline
  323. Adding 0 0.454073 0.173212 to polyline
  324. Adding 0 0.459783 0.17246 to polyline
  325. Adding 0 0.465506 0.171808 to polyline
  326. Adding 0 0.471239 0.171256 to polyline
  327. Adding 0 0.47698 0.170804 to polyline
  328. Adding 0 0.482729 0.170452 to polyline
  329. Adding 0 0.488483 0.170201 to polyline
  330. Adding 0 0.494241 0.17005 to polyline
  331. Adding 0 0.5 0.17 to polyline
  332. Adding 0 0.505759 0.17005 to polyline
  333. Adding 0 0.511517 0.170201 to polyline
  334. Adding 0 0.517271 0.170452 to polyline
  335. Adding 0 0.52302 0.170804 to polyline
  336. Adding 0 0.528761 0.171256 to polyline
  337. Adding 0 0.534494 0.171808 to polyline
  338. Adding 0 0.540217 0.17246 to polyline
  339. Adding 0 0.545927 0.173212 to polyline
  340. Adding 0 0.551623 0.174063 to polyline
  341. Adding 0 0.557304 0.175013 to polyline
  342. Adding 0 0.562967 0.176063 to polyline
  343. Adding 0 0.568611 0.177211 to polyline
  344. Adding 0 0.574234 0.178458 to polyline
  345. Adding 0 0.579834 0.179802 to polyline
  346. Adding 0 0.58541 0.181244 to polyline
  347. Adding 0 0.59096 0.182784 to polyline
  348. Adding 0 0.596483 0.184419 to polyline
  349. Adding 0 0.601976 0.186151 to polyline
  350. Adding 0 0.607437 0.187979 to polyline
  351. Adding 0 0.612867 0.189901 to polyline
  352. Adding 0 0.618261 0.191918 to polyline
  353. Adding 0 0.62362 0.194029 to polyline
  354. Adding 0 0.628941 0.196233 to polyline
  355. Adding 0 0.634223 0.19853 to polyline
  356. Adding 0 0.639464 0.200918 to polyline
  357. Adding 0 0.644662 0.203398 to polyline
  358. Adding 0 0.649817 0.205968 to polyline
  359. Adding 0 0.654926 0.208627 to polyline
  360. Adding 0 0.659987 0.211375 to polyline
  361. Adding 0 0.665 0.214212 to polyline
  362. Adding 0 0.669963 0.217135 to polyline
  363. Adding 0 0.674873 0.220144 to polyline
  364. Adding 0 0.679731 0.223239 to polyline
  365. Adding 0 0.684534 0.226418 to polyline
  366. Adding 0 0.68928 0.22968 to polyline
  367. Adding 0 0.693969 0.233024 to polyline
  368. Adding 0 0.698599 0.23645 to polyline
  369. Adding 0 0.703168 0.239956 to polyline
  370. Adding 0 0.707676 0.243542 to polyline
  371. Adding 0 0.71212 0.247205 to polyline
  372. Adding 0 0.716499 0.250946 to polyline
  373. Adding 0 0.720813 0.254762 to polyline
  374. Adding 0 0.725059 0.258653 to polyline
  375. Adding 0 0.729237 0.262618 to polyline
  376. Adding 0 0.733345 0.266655 to polyline
  377. Adding 0 0.737382 0.270763 to polyline
  378. Adding 0 0.741347 0.274941 to polyline
  379. Adding 0 0.745238 0.279187 to polyline
  380. Adding 0 0.749054 0.283501 to polyline
  381. Adding 0 0.752795 0.28788 to polyline
  382. Adding 0 0.756458 0.292324 to polyline
  383. Adding 0 0.760044 0.296832 to polyline
  384. Adding 0 0.76355 0.301401 to polyline
  385. Adding 0 0.766976 0.306031 to polyline
  386. Adding 0 0.77032 0.31072 to polyline
  387. Adding 0 0.773582 0.315466 to polyline
  388. Adding 0 0.776761 0.320269 to polyline
  389. Adding 0 0.779856 0.325127 to polyline
  390. Adding 0 0.782865 0.330037 to polyline
  391. Adding 0 0.785788 0.335 to polyline
  392. Adding 0 0.788625 0.340013 to polyline
  393. Adding 0 0.791373 0.345074 to polyline
  394. Adding 0 0.794032 0.350183 to polyline
  395. Adding 0 0.796602 0.355338 to polyline
  396. Adding 0 0.799082 0.360536 to polyline
  397. Adding 0 0.80147 0.365777 to polyline
  398. Adding 0 0.803767 0.371059 to polyline
  399. Adding 0 0.805971 0.37638 to polyline
  400. Adding 0 0.808082 0.381739 to polyline
  401. Adding 0 0.810099 0.387133 to polyline
  402. Adding 0 0.812021 0.392563 to polyline
  403. Adding 0 0.813849 0.398024 to polyline
  404. Adding 0 0.815581 0.403517 to polyline
  405. Adding 0 0.817216 0.40904 to polyline
  406. Adding 0 0.818756 0.41459 to polyline
  407. Adding 0 0.820198 0.420166 to polyline
  408. Adding 0 0.821542 0.425766 to polyline
  409. Adding 0 0.822789 0.431389 to polyline
  410. Adding 0 0.823937 0.437033 to polyline
  411. Adding 0 0.824987 0.442696 to polyline
  412. Adding 0 0.825937 0.448377 to polyline
  413. Adding 0 0.826788 0.454073 to polyline
  414. Adding 0 0.82754 0.459783 to polyline
  415. Adding 0 0.828192 0.465506 to polyline
  416. Adding 0 0.828744 0.471239 to polyline
  417. Adding 0 0.829196 0.47698 to polyline
  418. Adding 0 0.829548 0.482729 to polyline
  419. Adding 0 0.829799 0.488483 to polyline
  420. Adding 0 0.82995 0.494241 to polyline
  421. epsilon: 2.22045e-16
  422. Inserting protection balls...
  423. refine_balls = true
  424. min_balls_radius = 0
  425. min_balls_weight = 0
  426. Dumping dummy vertices pre protection treatment
  427. Correspondence map after insert corners:
  428. insert_corners() done. Nb of points in triangulation: 288
  429. ** treat curve #1
  430. is it a loop? true
  431. smart_insert_point((0 0.83 0.5), w=0.0004, dim=1, index=1)
  432. Triangulation has 288 vertices
  433. locate returns: 0x1a7bc20 lt: 1 lilj: 0 2
  434. -> 1 0.833333 0.5 0
  435. -> 0.916667 0.75 0.625 0
  436. -> 1 0.666667 0.5 0
  437. -> 1.08333 0.75 0.625 0
  438. Nearest power vertex of (0 0.83 0.5) is 0x1a0efb0 (0 0.833333 0.5 0) at distance: 1.11111e-05
  439. Nearest power vertex is a dummy point
  440. smart_insert_point: weight 0.0004 reduced to 1.11111e-05
  441. (near existing point: 0 0.833333 0.5 0)
  442. reduced due to dummy
  443. insert_point()
  444. pos: 0 0.83 0.5 weight: 1.11111e-05 dim: 1 index: 1
  445. Inserted point: 0 0.83 0.5 9e-06 vertex_handle: 0x1a16ce0
  446. insert_in_correspondence_map: 0x1a16ce0 pos: 0 0.83 0.5 index: 1
  447. Insertion of protecting ball 0x1a16ce0[ts=288](0 0.83000000000000007 0.5 8.9999999999998173e-06) on curve #1
  448. The weight was 1.11111e-05
  449. Dummy vertex: 0 0.833333 0.5 0 is too close to vertex: 0 0.83 0.5 9e-06
  450. Successfully removed the dummy vertex
  451. Compute max weight(), intended weight: 0.0004
  452. maximum possible weight: 0.0004
  453. Changing ball size with scaffholding dummy pt: 0 0.833333 0.5 0
  454. (Re-)inserting dummy point: 0 0.833333 0.5 0
  455. change_ball_size(v=0x1a16ce0[ts=288](0 0.83000000000000007 0.5 8.9999999999998173e-06) dim=1 index=1 ,
  456. (squared) size=0.0004, special_ball=false
  457. insert_point()
  458. pos: 0 0.83 0.5 weight: 0.0004 dim: 1 index: 1
  459. Inserted point: 0 0.83 0.5 0.000324 vertex_handle: 0x1a16ce0
  460. Insertion of protecting ball 0x1a16ce0[ts=288](0 0.83000000000000007 0.5 0.00032400000000000001) on curve #1
  461. The weight was 0.0004
  462. All good, changed weight and re-removed the dummy!
  463. Successfuly removed the dummy point and changed the vertex weight
  464. get positions: 0x1a16ce0 0x1a16ce0 in curve 1 and orientation: 1
  465. insert_balls(vp=0x1a16ce0[ts=288](0 0.83000000000000007 0.5 0.00032400000000000001),
  466. vq=0x1a16ce0[ts=288](0 0.83000000000000007 0.5 0.00032400000000000001),
  467. sp=0.018,
  468. sq=0.018,
  469. d=2.07342,
  470. d_sign=1,
  471. curve_index=1)
  472. nonlinear growth? false
  473. refine_balls_iteration_nb: 0
  474. max_nb_vertices_to_reevaluate_size10
  475. get positions: 0x1a16ce0 0x1a16ce0 in curve 1 and orientation: 1
  476. n=114
  477. r=0
  478. smart_insert_point((0 0.829502 0.518021), w=0.000324, dim=1, index=1)
  479. Triangulation has 288 vertices
  480. locate returns: 0x1aa8500 lt: 3 lilj: -702931505 32663
  481. -> 0.916667 0.75 0.625 0
  482. -> 0.916667 0.916667 0.625 0
  483. -> 1.08333 0.75 0.625 0
  484. -> 1 0.83 0.5 0.000324
  485. Nearest power vertex of (0 0.829502 0.518021) is 0x1a16ce0 (0 0.83 0.5 0.000324) at distance: 0.000324994
  486. insert_point()
  487. pos: 0 0.829502 0.518021 weight: 0.000324 dim: 1 index: 1
  488. Inserted point: 0 0.829502 0.518021 0.00026244 vertex_handle: 0x1a0efb0
  489. insert_in_correspondence_map: 0x1a0efb0 pos: 0 0.829502 0.518021 index: 1
  490. Insertion of protecting ball 0x1a0efb0[ts=44](0 0.82950188431032224 0.51802070522652666 0.00026244000000000007) on curve #1
  491. The weight was 0.000324
  492. Add edge ( 0x1a0efb0[ts=44](0 0.82950188431032224 0.51802070522652666 0.00026244000000000007) , 0x1a16ce0[ts=288](0 0.83000000000000007 0.5 0.00032400000000000001) ), curve_index=1 to c3t3.
  493. smart_insert_point((0 0.828022 0.535987), w=0.000324, dim=1, index=1)
  494. Triangulation has 289 vertices
  495. locate returns: 0x1a488f0 lt: 3 lilj: -702931505 32663
  496. -> 1 0.829502 0.518021 0.00026244
  497. -> 1 0.833333 0.75 0
  498. -> 0.916667 0.75 0.625 0
  499. -> 1.08333 0.75 0.625 0
  500. Nearest power vertex of (0 0.828022 0.535987) is 0x1a0efb0 (0 0.829502 0.518021 0.00026244) at distance: 0.000324985
  501. insert_point()
  502. pos: 0 0.828022 0.535987 weight: 0.000324 dim: 1 index: 1
  503. Inserted point: 0 0.828022 0.535987 0.00026244 vertex_handle: 0x1a16d60
  504. insert_in_correspondence_map: 0x1a16d60 pos: 0 0.828022 0.535987 index: 1
  505. Insertion of protecting ball 0x1a16d60[ts=289](0 0.82802213970721006 0.53598721647277081 0.00026244000000000007) on curve #1
  506. The weight was 0.000324
  507. Add edge ( 0x1a0efb0[ts=44](0 0.82950188431032224 0.51802070522652666 0.00026244000000000007) , 0x1a16d60[ts=289](0 0.82802213970721006 0.53598721647277081 0.00026244000000000007) ), curve_index=1 to c3t3.
  508. smart_insert_point((0 0.825565 0.553846), w=0.000324, dim=1, index=1)
  509. Triangulation has 290 vertices
  510. locate returns: 0x1aa88f0 lt: 3 lilj: -702931505 32663
  511. -> 1 0.828022 0.535987 0.00026244
  512. -> 1 0.833333 0.75 0
  513. -> 0.916667 0.75 0.625 0
  514. -> 1.08333 0.75 0.625 0
  515. Nearest power vertex of (0 0.825565 0.553846) is 0x1a16d60 (0 0.828022 0.535987 0.00026244) at distance: 0.000324979
  516. insert_point()
  517. pos: 0 0.825565 0.553846 weight: 0.000324 dim: 1 index: 1
  518. Inserted point: 0 0.825565 0.553846 0.00026244 vertex_handle: 0x1a16de0
  519. insert_in_correspondence_map: 0x1a16de0 pos: 0 0.825565 0.553846 index: 1
  520. Insertion of protecting ball 0x1a16de0[ts=290](0 0.82556518086938235 0.55384618765898486 0.00026244000000000007) on curve #1
  521. The weight was 0.000324
  522. Add edge ( 0x1a16d60[ts=289](0 0.82802213970721006 0.53598721647277081 0.00026244000000000007) , 0x1a16de0[ts=290](0 0.82556518086938235 0.55384618765898486 0.00026244000000000007) ), curve_index=1 to c3t3.
  523. smart_insert_point((0 0.822138 0.571545), w=0.000324, dim=1, index=1)
  524. Triangulation has 291 vertices
  525. locate returns: 0x1a24480 lt: 3 lilj: -702931505 32663
  526. -> 1 0.825565 0.553846 0.00026244
  527. -> 1 0.833333 0.75 0
  528. -> 0.916667 0.75 0.625 0
  529. -> 1.08333 0.75 0.625 0
  530. Nearest power vertex of (0 0.822138 0.571545) is 0x1a16de0 (0 0.825565 0.553846 0.00026244) at distance: 0.000324977
  531. insert_point()
  532. pos: 0 0.822138 0.571545 weight: 0.000324 dim: 1 index: 1
  533. Inserted point: 0 0.822138 0.571545 0.00026244 vertex_handle: 0x1a16e60
  534. insert_in_correspondence_map: 0x1a16e60 pos: 0 0.822138 0.571545 index: 1
  535. Insertion of protecting ball 0x1a16e60[ts=291](0 0.82213831509622803 0.57154459186392059 0.00026244000000000007) on curve #1
  536. The weight was 0.000324
  537. Add edge ( 0x1a16de0[ts=290](0 0.82556518086938235 0.55384618765898486 0.00026244000000000007) , 0x1a16e60[ts=291](0 0.82213831509622803 0.57154459186392059 0.00026244000000000007) ), curve_index=1 to c3t3.
  538. smart_insert_point((0 0.817752 0.58903), w=0.000324, dim=1, index=1)
  539. Triangulation has 292 vertices
  540. locate returns: 0x1aa6430 lt: 3 lilj: -702931505 32663
  541. -> 1 0.822138 0.571545 0.00026244
  542. -> 1 0.833333 0.75 0
  543. -> 0.916667 0.75 0.625 0
  544. -> 1.08333 0.75 0.625 0
  545. Nearest power vertex of (0 0.817752 0.58903) is 0x1a16e60 (0 0.822138 0.571545 0.00026244) at distance: 0.000324977
  546. insert_point()
  547. pos: 0 0.817752 0.58903 weight: 0.000324 dim: 1 index: 1
  548. Inserted point: 0 0.817752 0.58903 0.00026244 vertex_handle: 0x1a16ee0
  549. insert_in_correspondence_map: 0x1a16ee0 pos: 0 0.817752 0.58903 index: 1
  550. Insertion of protecting ball 0x1a16ee0[ts=292](0 0.8177517207086008 0.58902987784194794 0.00026244000000000007) on curve #1
  551. The weight was 0.000324
  552. Add edge ( 0x1a16e60[ts=291](0 0.82213831509622803 0.57154459186392059 0.00026244000000000007) , 0x1a16ee0[ts=292](0 0.8177517207086008 0.58902987784194794 0.00026244000000000007) ), curve_index=1 to c3t3.
  553. smart_insert_point((0 0.812418 0.60625), w=0.000324, dim=1, index=1)
  554. Triangulation has 293 vertices
  555. locate returns: 0x1aaa5d0 lt: 3 lilj: -702931505 32663
  556. -> 1 0.817752 0.58903 0.00026244
  557. -> 1 0.833333 0.75 0
  558. -> 0.916667 0.75 0.625 0
  559. -> 1.08333 0.75 0.625 0
  560. Nearest power vertex of (0 0.812418 0.60625) is 0x1a16ee0 (0 0.817752 0.58903 0.00026244) at distance: 0.000324981
  561. insert_point()
  562. pos: 0 0.812418 0.60625 weight: 0.000324 dim: 1 index: 1
  563. Inserted point: 0 0.812418 0.60625 0.00026244 vertex_handle: 0x1a16f60
  564. insert_in_correspondence_map: 0x1a16f60 pos: 0 0.812418 0.60625 index: 1
  565. Insertion of protecting ball 0x1a16f60[ts=293](0 0.81241841699769335 0.60625012513887733 0.00026244000000000007) on curve #1
  566. The weight was 0.000324
  567. Add edge ( 0x1a16ee0[ts=292](0 0.8177517207086008 0.58902987784194794 0.00026244000000000007) , 0x1a16f60[ts=293](0 0.81241841699769335 0.60625012513887733 0.00026244000000000007) ), curve_index=1 to c3t3.
  568. smart_insert_point((0 0.806154 0.623154), w=0.000324, dim=1, index=1)
  569. Triangulation has 294 vertices
  570. locate returns: 0x1aaadb0 lt: 2 lilj: 3 32663
  571. -> 0 0.812418 0.60625 0.00026244
  572. -> 0 0.833333 0.75 0
  573. -> 0 0.666667 0.75 0
  574. -> 0.0833333 0.75 0.625 0
  575. Nearest power vertex of (0 0.806154 0.623154) is 0x1a16f60 (0 0.812418 0.60625 0.00026244) at distance: 0.000324988
  576. insert_point()
  577. pos: 0 0.806154 0.623154 weight: 0.000324 dim: 1 index: 1
  578. Inserted point: 0 0.806154 0.623154 0.00026244 vertex_handle: 0x1a16fe0
  579. insert_in_correspondence_map: 0x1a16fe0 pos: 0 0.806154 0.623154 index: 1
  580. Insertion of protecting ball 0x1a16fe0[ts=294](0 0.80615422581026042 0.623154197350964 0.00026244000000000007) on curve #1
  581. The weight was 0.000324
  582. Add edge ( 0x1a16f60[ts=293](0 0.81241841699769335 0.60625012513887733 0.00026244000000000007) , 0x1a16fe0[ts=294](0 0.80615422581026042 0.623154197350964 0.00026244000000000007) ), curve_index=1 to c3t3.
  583. smart_insert_point((0 0.798974 0.63969), w=0.000324, dim=1, index=1)
  584. Triangulation has 295 vertices
  585. locate returns: 0x1aaa330 lt: 2 lilj: 3 32663
  586. -> 0 0.806154 0.623154 0.00026244
  587. -> 0 0.833333 0.75 0
  588. -> 0 0.666667 0.75 0
  589. -> 0.0833333 0.75 0.625 0
  590. Nearest power vertex of (0 0.798974 0.63969) is 0x1a16fe0 (0 0.806154 0.623154 0.00026244) at distance: 0.000324993
  591. insert_point()
  592. pos: 0 0.798974 0.63969 weight: 0.000324 dim: 1 index: 1
  593. Inserted point: 0 0.798974 0.63969 0.00026244 vertex_handle: 0x1a17060
  594. insert_in_correspondence_map: 0x1a17060 pos: 0 0.798974 0.63969 index: 1
  595. Insertion of protecting ball 0x1a17060[ts=295](0 0.79897376387673058 0.63969004602947299 0.00026244000000000007) on curve #1
  596. The weight was 0.000324
  597. Add edge ( 0x1a16fe0[ts=294](0 0.80615422581026042 0.623154197350964 0.00026244000000000007) , 0x1a17060[ts=295](0 0.79897376387673058 0.63969004602947299 0.00026244000000000007) ), curve_index=1 to c3t3.
  598. smart_insert_point((0 0.790895 0.655806), w=0.000324, dim=1, index=1)
  599. Triangulation has 296 vertices
  600. locate returns: 0x1aab980 lt: 2 lilj: 3 32663
  601. -> 0 0.798974 0.63969 0.00026244
  602. -> 0 0.833333 0.75 0
  603. -> 0 0.666667 0.75 0
  604. -> 0.0833333 0.75 0.625 0
  605. Nearest power vertex of (0 0.790895 0.655806) is 0x1a17060 (0 0.798974 0.63969 0.00026244) at distance: 0.000324991
  606. insert_point()
  607. pos: 0 0.790895 0.655806 weight: 0.000324 dim: 1 index: 1
  608. Inserted point: 0 0.790895 0.655806 0.00026244 vertex_handle: 0x1a170e0
  609. insert_in_correspondence_map: 0x1a170e0 pos: 0 0.790895 0.655806 index: 1
  610. Insertion of protecting ball 0x1a170e0[ts=296](0 0.79089475741954218 0.6558058868431611 0.00026244000000000007) on curve #1
  611. The weight was 0.000324
  612. Add edge ( 0x1a17060[ts=295](0 0.79897376387673058 0.63969004602947299 0.00026244000000000007) , 0x1a170e0[ts=296](0 0.79089475741954218 0.6558058868431611 0.00026244000000000007) ), curve_index=1 to c3t3.
  613. smart_insert_point((0 0.781949 0.671457), w=0.000324, dim=1, index=1)
  614. Triangulation has 297 vertices
  615. locate returns: 0x1aac7f0 lt: 2 lilj: 3 32663
  616. -> 0 0.790895 0.655806 0.00026244
  617. -> 0 0.833333 0.75 0
  618. -> 0 0.666667 0.75 0
  619. -> 0.0833333 0.75 0.625 0
  620. Nearest power vertex of (0 0.781949 0.671457) is 0x1a170e0 (0 0.790895 0.655806 0.00026244) at distance: 0.000324983
  621. insert_point()
  622. pos: 0 0.781949 0.671457 weight: 0.000324 dim: 1 index: 1
  623. Inserted point: 0 0.781949 0.671457 0.00026244 vertex_handle: 0x1a17160
  624. insert_in_correspondence_map: 0x1a17160 pos: 0 0.781949 0.671457 index: 1
  625. Insertion of protecting ball 0x1a17160[ts=297](0 0.78194932390558669 0.67145715373494763 0.00026244000000000007) on curve #1
  626. The weight was 0.000324
  627. Add edge ( 0x1a170e0[ts=296](0 0.79089475741954218 0.6558058868431611 0.00026244000000000007) , 0x1a17160[ts=297](0 0.78194932390558669 0.67145715373494763 0.00026244000000000007) ), curve_index=1 to c3t3.
  628. smart_insert_point((0 0.772164 0.686597), w=0.000324, dim=1, index=1)
  629. Triangulation has 298 vertices
  630. locate returns: 0x1aaaf00 lt: 2 lilj: 0 32663
  631. -> 0.166667 0.666667 0.75 0
  632. -> 0 0.781949 0.671457 0.00026244
  633. -> 0 0.666667 0.75 0
  634. -> 0 0.833333 0.75 0
  635. Nearest power vertex of (0 0.772164 0.686597) is 0x1a17160 (0 0.781949 0.671457 0.00026244) at distance: 0.000324978
  636. insert_point()
  637. pos: 0 0.772164 0.686597 weight: 0.000324 dim: 1 index: 1
  638. Inserted point: 0 0.772164 0.686597 0.00026244 vertex_handle: 0x1a171e0
  639. insert_in_correspondence_map: 0x1a171e0 pos: 0 0.772164 0.686597 index: 1
  640. Insertion of protecting ball 0x1a171e0[ts=298](0 0.77216404053977383 0.68659738242817236 0.00026244000000000007) on curve #1
  641. The weight was 0.000324
  642. Add edge ( 0x1a17160[ts=297](0 0.78194932390558669 0.67145715373494763 0.00026244000000000007) , 0x1a171e0[ts=298](0 0.77216404053977383 0.68659738242817236 0.00026244000000000007) ), curve_index=1 to c3t3.
  643. smart_insert_point((0 0.761568 0.701182), w=0.000324, dim=1, index=1)
  644. Triangulation has 299 vertices
  645. locate returns: 0x1aaeb60 lt: 2 lilj: 0 32663
  646. -> 0.0833333 0.75 0.875 0
  647. -> 0 0.772164 0.686597 0.00026244
  648. -> 0 0.666667 0.75 0
  649. -> 0 0.833333 0.75 0
  650. Nearest power vertex of (0 0.761568 0.701182) is 0x1a171e0 (0 0.772164 0.686597 0.00026244) at distance: 0.000324977
  651. insert_point()
  652. pos: 0 0.761568 0.701182 weight: 0.000324 dim: 1 index: 1
  653. Inserted point: 0 0.761568 0.701182 0.00026244 vertex_handle: 0x1a17260
  654. insert_in_correspondence_map: 0x1a17260 pos: 0 0.761568 0.701182 index: 1
  655. Insertion of protecting ball 0x1a17260[ts=299](0 0.76156797026647383 0.70118162198038436 0.00026244000000000007) on curve #1
  656. The weight was 0.000324
  657. Add edge ( 0x1a171e0[ts=298](0 0.77216404053977383 0.68659738242817236 0.00026244000000000007) , 0x1a17260[ts=299](0 0.76156797026647383 0.70118162198038436 0.00026244000000000007) ), curve_index=1 to c3t3.
  658. smart_insert_point((0 0.750193 0.715167), w=0.000324, dim=1, index=1)
  659. Triangulation has 300 vertices
  660. locate returns: 0x1aaf5e0 lt: 2 lilj: 0 32663
  661. -> 0.0833333 0.75 0.875 0
  662. -> 0 0.761568 0.701182 0.00026244
  663. -> 0 0.666667 0.75 0
  664. -> 0 0.833333 0.75 0
  665. Nearest power vertex of (0 0.750193 0.715167) is 0x1a17260 (0 0.761568 0.701182 0.00026244) at distance: 0.000324978
  666. insert_point()
  667. pos: 0 0.750193 0.715167 weight: 0.000324 dim: 1 index: 1
  668. Inserted point: 0 0.750193 0.715167 0.00026244 vertex_handle: 0x1a172e0
  669. insert_in_correspondence_map: 0x1a172e0 pos: 0 0.750193 0.715167 index: 1
  670. Insertion of protecting ball 0x1a172e0[ts=300](0 0.75019257596439426 0.71516656745416485 0.00026244000000000007) on curve #1
  671. The weight was 0.000324
  672. Add edge ( 0x1a17260[ts=299](0 0.76156797026647383 0.70118162198038436 0.00026244000000000007) , 0x1a172e0[ts=300](0 0.75019257596439426 0.71516656745416485 0.00026244000000000007) ), curve_index=1 to c3t3.
  673. smart_insert_point((0 0.738072 0.728511), w=0.000324, dim=1, index=1)
  674. Triangulation has 301 vertices
  675. locate returns: 0x1aae8c0 lt: 3 lilj: -702931505 32663
  676. -> 1.08333 0.75 0.875 0
  677. -> 1 0.666667 0.75 0
  678. -> 0.916667 0.75 0.875 0
  679. -> 1 0.750193 0.715167 0.00026244
  680. Nearest power vertex of (0 0.738072 0.728511) is 0x1a172e0 (0 0.750193 0.715167 0.00026244) at distance: 0.000324983
  681. insert_point()
  682. pos: 0 0.738072 0.728511 weight: 0.000324 dim: 1 index: 1
  683. Inserted point: 0 0.738072 0.728511 0.00026244 vertex_handle: 0x1a17360
  684. insert_in_correspondence_map: 0x1a17360 pos: 0 0.738072 0.728511 index: 1
  685. Insertion of protecting ball 0x1a17360[ts=301](0 0.73807162757654954 0.72851068774175742 0.00026244000000000007) on curve #1
  686. The weight was 0.000324
  687. Add edge ( 0x1a172e0[ts=300](0 0.75019257596439426 0.71516656745416485 0.00026244000000000007) , 0x1a17360[ts=301](0 0.73807162757654954 0.72851068774175742 0.00026244000000000007) ), curve_index=1 to c3t3.
  688. smart_insert_point((0 0.725241 0.741174), w=0.000324, dim=1, index=1)
  689. Triangulation has 302 vertices
  690. locate returns: 0x1aaf1f0 lt: 3 lilj: -702931505 32663
  691. -> 1.08333 0.75 0.875 0
  692. -> 1 0.666667 0.75 0
  693. -> 0.916667 0.75 0.875 0
  694. -> 1 0.738072 0.728511 0.00026244
  695. Nearest power vertex of (0 0.725241 0.741174) is 0x1a17360 (0 0.738072 0.728511 0.00026244) at distance: 0.000324991
  696. insert_point()
  697. pos: 0 0.725241 0.741174 weight: 0.000324 dim: 1 index: 1
  698. Inserted point: 0 0.725241 0.741174 0.00026244 vertex_handle: 0x1a173e0
  699. insert_in_correspondence_map: 0x1a173e0 pos: 0 0.725241 0.741174 index: 1
  700. Insertion of protecting ball 0x1a173e0[ts=302](0 0.72524110244805207 0.74117434816812788 0.00026244000000000007) on curve #1
  701. The weight was 0.000324
  702. Add edge ( 0x1a17360[ts=301](0 0.73807162757654954 0.72851068774175742 0.00026244000000000007) , 0x1a173e0[ts=302](0 0.72524110244805207 0.74117434816812788 0.00026244000000000007) ), curve_index=1 to c3t3.
  703. smart_insert_point((0 0.711733 0.753113), w=0.000324, dim=1, index=1)
  704. Triangulation has 303 vertices
  705. locate returns: 0x1aaf0a0 lt: 3 lilj: -702931505 32663
  706. -> 1.08333 0.75 0.875 0
  707. -> 1 0.666667 0.75 0
  708. -> 0.916667 0.75 0.875 0
  709. -> 1 0.725241 0.741174 0.00026244
  710. Nearest power vertex of (0 0.711733 0.753113) is 0x1a173e0 (0 0.725241 0.741174 0.00026244) at distance: 0.000324993
  711. insert_point()
  712. pos: 0 0.711733 0.753113 weight: 0.000324 dim: 1 index: 1
  713. Inserted point: 0 0.711733 0.753113 0.00026244 vertex_handle: 0x1a17460
  714. insert_in_correspondence_map: 0x1a17460 pos: 0 0.711733 0.753113 index: 1
  715. Insertion of protecting ball 0x1a17460[ts=303](0 0.71173346057480869 0.75311323153809251 0.00026244000000000007) on curve #1
  716. The weight was 0.000324
  717. Add edge ( 0x1a173e0[ts=302](0 0.72524110244805207 0.74117434816812788 0.00026244000000000007) , 0x1a17460[ts=303](0 0.71173346057480869 0.75311323153809251 0.00026244000000000007) ), curve_index=1 to c3t3.
  718. smart_insert_point((0 0.697592 0.764294), w=0.000324, dim=1, index=1)
  719. Triangulation has 304 vertices
  720. locate returns: 0x1a423d0 lt: 3 lilj: -702931505 32663
  721. -> 1.08333 0.75 0.875 0
  722. -> 1 0.666667 0.75 0
  723. -> 0.916667 0.75 0.875 0
  724. -> 1 0.711733 0.753113 0.00026244
  725. Nearest power vertex of (0 0.697592 0.764294) is 0x1a17460 (0 0.711733 0.753113 0.00026244) at distance: 0.000324988
  726. insert_point()
  727. pos: 0 0.697592 0.764294 weight: 0.000324 dim: 1 index: 1
  728. Inserted point: 0 0.697592 0.764294 0.00026244 vertex_handle: 0x1a174e0
  729. insert_in_correspondence_map: 0x1a174e0 pos: 0 0.697592 0.764294 index: 1
  730. Insertion of protecting ball 0x1a174e0[ts=304](0 0.69759247407851022 0.7642944769738953 0.00026244000000000007) on curve #1
  731. The weight was 0.000324
  732. Add edge ( 0x1a17460[ts=303](0 0.71173346057480869 0.75311323153809251 0.00026244000000000007) , 0x1a174e0[ts=304](0 0.69759247407851022 0.7642944769738953 0.00026244000000000007) ), curve_index=1 to c3t3.
  733. smart_insert_point((0 0.682863 0.774688), w=0.000324, dim=1, index=1)
  734. Triangulation has 305 vertices
  735. locate returns: 0x1aae4d0 lt: 3 lilj: -702931505 32663
  736. -> 1.08333 0.583333 0.875 0
  737. -> 1 0.666667 0.75 0
  738. -> 0.916667 0.583333 0.875 0
  739. -> 1 0.697592 0.764294 0.00026244
  740. Nearest power vertex of (0 0.682863 0.774688) is 0x1a174e0 (0 0.697592 0.764294 0.00026244) at distance: 0.000324981
  741. insert_point()
  742. pos: 0 0.682863 0.774688 weight: 0.000324 dim: 1 index: 1
  743. Inserted point: 0 0.682863 0.774688 0.00026244 vertex_handle: 0x1a17560
  744. insert_in_correspondence_map: 0x1a17560 pos: 0 0.682863 0.774688 index: 1
  745. Insertion of protecting ball 0x1a17560[ts=305](0 0.68286312715738495 0.77468809928362548 0.00026244000000000007) on curve #1
  746. The weight was 0.000324
  747. Add edge ( 0x1a174e0[ts=304](0 0.69759247407851022 0.7642944769738953 0.00026244000000000007) , 0x1a17560[ts=305](0 0.68286312715738495 0.77468809928362548 0.00026244000000000007) ), curve_index=1 to c3t3.
  748. smart_insert_point((0 0.667589 0.784263), w=0.000324, dim=1, index=1)
  749. Triangulation has 306 vertices
  750. locate returns: 0x1a46810 lt: 3 lilj: -702931505 32663
  751. -> 1.08333 0.583333 0.875 0
  752. -> 1 0.666667 0.75 0
  753. -> 0.916667 0.583333 0.875 0
  754. -> 1 0.682863 0.774688 0.00026244
  755. Nearest power vertex of (0 0.667589 0.784263) is 0x1a17560 (0 0.682863 0.774688 0.00026244) at distance: 0.000324977
  756. insert_point()
  757. pos: 0 0.667589 0.784263 weight: 0.000324 dim: 1 index: 1
  758. Inserted point: 0 0.667589 0.784263 0.00026244 vertex_handle: 0x1a175e0
  759. insert_in_correspondence_map: 0x1a175e0 pos: 0 0.667589 0.784263 index: 1
  760. Insertion of protecting ball 0x1a175e0[ts=306](0 0.66758916420190439 0.78426324897903854 0.00026244000000000007) on curve #1
  761. The weight was 0.000324
  762. Add edge ( 0x1a17560[ts=305](0 0.68286312715738495 0.77468809928362548 0.00026244000000000007) , 0x1a175e0[ts=306](0 0.66758916420190439 0.78426324897903854 0.00026244000000000007) ), curve_index=1 to c3t3.
  763. smart_insert_point((0 0.651816 0.792991), w=0.000324, dim=1, index=1)
  764. Triangulation has 307 vertices
  765. locate returns: 0x1ab2bb0 lt: 3 lilj: -702931505 32663
  766. -> 1.08333 0.583333 0.875 0
  767. -> 1 0.5 0.75 0
  768. -> 0.916667 0.583333 0.875 0
  769. -> 1 0.667589 0.784263 0.00026244
  770. Nearest power vertex of (0 0.651816 0.792991) is 0x1a175e0 (0 0.667589 0.784263 0.00026244) at distance: 0.000324977
  771. insert_point()
  772. pos: 0 0.651816 0.792991 weight: 0.000324 dim: 1 index: 1
  773. Inserted point: 0 0.651816 0.792991 0.00026244 vertex_handle: 0x1a17660
  774. insert_in_correspondence_map: 0x1a17660 pos: 0 0.651816 0.792991 index: 1
  775. Insertion of protecting ball 0x1a17660[ts=307](0 0.65181594131612108 0.79299149967570792 0.00026244000000000007) on curve #1
  776. The weight was 0.000324
  777. Add edge ( 0x1a175e0[ts=306](0 0.66758916420190439 0.78426324897903854 0.00026244000000000007) , 0x1a17660[ts=307](0 0.65181594131612108 0.79299149967570792 0.00026244000000000007) ), curve_index=1 to c3t3.
  778. smart_insert_point((0 0.63559 0.800847), w=0.000324, dim=1, index=1)
  779. Triangulation has 308 vertices
  780. locate returns: 0x1ab30f0 lt: 3 lilj: -702931505 32663
  781. -> 1.08333 0.583333 0.875 0
  782. -> 1 0.5 0.75 0
  783. -> 0.916667 0.583333 0.875 0
  784. -> 1 0.651816 0.792991 0.00026244
  785. Nearest power vertex of (0 0.63559 0.800847) is 0x1a17660 (0 0.651816 0.792991 0.00026244) at distance: 0.000324979
  786. insert_point()
  787. pos: 0 0.63559 0.800847 weight: 0.000324 dim: 1 index: 1
  788. Inserted point: 0 0.63559 0.800847 0.00026244 vertex_handle: 0x1a176e0
  789. insert_in_correspondence_map: 0x1a176e0 pos: 0 0.63559 0.800847 index: 1
  790. Insertion of protecting ball 0x1a176e0[ts=308](0 0.63559029243051335 0.80084693198728552 0.00026244000000000007) on curve #1
  791. The weight was 0.000324
  792. Add edge ( 0x1a17660[ts=307](0 0.65181594131612108 0.79299149967570792 0.00026244000000000007) , 0x1a176e0[ts=308](0 0.63559029243051335 0.80084693198728552 0.00026244000000000007) ), curve_index=1 to c3t3.
  793. smart_insert_point((0 0.61896 0.807806), w=0.000324, dim=1, index=1)
  794. Triangulation has 309 vertices
  795. locate returns: 0x1a35700 lt: 3 lilj: -702931505 32663
  796. -> 1.08333 0.583333 0.875 0
  797. -> 1 0.5 0.75 0
  798. -> 0.916667 0.583333 0.875 0
  799. -> 1 0.63559 0.800847 0.00026244
  800. Nearest power vertex of (0 0.61896 0.807806) is 0x1a176e0 (0 0.63559 0.800847 0.00026244) at distance: 0.000324985
  801. insert_point()
  802. pos: 0 0.61896 0.807806 weight: 0.000324 dim: 1 index: 1
  803. Inserted point: 0 0.61896 0.807806 0.00026244 vertex_handle: 0x1a17760
  804. insert_in_correspondence_map: 0x1a17760 pos: 0 0.61896 0.807806 index: 1
  805. Insertion of protecting ball 0x1a17760[ts=309](0 0.61896039106437895 0.80780621003924602 0.00026244000000000007) on curve #1
  806. The weight was 0.000324
  807. Add edge ( 0x1a176e0[ts=308](0 0.63559029243051335 0.80084693198728552 0.00026244000000000007) , 0x1a17760[ts=309](0 0.61896039106437895 0.80780621003924602 0.00026244000000000007) ), curve_index=1 to c3t3.
  808. smart_insert_point((0 0.601976 0.813849), w=0.000324, dim=1, index=1)
  809. Triangulation has 310 vertices
  810. locate returns: 0x1a423d0 lt: 3 lilj: -702931505 32663
  811. -> 1.08333 0.583333 0.875 0
  812. -> 1 0.5 0.75 0
  813. -> 0.916667 0.583333 0.875 0
  814. -> 1 0.61896 0.807806 0.00026244
  815. Nearest power vertex of (0 0.601976 0.813849) is 0x1a17760 (0 0.61896 0.807806 0.00026244) at distance: 0.000324994
  816. insert_point()
  817. pos: 0 0.601976 0.813849 weight: 0.000324 dim: 1 index: 1
  818. Inserted point: 0 0.601976 0.813849 0.00026244 vertex_handle: 0x1a177e0
  819. insert_in_correspondence_map: 0x1a177e0 pos: 0 0.601976 0.813849 index: 1
  820. Insertion of protecting ball 0x1a177e0[ts=310](0 0.60197560814373174 0.81384865037740095 0.00026244000000000007) on curve #1
  821. The weight was 0.000324
  822. Add edge ( 0x1a17760[ts=309](0 0.61896039106437895 0.80780621003924602 0.00026244000000000007) , 0x1a177e0[ts=310](0 0.60197560814373174 0.81384865037740095 0.00026244000000000007) ), curve_index=1 to c3t3.
  823. smart_insert_point((0 0.584683 0.818944), w=0.000324, dim=1, index=1)
  824. Triangulation has 311 vertices
  825. locate returns: 0x1a1a590 lt: 3 lilj: -702931505 32663
  826. -> 1 0.601976 0.813849 0.00026244
  827. -> 1 0.5 0.75 0
  828. -> 1.08333 0.416667 0.875 0
  829. -> 0.916667 0.416667 0.875 0
  830. Nearest power vertex of (0 0.584683 0.818944) is 0x1a177e0 (0 0.601976 0.813849 0.00026244) at distance: 0.000324994
  831. insert_point()
  832. pos: 0 0.584683 0.818944 weight: 0.000324 dim: 1 index: 1
  833. Inserted point: 0 0.584683 0.818944 0.00026244 vertex_handle: 0x1a17860
  834. insert_in_correspondence_map: 0x1a17860 pos: 0 0.584683 0.818944 index: 1
  835. Insertion of protecting ball 0x1a17860[ts=311](0 0.58468297279653414 0.81894361837048235 0.00026244000000000007) on curve #1
  836. The weight was 0.000324
  837. Add edge ( 0x1a177e0[ts=310](0 0.60197560814373174 0.81384865037740095 0.00026244000000000007) , 0x1a17860[ts=311](0 0.58468297279653414 0.81894361837048235 0.00026244000000000007) ), curve_index=1 to c3t3.
  838. smart_insert_point((0 0.567139 0.823088), w=0.000324, dim=1, index=1)
  839. Triangulation has 312 vertices
  840. locate returns: 0x1ab30f0 lt: 3 lilj: -702931505 32663
  841. -> 1 0.584683 0.818944 0.00026244
  842. -> 1 0.5 0.75 0
  843. -> 1.08333 0.416667 0.875 0
  844. -> 0.916667 0.416667 0.875 0
  845. Nearest power vertex of (0 0.567139 0.823088) is 0x1a17860 (0 0.584683 0.818944 0.00026244) at distance: 0.000324985
  846. insert_point()
  847. pos: 0 0.567139 0.823088 weight: 0.000324 dim: 1 index: 1
  848. Inserted point: 0 0.567139 0.823088 0.00026244 vertex_handle: 0x1a178e0
  849. insert_in_correspondence_map: 0x1a178e0 pos: 0 0.567139 0.823088 index: 1
  850. Insertion of protecting ball 0x1a178e0[ts=312](0 0.56713853897100719 0.82308825492795779 0.00026244000000000007) on curve #1
  851. The weight was 0.000324
  852. Add edge ( 0x1a17860[ts=311](0 0.58468297279653414 0.81894361837048235 0.00026244000000000007) , 0x1a178e0[ts=312](0 0.56713853897100719 0.82308825492795779 0.00026244000000000007) ), curve_index=1 to c3t3.
  853. smart_insert_point((0 0.549394 0.82627), w=0.000324, dim=1, index=1)
  854. Triangulation has 313 vertices
  855. locate returns: 0x1a466c0 lt: 3 lilj: -702931505 32663
  856. -> 1 0.567139 0.823088 0.00026244
  857. -> 1 0.5 0.75 0
  858. -> 1.08333 0.416667 0.875 0
  859. -> 0.916667 0.416667 0.875 0
  860. Nearest power vertex of (0 0.549394 0.82627) is 0x1a178e0 (0 0.567139 0.823088 0.00026244) at distance: 0.000324979
  861. insert_point()
  862. pos: 0 0.549394 0.82627 weight: 0.000324 dim: 1 index: 1
  863. Inserted point: 0 0.549394 0.82627 0.00026244 vertex_handle: 0x1a17960
  864. insert_in_correspondence_map: 0x1a17960 pos: 0 0.549394 0.82627 index: 1
  865. Insertion of protecting ball 0x1a17960[ts=313](0 0.5493944060146625 0.82627027381356533 0.00026244000000000007) on curve #1
  866. The weight was 0.000324
  867. Add edge ( 0x1a178e0[ts=312](0 0.56713853897100719 0.82308825492795779 0.00026244000000000007) , 0x1a17960[ts=313](0 0.5493944060146625 0.82627027381356533 0.00026244000000000007) ), curve_index=1 to c3t3.
  868. smart_insert_point((0 0.531503 0.82848), w=0.000324, dim=1, index=1)
  869. Triangulation has 314 vertices
  870. locate returns: 0x1ab3630 lt: 3 lilj: -702931505 32663
  871. -> 1 0.549394 0.82627 0.00026244
  872. -> 1 0.5 0.75 0
  873. -> 1.08333 0.416667 0.875 0
  874. -> 0.916667 0.416667 0.875 0
  875. Nearest power vertex of (0 0.531503 0.82848) is 0x1a17960 (0 0.549394 0.82627 0.00026244) at distance: 0.000324977
  876. insert_point()
  877. pos: 0 0.531503 0.82848 weight: 0.000324 dim: 1 index: 1
  878. Inserted point: 0 0.531503 0.82848 0.00026244 vertex_handle: 0x1a179e0
  879. insert_in_correspondence_map: 0x1a179e0 pos: 0 0.531503 0.82848 index: 1
  880. Insertion of protecting ball 0x1a179e0[ts=314](0 0.53150326360618627 0.82848023846218022 0.00026244000000000007) on curve #1
  881. The weight was 0.000324
  882. Add edge ( 0x1a17960[ts=313](0 0.5493944060146625 0.82627027381356533 0.00026244000000000007) , 0x1a179e0[ts=314](0 0.53150326360618627 0.82848023846218022 0.00026244000000000007) ), curve_index=1 to c3t3.
  883. smart_insert_point((0 0.513518 0.829712), w=0.000324, dim=1, index=1)
  884. Triangulation has 315 vertices
  885. locate returns: 0x1a64750 lt: 3 lilj: -702931505 32663
  886. -> 1 0.531503 0.82848 0.00026244
  887. -> 1 0.5 0.75 0
  888. -> 1.08333 0.416667 0.875 0
  889. -> 0.916667 0.416667 0.875 0
  890. Nearest power vertex of (0 0.513518 0.829712) is 0x1a179e0 (0 0.531503 0.82848 0.00026244) at distance: 0.000324977
  891. insert_point()
  892. pos: 0 0.513518 0.829712 weight: 0.000324 dim: 1 index: 1
  893. Inserted point: 0 0.513518 0.829712 0.00026244 vertex_handle: 0x1a17a60
  894. insert_in_correspondence_map: 0x1a17a60 pos: 0 0.513518 0.829712 index: 1
  895. Insertion of protecting ball 0x1a17a60[ts=315](0 0.51351823622429238 0.82971158980420001 0.00026244000000000007) on curve #1
  896. The weight was 0.000324
  897. Add edge ( 0x1a179e0[ts=314](0 0.53150326360618627 0.82848023846218022 0.00026244000000000007) , 0x1a17a60[ts=315](0 0.51351823622429238 0.82971158980420001 0.00026244000000000007) ), curve_index=1 to c3t3.
  898. smart_insert_point((0 0.495493 0.829961), w=0.000324, dim=1, index=1)
  899. Triangulation has 316 vertices
  900. locate returns: 0x1ac0180 lt: 3 lilj: -702931505 32663
  901. -> 1.08333 0.416667 0.875 0
  902. -> 1 0.333333 0.75 0
  903. -> 0.916667 0.416667 0.875 0
  904. -> 1 0.513518 0.829712 0.00026244
  905. Nearest power vertex of (0 0.495493 0.829961) is 0x1a17a60 (0 0.513518 0.829712 0.00026244) at distance: 0.000324981
  906. insert_point()
  907. pos: 0 0.495493 0.829961 weight: 0.000324 dim: 1 index: 1
  908. Inserted point: 0 0.495493 0.829961 0.00026244 vertex_handle: 0x1a17ae0
  909. insert_in_correspondence_map: 0x1a17ae0 pos: 0 0.495493 0.829961 index: 1
  910. Insertion of protecting ball 0x1a17ae0[ts=316](0 0.49549272633750052 0.82996066561865056 0.00026244000000000007) on curve #1
  911. The weight was 0.000324
  912. Add edge ( 0x1a17a60[ts=315](0 0.51351823622429238 0.82971158980420001 0.00026244000000000007) , 0x1a17ae0[ts=316](0 0.49549272633750052 0.82996066561865056 0.00026244000000000007) ), curve_index=1 to c3t3.
  913. smart_insert_point((0 0.47748 0.829227), w=0.000324, dim=1, index=1)
  914. Triangulation has 317 vertices
  915. locate returns: 0x1ac2790 lt: 3 lilj: -702931505 32663
  916. -> 1.08333 0.416667 0.875 0
  917. -> 1 0.333333 0.75 0
  918. -> 0.916667 0.416667 0.875 0
  919. -> 1 0.495493 0.829961 0.00026244
  920. Nearest power vertex of (0 0.47748 0.829227) is 0x1a17ae0 (0 0.495493 0.829961 0.00026244) at distance: 0.000324988
  921. insert_point()
  922. pos: 0 0.47748 0.829227 weight: 0.000324 dim: 1 index: 1
  923. Inserted point: 0 0.47748 0.829227 0.00026244 vertex_handle: 0x1a17b60
  924. insert_in_correspondence_map: 0x1a17b60 pos: 0 0.47748 0.829227 index: 1
  925. Insertion of protecting ball 0x1a17b60[ts=317](0 0.47748025677534128 0.82922671135819992 0.00026244000000000007) on curve #1
  926. The weight was 0.000324
  927. Add edge ( 0x1a17ae0[ts=316](0 0.49549272633750052 0.82996066561865056 0.00026244000000000007) , 0x1a17b60[ts=317](0 0.47748025677534128 0.82922671135819992 0.00026244000000000007) ), curve_index=1 to c3t3.
  928. smart_insert_point((0 0.459535 0.827508), w=0.000324, dim=1, index=1)
  929. Triangulation has 318 vertices
  930. locate returns: 0x1ac28e0 lt: 3 lilj: -702931505 32663
  931. -> 1.08333 0.416667 0.875 0
  932. -> 1 0.333333 0.75 0
  933. -> 0.916667 0.416667 0.875 0
  934. -> 1 0.47748 0.829227 0.00026244
  935. Nearest power vertex of (0 0.459535 0.827508) is 0x1a17b60 (0 0.47748 0.829227 0.00026244) at distance: 0.000324993
  936. insert_point()
  937. pos: 0 0.459535 0.827508 weight: 0.000324 dim: 1 index: 1
  938. Inserted point: 0 0.459535 0.827508 0.00026244 vertex_handle: 0x1a17be0
  939. insert_in_correspondence_map: 0x1a17be0 pos: 0 0.459535 0.827508 index: 1
  940. Insertion of protecting ball 0x1a17be0[ts=318](0 0.45953484537225159 0.82750754450437891 0.00026244000000000007) on curve #1
  941. The weight was 0.000324
  942. Add edge ( 0x1a17b60[ts=317](0 0.47748025677534128 0.82922671135819992 0.00026244000000000007) , 0x1a17be0[ts=318](0 0.45953484537225159 0.82750754450437891 0.00026244000000000007) ), curve_index=1 to c3t3.
  943. smart_insert_point((0 0.441711 0.824804), w=0.000324, dim=1, index=1)
  944. Triangulation has 319 vertices
  945. locate returns: 0x1ac2640 lt: 3 lilj: -702931505 32663
  946. -> 1.08333 0.416667 0.875 0
  947. -> 1 0.333333 0.75 0
  948. -> 0.916667 0.416667 0.875 0
  949. -> 1 0.459535 0.827508 0.00026244
  950. Nearest power vertex of (0 0.441711 0.824804) is 0x1a17be0 (0 0.459535 0.827508 0.00026244) at distance: 0.000324991
  951. insert_point()
  952. pos: 0 0.441711 0.824804 weight: 0.000324 dim: 1 index: 1
  953. Inserted point: 0 0.441711 0.824804 0.00026244 vertex_handle: 0x1a17c60
  954. insert_in_correspondence_map: 0x1a17c60 pos: 0 0.441711 0.824804 index: 1
  955. Insertion of protecting ball 0x1a17c60[ts=319](0 0.4417112196578819 0.82480402145815035 0.00026244000000000007) on curve #1
  956. The weight was 0.000324
  957. Add edge ( 0x1a17be0[ts=318](0 0.45953484537225159 0.82750754450437891 0.00026244000000000007) , 0x1a17c60[ts=319](0 0.4417112196578819 0.82480402145815035 0.00026244000000000007) ), curve_index=1 to c3t3.
  958. smart_insert_point((0 0.424062 0.821133), w=0.000324, dim=1, index=1)
  959. Triangulation has 320 vertices
  960. locate returns: 0x1a7c7f0 lt: 3 lilj: -702931505 32663
  961. -> 1 0.441711 0.824804 0.00026244
  962. -> 1 0.333333 0.75 0
  963. -> 1.08333 0.25 0.875 0
  964. -> 0.916667 0.25 0.875 0
  965. Nearest power vertex of (0 0.424062 0.821133) is 0x1a17c60 (0 0.441711 0.824804 0.00026244) at distance: 0.000324983
  966. insert_point()
  967. pos: 0 0.424062 0.821133 weight: 0.000324 dim: 1 index: 1
  968. Inserted point: 0 0.424062 0.821133 0.00026244 vertex_handle: 0x1a17ce0
  969. insert_in_correspondence_map: 0x1a17ce0 pos: 0 0.424062 0.821133 index: 1
  970. Insertion of protecting ball 0x1a17ce0[ts=320](0 0.42406168931431026 0.82113291607667771 0.00026244000000000007) on curve #1
  971. The weight was 0.000324
  972. Add edge ( 0x1a17c60[ts=319](0 0.4417112196578819 0.82480402145815035 0.00026244000000000007) , 0x1a17ce0[ts=320](0 0.42406168931431026 0.82113291607667771 0.00026244000000000007) ), curve_index=1 to c3t3.
  973. smart_insert_point((0 0.406639 0.816505), w=0.000324, dim=1, index=1)
  974. Triangulation has 321 vertices
  975. locate returns: 0x1a36810 lt: 3 lilj: -702931505 32663
  976. -> 1 0.424062 0.821133 0.00026244
  977. -> 1 0.333333 0.75 0
  978. -> 1.08333 0.25 0.875 0
  979. -> 0.916667 0.25 0.875 0
  980. Nearest power vertex of (0 0.406639 0.816505) is 0x1a17ce0 (0 0.424062 0.821133 0.00026244) at distance: 0.000324978
  981. insert_point()
  982. pos: 0 0.406639 0.816505 weight: 0.000324 dim: 1 index: 1
  983. Inserted point: 0 0.406639 0.816505 0.00026244 vertex_handle: 0x1a17d60
  984. insert_in_correspondence_map: 0x1a17d60 pos: 0 0.406639 0.816505 index: 1
  985. Insertion of protecting ball 0x1a17d60[ts=321](0 0.40663865730260951 0.81650514653275641 0.00026244000000000007) on curve #1
  986. The weight was 0.000324
  987. Add edge ( 0x1a17ce0[ts=320](0 0.42406168931431026 0.82113291607667771 0.00026244000000000007) , 0x1a17d60[ts=321](0 0.40663865730260951 0.81650514653275641 0.00026244000000000007) ), curve_index=1 to c3t3.
  988. smart_insert_point((0 0.389494 0.810934), w=0.000324, dim=1, index=1)
  989. Triangulation has 322 vertices
  990. locate returns: 0x1a77bd0 lt: 3 lilj: -702931505 32663
  991. -> 1 0.406639 0.816505 0.00026244
  992. -> 1 0.333333 0.75 0
  993. -> 1.08333 0.25 0.875 0
  994. -> 0.916667 0.25 0.875 0
  995. Nearest power vertex of (0 0.389494 0.810934) is 0x1a17d60 (0 0.406639 0.816505 0.00026244) at distance: 0.000324977
  996. insert_point()
  997. pos: 0 0.389494 0.810934 weight: 0.000324 dim: 1 index: 1
  998. Inserted point: 0 0.389494 0.810934 0.00026244 vertex_handle: 0x1a17de0
  999. insert_in_correspondence_map: 0x1a17de0 pos: 0 0.389494 0.810934 index: 1
  1000. Insertion of protecting ball 0x1a17de0[ts=322](0 0.38949385545322779 0.81093446272388192 0.00026244000000000007) on curve #1
  1001. The weight was 0.000324
  1002. Add edge ( 0x1a17d60[ts=321](0 0.40663865730260951 0.81650514653275641 0.00026244000000000007) , 0x1a17de0[ts=322](0 0.38949385545322779 0.81093446272388192 0.00026244000000000007) ), curve_index=1 to c3t3.
  1003. smart_insert_point((0 0.372678 0.804437), w=0.000324, dim=1, index=1)
  1004. Triangulation has 323 vertices
  1005. locate returns: 0x1ac4da0 lt: 3 lilj: -702931505 32663
  1006. -> 1 0.389494 0.810934 0.00026244
  1007. -> 1 0.333333 0.75 0
  1008. -> 1.08333 0.25 0.875 0
  1009. -> 0.916667 0.25 0.875 0
  1010. Nearest power vertex of (0 0.372678 0.804437) is 0x1a17de0 (0 0.389494 0.810934 0.00026244) at distance: 0.000324978
  1011. insert_point()
  1012. pos: 0 0.372678 0.804437 weight: 0.000324 dim: 1 index: 1
  1013. Inserted point: 0 0.372678 0.804437 0.00026244 vertex_handle: 0x1a17e60
  1014. insert_in_correspondence_map: 0x1a17e60 pos: 0 0.372678 0.804437 index: 1
  1015. Insertion of protecting ball 0x1a17e60[ts=323](0 0.37267819177329797 0.80443740566426758 0.00026244000000000007) on curve #1
  1016. The weight was 0.000324
  1017. Add edge ( 0x1a17de0[ts=322](0 0.38949385545322779 0.81093446272388192 0.00026244000000000007) , 0x1a17e60[ts=323](0 0.37267819177329797 0.80443740566426758 0.00026244000000000007) ), curve_index=1 to c3t3.
  1018. smart_insert_point((0 0.356242 0.797033), w=0.000324, dim=1, index=1)
  1019. Triangulation has 324 vertices
  1020. locate returns: 0x1ac4080 lt: 3 lilj: -702931505 32663
  1021. -> 1 0.372678 0.804437 0.00026244
  1022. -> 1 0.333333 0.75 0
  1023. -> 1.08333 0.25 0.875 0
  1024. -> 0.916667 0.25 0.875 0
  1025. Nearest power vertex of (0 0.356242 0.797033) is 0x1a17e60 (0 0.372678 0.804437 0.00026244) at distance: 0.000324983
  1026. insert_point()
  1027. pos: 0 0.356242 0.797033 weight: 0.000324 dim: 1 index: 1
  1028. Inserted point: 0 0.356242 0.797033 0.00026244 vertex_handle: 0x1ab6700
  1029. insert_in_correspondence_map: 0x1ab6700 pos: 0 0.356242 0.797033 index: 1
  1030. Insertion of protecting ball 0x1ab6700[ts=324](0 0.35624160017977102 0.79703325866018004 0.00026244000000000007) on curve #1
  1031. The weight was 0.000324
  1032. Add edge ( 0x1a17e60[ts=323](0 0.37267819177329797 0.80443740566426758 0.00026244000000000007) , 0x1ab6700[ts=324](0 0.35624160017977102 0.79703325866018004 0.00026244000000000007) ), curve_index=1 to c3t3.
  1033. smart_insert_point((0 0.340233 0.788744), w=0.000324, dim=1, index=1)
  1034. Triangulation has 325 vertices
  1035. locate returns: 0x1ac4da0 lt: 3 lilj: -702931505 32663
  1036. -> 1 0.356242 0.797033 0.00026244
  1037. -> 1 0.333333 0.75 0
  1038. -> 1.08333 0.25 0.875 0
  1039. -> 0.916667 0.25 0.875 0
  1040. Nearest power vertex of (0 0.340233 0.788744) is 0x1ab6700 (0 0.356242 0.797033 0.00026244) at distance: 0.000324991
  1041. insert_point()
  1042. pos: 0 0.340233 0.788744 weight: 0.000324 dim: 1 index: 1
  1043. Inserted point: 0 0.340233 0.788744 0.00026244 vertex_handle: 0x1ab6780
  1044. insert_in_correspondence_map: 0x1ab6780 pos: 0 0.340233 0.788744 index: 1
  1045. Insertion of protecting ball 0x1ab6780[ts=325](0 0.3402328930996617 0.78874399041197585 0.00026244000000000007) on curve #1
  1046. The weight was 0.000324
  1047. Add edge ( 0x1ab6700[ts=324](0 0.35624160017977102 0.79703325866018004 0.00026244000000000007) , 0x1ab6780[ts=325](0 0.3402328930996617 0.78874399041197585 0.00026244000000000007) ), curve_index=1 to c3t3.
  1048. smart_insert_point((0 0.324704 0.779587), w=0.000324, dim=1, index=1)
  1049. Triangulation has 326 vertices
  1050. locate returns: 0x1ac6a80 lt: 2 lilj: 3 32663
  1051. -> 0 0.166667 0.75 0
  1052. -> 0 0.333333 0.75 0
  1053. -> 0 0.340233 0.788744 0.00026244
  1054. -> 0.0833333 0.25 0.875 0
  1055. Nearest power vertex of (0 0.324704 0.779587) is 0x1ab6780 (0 0.340233 0.788744 0.00026244) at distance: 0.000324993
  1056. insert_point()
  1057. pos: 0 0.324704 0.779587 weight: 0.000324 dim: 1 index: 1
  1058. Inserted point: 0 0.324704 0.779587 0.00026244 vertex_handle: 0x1ab6800
  1059. insert_in_correspondence_map: 0x1ab6800 pos: 0 0.324704 0.779587 index: 1
  1060. Insertion of protecting ball 0x1ab6800[ts=326](0 0.3247042493806061 0.77958677744382576 0.00026244000000000007) on curve #1
  1061. The weight was 0.000324
  1062. Add edge ( 0x1ab6780[ts=325](0 0.3402328930996617 0.78874399041197585 0.00026244000000000007) , 0x1ab6800[ts=326](0 0.3247042493806061 0.77958677744382576 0.00026244000000000007) ), curve_index=1 to c3t3.
  1063. smart_insert_point((0 0.3097 0.769593), w=0.000324, dim=1, index=1)
  1064. Triangulation has 327 vertices
  1065. locate returns: 0x1a94c90 lt: 2 lilj: 0 32663
  1066. -> 0.0833333 0.25 0.625 0
  1067. -> 0 0.166667 0.75 0
  1068. -> 0 0.324704 0.779587 0.00026244
  1069. -> 0 0.333333 0.75 0
  1070. Nearest power vertex of (0 0.3097 0.769593) is 0x1ab6800 (0 0.324704 0.779587 0.00026244) at distance: 0.000324988
  1071. insert_point()
  1072. pos: 0 0.3097 0.769593 weight: 0.000324 dim: 1 index: 1
  1073. Inserted point: 0 0.3097 0.769593 0.00026244 vertex_handle: 0x1ab6880
  1074. insert_in_correspondence_map: 0x1ab6880 pos: 0 0.3097 0.769593 index: 1
  1075. Insertion of protecting ball 0x1ab6880[ts=327](0 0.30970044790400747 0.76959309494761963 0.00026244000000000007) on curve #1
  1076. The weight was 0.000324
  1077. Add edge ( 0x1ab6800[ts=326](0 0.3247042493806061 0.77958677744382576 0.00026244000000000007) , 0x1ab6880[ts=327](0 0.30970044790400747 0.76959309494761963 0.00026244000000000007) ), curve_index=1 to c3t3.
  1078. smart_insert_point((0 0.295264 0.758796), w=0.000324, dim=1, index=1)
  1079. Triangulation has 328 vertices
  1080. locate returns: 0x1ac8760 lt: 3 lilj: -702931505 32663
  1081. -> 1.08333 0.25 0.625 0
  1082. -> 1 0.166667 0.75 0
  1083. -> 1 0.3097 0.769593 0.00026244
  1084. -> 0.916667 0.25 0.625 0
  1085. Nearest power vertex of (0 0.295264 0.758796) is 0x1ab6880 (0 0.3097 0.769593 0.00026244) at distance: 0.000324981
  1086. insert_point()
  1087. pos: 0 0.295264 0.758796 weight: 0.000324 dim: 1 index: 1
  1088. Inserted point: 0 0.295264 0.758796 0.00026244 vertex_handle: 0x1ab6900
  1089. insert_in_correspondence_map: 0x1ab6900 pos: 0 0.295264 0.758796 index: 1
  1090. Insertion of protecting ball 0x1ab6900[ts=328](0 0.29526390716375583 0.7587964595043325 0.00026244000000000007) on curve #1
  1091. The weight was 0.000324
  1092. Add edge ( 0x1ab6880[ts=327](0 0.30970044790400747 0.76959309494761963 0.00026244000000000007) , 0x1ab6900[ts=328](0 0.29526390716375583 0.7587964595043325 0.00026244000000000007) ), curve_index=1 to c3t3.
  1093. smart_insert_point((0 0.281437 0.747229), w=0.000324, dim=1, index=1)
  1094. Triangulation has 329 vertices
  1095. locate returns: 0x1ac7500 lt: 3 lilj: -702931505 32663
  1096. -> 1.08333 0.25 0.625 0
  1097. -> 1 0.166667 0.75 0
  1098. -> 1 0.295264 0.758796 0.00026244
  1099. -> 0.916667 0.25 0.625 0
  1100. Nearest power vertex of (0 0.281437 0.747229) is 0x1ab6900 (0 0.295264 0.758796 0.00026244) at distance: 0.000324977
  1101. insert_point()
  1102. pos: 0 0.281437 0.747229 weight: 0.000324 dim: 1 index: 1
  1103. Inserted point: 0 0.281437 0.747229 0.00026244 vertex_handle: 0x1ab6980
  1104. insert_in_correspondence_map: 0x1ab6980 pos: 0 0.281437 0.747229 index: 1
  1105. Insertion of protecting ball 0x1ab6980[ts=329](0 0.28143748452673484 0.74722894148543861 0.00026244000000000007) on curve #1
  1106. The weight was 0.000324
  1107. Add edge ( 0x1ab6900[ts=328](0 0.29526390716375583 0.7587964595043325 0.00026244000000000007) , 0x1ab6980[ts=329](0 0.28143748452673484 0.74722894148543861 0.00026244000000000007) ), curve_index=1 to c3t3.
  1108. smart_insert_point((0 0.268262 0.734925), w=0.000324, dim=1, index=1)
  1109. Triangulation has 330 vertices
  1110. locate returns: 0x1a7f4a0 lt: 3 lilj: -702931505 32663
  1111. -> 1.08333 0.25 0.625 0
  1112. -> 1 0.166667 0.75 0
  1113. -> 1 0.281437 0.747229 0.00026244
  1114. -> 0.916667 0.25 0.625 0
  1115. Nearest power vertex of (0 0.268262 0.734925) is 0x1ab6980 (0 0.281437 0.747229 0.00026244) at distance: 0.000324977
  1116. insert_point()
  1117. pos: 0 0.268262 0.734925 weight: 0.000324 dim: 1 index: 1
  1118. Inserted point: 0 0.268262 0.734925 0.00026244 vertex_handle: 0x1ab6a00
  1119. insert_in_correspondence_map: 0x1ab6a00 pos: 0 0.268262 0.734925 index: 1
  1120. Insertion of protecting ball 0x1ab6a00[ts=330](0 0.2682622308980388 0.73492489287337426 0.00026244000000000007) on curve #1
  1121. The weight was 0.000324
  1122. Add edge ( 0x1ab6980[ts=329](0 0.28143748452673484 0.74722894148543861 0.00026244000000000007) , 0x1ab6a00[ts=330](0 0.2682622308980388 0.73492489287337426 0.00026244000000000007) ), curve_index=1 to c3t3.
  1123. smart_insert_point((0 0.255777 0.721921), w=0.000324, dim=1, index=1)
  1124. Triangulation has 331 vertices
  1125. locate returns: 0x1ac9870 lt: 3 lilj: -702931505 32663
  1126. -> 1.08333 0.25 0.625 0
  1127. -> 1 0.166667 0.75 0
  1128. -> 1 0.268262 0.734925 0.00026244
  1129. -> 0.916667 0.25 0.625 0
  1130. Nearest power vertex of (0 0.255777 0.721921) is 0x1ab6a00 (0 0.268262 0.734925 0.00026244) at distance: 0.000324979
  1131. insert_point()
  1132. pos: 0 0.255777 0.721921 weight: 0.000324 dim: 1 index: 1
  1133. Inserted point: 0 0.255777 0.721921 0.00026244 vertex_handle: 0x1ab6a80
  1134. insert_in_correspondence_map: 0x1ab6a80 pos: 0 0.255777 0.721921 index: 1
  1135. Insertion of protecting ball 0x1ab6a80[ts=331](0 0.25577726955938379 0.72192084585203931 0.00026244000000000007) on curve #1
  1136. The weight was 0.000324
  1137. Add edge ( 0x1ab6a00[ts=330](0 0.2682622308980388 0.73492489287337426 0.00026244000000000007) , 0x1ab6a80[ts=331](0 0.25577726955938379 0.72192084585203931 0.00026244000000000007) ), curve_index=1 to c3t3.
  1138. smart_insert_point((0 0.24402 0.708255), w=0.000324, dim=1, index=1)
  1139. Triangulation has 332 vertices
  1140. locate returns: 0x1aca440 lt: 3 lilj: -702931505 32663
  1141. -> 1.08333 0.25 0.625 0
  1142. -> 1 0.166667 0.75 0
  1143. -> 1 0.255777 0.721921 0.00026244
  1144. -> 0.916667 0.25 0.625 0
  1145. Nearest power vertex of (0 0.24402 0.708255) is 0x1ab6a80 (0 0.255777 0.721921 0.00026244) at distance: 0.000324985
  1146. insert_point()
  1147. pos: 0 0.24402 0.708255 weight: 0.000324 dim: 1 index: 1
  1148. Inserted point: 0 0.24402 0.708255 0.00026244 vertex_handle: 0x1ab6b00
  1149. insert_in_correspondence_map: 0x1ab6b00 pos: 0 0.24402 0.708255 index: 1
  1150. Insertion of protecting ball 0x1ab6b00[ts=332](0 0.24401968068244212 0.7082554049790678 0.00026244000000000007) on curve #1
  1151. The weight was 0.000324
  1152. Add edge ( 0x1ab6a80[ts=331](0 0.25577726955938379 0.72192084585203931 0.00026244000000000007) , 0x1ab6b00[ts=332](0 0.24401968068244212 0.7082554049790678 0.00026244000000000007) ), curve_index=1 to c3t3.
  1153. smart_insert_point((0 0.233024 0.693969), w=0.000324, dim=1, index=1)
  1154. Triangulation has 333 vertices
  1155. locate returns: 0x1acb010 lt: 3 lilj: -702931505 32663
  1156. -> 1 0.24402 0.708255 0.00026244
  1157. -> 1 0.166667 0.5 0
  1158. -> 1.08333 0.0833333 0.625 0
  1159. -> 0.916667 0.0833333 0.625 0
  1160. Nearest power vertex of (0 0.233024 0.693969) is 0x1ab6b00 (0 0.24402 0.708255 0.00026244) at distance: 0.000324994
  1161. insert_point()
  1162. pos: 0 0.233024 0.693969 weight: 0.000324 dim: 1 index: 1
  1163. Inserted point: 0 0.233024 0.693969 0.00026244 vertex_handle: 0x1ab6b80
  1164. insert_in_correspondence_map: 0x1ab6b80 pos: 0 0.233024 0.693969 index: 1
  1165. Insertion of protecting ball 0x1ab6b80[ts=333](0 0.23302439185626594 0.69396913325651421 0.00026244000000000007) on curve #1
  1166. The weight was 0.000324
  1167. Add edge ( 0x1ab6b00[ts=332](0 0.24401968068244212 0.7082554049790678 0.00026244000000000007) , 0x1ab6b80[ts=333](0 0.23302439185626594 0.69396913325651421 0.00026244000000000007) ), curve_index=1 to c3t3.
  1168. smart_insert_point((0 0.222835 0.679097), w=0.000324, dim=1, index=1)
  1169. Triangulation has 334 vertices
  1170. locate returns: 0x1aca440 lt: 3 lilj: -702931505 32663
  1171. -> 1 0.233024 0.693969 0.00026244
  1172. -> 1 0.166667 0.5 0
  1173. -> 1.08333 0.0833333 0.625 0
  1174. -> 0.916667 0.0833333 0.625 0
  1175. Nearest power vertex of (0 0.222835 0.679097) is 0x1ab6b80 (0 0.233024 0.693969 0.00026244) at distance: 0.000324994
  1176. insert_point()
  1177. pos: 0 0.222835 0.679097 weight: 0.000324 dim: 1 index: 1
  1178. Inserted point: 0 0.222835 0.679097 0.00026244 vertex_handle: 0x1ab6c00
  1179. insert_in_correspondence_map: 0x1ab6c00 pos: 0 0.222835 0.679097 index: 1
  1180. Insertion of protecting ball 0x1ab6c00[ts=334](0 0.22283507114631779 0.67909729142130459 0.00026244000000000007) on curve #1
  1181. The weight was 0.000324
  1182. Add edge ( 0x1ab6b80[ts=333](0 0.23302439185626594 0.69396913325651421 0.00026244000000000007) , 0x1ab6c00[ts=334](0 0.22283507114631779 0.67909729142130459 0.00026244000000000007) ), curve_index=1 to c3t3.
  1183. smart_insert_point((0 0.213472 0.663692), w=0.000324, dim=1, index=1)
  1184. Triangulation has 335 vertices
  1185. locate returns: 0x1acbfd0 lt: 3 lilj: -702931505 32663
  1186. -> 1 0.222835 0.679097 0.00026244
  1187. -> 1 0.166667 0.5 0
  1188. -> 1.08333 0.0833333 0.625 0
  1189. -> 0.916667 0.0833333 0.625 0
  1190. Nearest power vertex of (0 0.213472 0.663692) is 0x1ab6c00 (0 0.222835 0.679097 0.00026244) at distance: 0.000324985
  1191. insert_point()
  1192. pos: 0 0.213472 0.663692 weight: 0.000324 dim: 1 index: 1
  1193. Inserted point: 0 0.213472 0.663692 0.00026244 vertex_handle: 0x1ab6c80
  1194. insert_in_correspondence_map: 0x1ab6c80 pos: 0 0.213472 0.663692 index: 1
  1195. Insertion of protecting ball 0x1ab6c80[ts=335](0 0.21347175933188117 0.66369230643859556 0.00026244000000000007) on curve #1
  1196. The weight was 0.000324
  1197. Add edge ( 0x1ab6c00[ts=334](0 0.22283507114631779 0.67909729142130459 0.00026244000000000007) , 0x1ab6c80[ts=335](0 0.21347175933188117 0.66369230643859556 0.00026244000000000007) ), curve_index=1 to c3t3.
  1198. smart_insert_point((0 0.204962 0.6478), w=0.000324, dim=1, index=1)
  1199. Triangulation has 336 vertices
  1200. locate returns: 0x1aca980 lt: 3 lilj: -702931505 32663
  1201. -> 1 0.213472 0.663692 0.00026244
  1202. -> 1 0.166667 0.5 0
  1203. -> 1.08333 0.0833333 0.625 0
  1204. -> 0.916667 0.0833333 0.625 0
  1205. Nearest power vertex of (0 0.204962 0.6478) is 0x1ab6c80 (0 0.213472 0.663692 0.00026244) at distance: 0.000324979
  1206. insert_point()
  1207. pos: 0 0.204962 0.6478 weight: 0.000324 dim: 1 index: 1
  1208. Inserted point: 0 0.204962 0.6478 0.00026244 vertex_handle: 0x1ab6d00
  1209. insert_in_correspondence_map: 0x1ab6d00 pos: 0 0.204962 0.6478 index: 1
  1210. Insertion of protecting ball 0x1ab6d00[ts=336](0 0.20496224090179077 0.647799931076531 0.00026244000000000007) on curve #1
  1211. The weight was 0.000324
  1212. Add edge ( 0x1ab6c80[ts=335](0 0.21347175933188117 0.66369230643859556 0.00026244000000000007) , 0x1ab6d00[ts=336](0 0.20496224090179077 0.647799931076531 0.00026244000000000007) ), curve_index=1 to c3t3.
  1213. smart_insert_point((0 0.197332 0.631467), w=0.000324, dim=1, index=1)
  1214. Triangulation has 337 vertices
  1215. locate returns: 0x1ac8370 lt: 3 lilj: -702931505 32663
  1216. -> 1 0.204962 0.6478 0.00026244
  1217. -> 1 0.166667 0.5 0
  1218. -> 1.08333 0.0833333 0.625 0
  1219. -> 0.916667 0.0833333 0.625 0
  1220. Nearest power vertex of (0 0.197332 0.631467) is 0x1ab6d00 (0 0.204962 0.6478 0.00026244) at distance: 0.000324977
  1221. insert_point()
  1222. pos: 0 0.197332 0.631467 weight: 0.000324 dim: 1 index: 1
  1223. Inserted point: 0 0.197332 0.631467 0.00026244 vertex_handle: 0x1ab6d80
  1224. insert_in_correspondence_map: 0x1ab6d80 pos: 0 0.197332 0.631467 index: 1
  1225. Insertion of protecting ball 0x1ab6d80[ts=337](0 0.19733177256894222 0.63146736013837501 0.00026244000000000007) on curve #1
  1226. The weight was 0.000324
  1227. Add edge ( 0x1ab6d00[ts=336](0 0.20496224090179077 0.647799931076531 0.00026244000000000007) , 0x1ab6d80[ts=337](0 0.19733177256894222 0.63146736013837501 0.00026244000000000007) ), curve_index=1 to c3t3.
  1228. smart_insert_point((0 0.190603 0.614743), w=0.000324, dim=1, index=1)
  1229. Triangulation has 338 vertices
  1230. locate returns: 0x1accf90 lt: 3 lilj: -702931505 32663
  1231. -> 1 0.197332 0.631467 0.00026244
  1232. -> 1 0.166667 0.5 0
  1233. -> 1.08333 0.0833333 0.625 0
  1234. -> 0.916667 0.0833333 0.625 0
  1235. Nearest power vertex of (0 0.190603 0.614743) is 0x1ab6d80 (0 0.197332 0.631467 0.00026244) at distance: 0.000324977
  1236. insert_point()
  1237. pos: 0 0.190603 0.614743 weight: 0.000324 dim: 1 index: 1
  1238. Inserted point: 0 0.190603 0.614743 0.00026244 vertex_handle: 0x1ab6e00
  1239. insert_in_correspondence_map: 0x1ab6e00 pos: 0 0.190603 0.614743 index: 1
  1240. Insertion of protecting ball 0x1ab6e00[ts=338](0 0.19060300874596173 0.61474309114180858 0.00026244000000000007) on curve #1
  1241. The weight was 0.000324
  1242. Add edge ( 0x1ab6d80[ts=337](0 0.19733177256894222 0.63146736013837501 0.00026244000000000007) , 0x1ab6e00[ts=338](0 0.19060300874596173 0.61474309114180858 0.00026244000000000007) ), curve_index=1 to c3t3.
  1243. smart_insert_point((0 0.184796 0.597677), w=0.000324, dim=1, index=1)
  1244. Triangulation has 339 vertices
  1245. locate returns: 0x1acbe80 lt: 3 lilj: -702931505 32663
  1246. -> 1 0.190603 0.614743 0.00026244
  1247. -> 1 0.166667 0.5 0
  1248. -> 1.08333 0.0833333 0.625 0
  1249. -> 0.916667 0.0833333 0.625 0
  1250. Nearest power vertex of (0 0.184796 0.597677) is 0x1ab6e00 (0 0.190603 0.614743 0.00026244) at distance: 0.000324981
  1251. insert_point()
  1252. pos: 0 0.184796 0.597677 weight: 0.000324 dim: 1 index: 1
  1253. Inserted point: 0 0.184796 0.597677 0.00026244 vertex_handle: 0x1ab6e80
  1254. insert_in_correspondence_map: 0x1ab6e80 pos: 0 0.184796 0.597677 index: 1
  1255. Insertion of protecting ball 0x1ab6e80[ts=339](0 0.18479593468228464 0.59767678116398526 0.00026244000000000007) on curve #1
  1256. The weight was 0.000324
  1257. Add edge ( 0x1ab6e00[ts=338](0 0.19060300874596173 0.61474309114180858 0.00026244000000000007) , 0x1ab6e80[ts=339](0 0.18479593468228464 0.59767678116398526 0.00026244000000000007) ), curve_index=1 to c3t3.
  1258. smart_insert_point((0 0.179928 0.580319), w=0.000324, dim=1, index=1)
  1259. Triangulation has 340 vertices
  1260. locate returns: 0x1acde00 lt: 3 lilj: -702931505 32663
  1261. -> 1 0.184796 0.597677 0.00026244
  1262. -> 1 0.166667 0.5 0
  1263. -> 1.08333 0.0833333 0.625 0
  1264. -> 0.916667 0.0833333 0.625 0
  1265. Nearest power vertex of (0 0.179928 0.580319) is 0x1ab6e80 (0 0.184796 0.597677 0.00026244) at distance: 0.000324988
  1266. insert_point()
  1267. pos: 0 0.179928 0.580319 weight: 0.000324 dim: 1 index: 1
  1268. Inserted point: 0 0.179928 0.580319 0.00026244 vertex_handle: 0x1ab6f00
  1269. insert_in_correspondence_map: 0x1ab6f00 pos: 0 0.179928 0.580319 index: 1
  1270. Insertion of protecting ball 0x1ab6f00[ts=340](0 0.17992780745898013 0.58031910027275224 0.00026244000000000007) on curve #1
  1271. The weight was 0.000324
  1272. Add edge ( 0x1ab6e80[ts=339](0 0.18479593468228464 0.59767678116398526 0.00026244000000000007) , 0x1ab6f00[ts=340](0 0.17992780745898013 0.58031910027275224 0.00026244000000000007) ), curve_index=1 to c3t3.
  1273. smart_insert_point((0 0.176017 0.562721), w=0.000324, dim=1, index=1)
  1274. Triangulation has 341 vertices
  1275. locate returns: 0x1ace730 lt: 2 lilj: 3 32663
  1276. -> 0 0 0.5 0
  1277. -> 0 0.166667 0.5 0
  1278. -> 0 0.179928 0.580319 0.00026244
  1279. -> 0.0833333 0.0833333 0.625 0
  1280. Nearest power vertex of (0 0.176017 0.562721) is 0x1ab6f00 (0 0.179928 0.580319 0.00026244) at distance: 0.000324993
  1281. insert_point()
  1282. pos: 0 0.176017 0.562721 weight: 0.000324 dim: 1 index: 1
  1283. Inserted point: 0 0.176017 0.562721 0.00026244 vertex_handle: 0x1ab6f80
  1284. insert_in_correspondence_map: 0x1ab6f80 pos: 0 0.176017 0.562721 index: 1
  1285. Insertion of protecting ball 0x1ab6f80[ts=341](0 0.17601739520330081 0.5627207480462495 0.00026244000000000007) on curve #1
  1286. The weight was 0.000324
  1287. Add edge ( 0x1ab6f00[ts=340](0 0.17992780745898013 0.58031910027275224 0.00026244000000000007) , 0x1ab6f80[ts=341](0 0.17601739520330081 0.5627207480462495 0.00026244000000000007) ), curve_index=1 to c3t3.
  1288. smart_insert_point((0 0.173081 0.544934), w=0.000324, dim=1, index=1)
  1289. Triangulation has 342 vertices
  1290. locate returns: 0x1ace490 lt: 2 lilj: 3 32663
  1291. -> 0 0 0.5 0
  1292. -> 0 0.166667 0.5 0
  1293. -> 0 0.176017 0.562721 0.00026244
  1294. -> 0.0833333 0.0833333 0.625 0
  1295. Nearest power vertex of (0 0.173081 0.544934) is 0x1ab6f80 (0 0.176017 0.562721 0.00026244) at distance: 0.000324991
  1296. insert_point()
  1297. pos: 0 0.173081 0.544934 weight: 0.000324 dim: 1 index: 1
  1298. Inserted point: 0 0.173081 0.544934 0.00026244 vertex_handle: 0x1ab7000
  1299. insert_in_correspondence_map: 0x1ab7000 pos: 0 0.173081 0.544934 index: 1
  1300. Insertion of protecting ball 0x1ab7000[ts=342](0 0.17308079516625219 0.54493403810062346 0.00026244000000000007) on curve #1
  1301. The weight was 0.000324
  1302. Add edge ( 0x1ab6f80[ts=341](0 0.17601739520330081 0.5627207480462495 0.00026244000000000007) , 0x1ab7000[ts=342](0 0.17308079516625219 0.54493403810062346 0.00026244000000000007) ), curve_index=1 to c3t3.
  1303. smart_insert_point((0 0.171118 0.527014), w=0.000324, dim=1, index=1)
  1304. Triangulation has 343 vertices
  1305. locate returns: 0x1acf840 lt: 2 lilj: 3 32663
  1306. -> 0 0.166667 0.5 0
  1307. -> 0 0.333333 0.5 0
  1308. -> 0 0.173081 0.544934 0.00026244
  1309. -> 0.0833333 0.25 0.625 0
  1310. Nearest power vertex of (0 0.171118 0.527014) is 0x1ab7000 (0 0.173081 0.544934 0.00026244) at distance: 0.000324983
  1311. insert_point()
  1312. pos: 0 0.171118 0.527014 weight: 0.000324 dim: 1 index: 1
  1313. Inserted point: 0 0.171118 0.527014 0.00026244 vertex_handle: 0x1ab7080
  1314. insert_in_correspondence_map: 0x1ab7080 pos: 0 0.171118 0.527014 index: 1
  1315. Insertion of protecting ball 0x1ab7080[ts=343](0 0.17111821904240801 0.52701390330680442 0.00026244000000000007) on curve #1
  1316. The weight was 0.000324
  1317. Add edge ( 0x1ab7000[ts=342](0 0.17308079516625219 0.54493403810062346 0.00026244000000000007) , 0x1ab7080[ts=343](0 0.17111821904240801 0.52701390330680442 0.00026244000000000007) ), curve_index=1 to c3t3.
  1318. smart_insert_point((0 0.170135 0.509014), w=0.000324, dim=1, index=1)
  1319. Triangulation has 344 vertices
  1320. locate returns: 0x1ad0410 lt: 2 lilj: 2 32663
  1321. -> 0 0.333333 0.5 0
  1322. -> 0 0.166667 0.5 0
  1323. -> 0.166667 0.166667 0.5 0
  1324. -> 0 0.171118 0.527014 0.00026244
  1325. Nearest power vertex of (0 0.170135 0.509014) is 0x1ab7080 (0 0.171118 0.527014 0.00026244) at distance: 0.000324978
  1326. smart_insert_point: weight 0.000324 reduced to 9.32768e-05
  1327. (near existing point: 0 0.166667 0.5 0)
  1328. reduced due to dummy
  1329. insert_point()
  1330. pos: 0 0.170135 0.509014 weight: 9.32768e-05 dim: 1 index: 1
  1331. Inserted point: 0 0.170135 0.509014 7.55542e-05 vertex_handle: 0x1ab7100
  1332. insert_in_correspondence_map: 0x1ab7100 pos: 0 0.170135 0.509014 index: 1
  1333. Insertion of protecting ball 0x1ab7100[ts=344](0 0.17013547643791241 0.50901355574333462 7.5554230977505367e-05) on curve #1
  1334. The weight was 9.32768e-05
  1335. Dummy vertex: 0 0.166667 0.5 0 is too close to vertex: 0 0.170135 0.509014 7.55542e-05
  1336. Successfully removed the dummy vertex
  1337. Compute max weight(), intended weight: 0.000324
  1338. maximum possible weight: 0.000324
  1339. Changing ball size with scaffholding dummy pt: 0 0.166667 0.5 0
  1340. (Re-)inserting dummy point: 0 0.166667 0.5 0
  1341. change_ball_size(v=0x1ab7100[ts=344](0 0.17013547643791241 0.50901355574333462 7.5554230977505367e-05) dim=1 index=1 ,
  1342. (squared) size=0.000324, special_ball=false
  1343. insert_point()
  1344. pos: 0 0.170135 0.509014 weight: 0.000324 dim: 1 index: 1
  1345. Inserted point: 0 0.170135 0.509014 0.00026244 vertex_handle: 0x1ab7100
  1346. Insertion of protecting ball 0x1ab7100[ts=344](0 0.17013547643791241 0.50901355574333462 0.00026244000000000007) on curve #1
  1347. The weight was 0.000324
  1348. All good, changed weight and re-removed the dummy!
  1349. Successfuly removed the dummy point and changed the vertex weight
  1350. Add edge ( 0x1ab7080[ts=343](0 0.17111821904240801 0.52701390330680442 0.00026244000000000007) , 0x1ab7100[ts=344](0 0.17013547643791241 0.50901355574333462 0.00026244000000000007) ), curve_index=1 to c3t3.
  1351. smart_insert_point((0 0.170135 0.490986), w=0.000324, dim=1, index=1)
  1352. Triangulation has 344 vertices
  1353. locate returns: 0x1ad17c0 lt: 3 lilj: -702931505 32663
  1354. -> 1.08333 0.0833333 0.375 0
  1355. -> 0.916667 0.25 0.375 0
  1356. -> 1 0.170135 0.509014 0.00026244
  1357. -> 1.08333 0.25 0.375 0
  1358. Nearest power vertex of (0 0.170135 0.490986) is 0x1ab7100 (0 0.170135 0.509014 0.00026244) at distance: 0.000324977
  1359. insert_point()
  1360. pos: 0 0.170135 0.490986 weight: 0.000324 dim: 1 index: 1
  1361. Inserted point: 0 0.170135 0.490986 0.00026244 vertex_handle: 0x1a0a2c0
  1362. insert_in_correspondence_map: 0x1a0a2c0 pos: 0 0.170135 0.490986 index: 1
  1363. Insertion of protecting ball 0x1a0a2c0[ts=12](0 0.17013547643791258 0.49098644425665949 0.00026244000000000007) on curve #1
  1364. The weight was 0.000324
  1365. Add edge ( 0x1a0a2c0[ts=12](0 0.17013547643791258 0.49098644425665949 0.00026244000000000007) , 0x1ab7100[ts=344](0 0.17013547643791241 0.50901355574333462 0.00026244000000000007) ), curve_index=1 to c3t3.
  1366. smart_insert_point((0 0.171118 0.472986), w=0.000324, dim=1, index=1)
  1367. Triangulation has 345 vertices
  1368. locate returns: 0x1ad13d0 lt: 3 lilj: -702931505 32663
  1369. -> 1.08333 0.0833333 0.375 0
  1370. -> 0.916667 0.25 0.375 0
  1371. -> 1 0.170135 0.490986 0.00026244
  1372. -> 1.08333 0.25 0.375 0
  1373. Nearest power vertex of (0 0.171118 0.472986) is 0x1a0a2c0 (0 0.170135 0.490986 0.00026244) at distance: 0.000324978
  1374. insert_point()
  1375. pos: 0 0.171118 0.472986 weight: 0.000324 dim: 1 index: 1
  1376. Inserted point: 0 0.171118 0.472986 0.00026244 vertex_handle: 0x1ab7180
  1377. insert_in_correspondence_map: 0x1ab7180 pos: 0 0.171118 0.472986 index: 1
  1378. Insertion of protecting ball 0x1ab7180[ts=345](0 0.17111821904240845 0.47298609669318975 0.00026244000000000007) on curve #1
  1379. The weight was 0.000324
  1380. Add edge ( 0x1a0a2c0[ts=12](0 0.17013547643791258 0.49098644425665949 0.00026244000000000007) , 0x1ab7180[ts=345](0 0.17111821904240845 0.47298609669318975 0.00026244000000000007) ), curve_index=1 to c3t3.
  1381. smart_insert_point((0 0.173081 0.455066), w=0.000324, dim=1, index=1)
  1382. Triangulation has 346 vertices
  1383. locate returns: 0x1a91c00 lt: 3 lilj: -702931505 32663
  1384. -> 1 0.171118 0.472986 0.00026244
  1385. -> 0.916667 0.25 0.375 0
  1386. -> 1.08333 0.25 0.375 0
  1387. -> 1 0.166667 0.25 0
  1388. Nearest power vertex of (0 0.173081 0.455066) is 0x1ab7180 (0 0.171118 0.472986 0.00026244) at distance: 0.000324983
  1389. insert_point()
  1390. pos: 0 0.173081 0.455066 weight: 0.000324 dim: 1 index: 1
  1391. Inserted point: 0 0.173081 0.455066 0.00026244 vertex_handle: 0x1ab7200
  1392. insert_in_correspondence_map: 0x1ab7200 pos: 0 0.173081 0.455066 index: 1
  1393. Insertion of protecting ball 0x1ab7200[ts=346](0 0.17308079516625297 0.45506596189937071 0.00026244000000000007) on curve #1
  1394. The weight was 0.000324
  1395. Add edge ( 0x1ab7180[ts=345](0 0.17111821904240845 0.47298609669318975 0.00026244000000000007) , 0x1ab7200[ts=346](0 0.17308079516625297 0.45506596189937071 0.00026244000000000007) ), curve_index=1 to c3t3.
  1396. smart_insert_point((0 0.176017 0.437279), w=0.000324, dim=1, index=1)
  1397. Triangulation has 347 vertices
  1398. locate returns: 0x1a18c90 lt: 3 lilj: -702931505 32663
  1399. -> 1 0.173081 0.455066 0.00026244
  1400. -> 0.916667 0.25 0.375 0
  1401. -> 1.08333 0.25 0.375 0
  1402. -> 1 0.166667 0.25 0
  1403. Nearest power vertex of (0 0.176017 0.437279) is 0x1ab7200 (0 0.173081 0.455066 0.00026244) at distance: 0.000324991
  1404. insert_point()
  1405. pos: 0 0.176017 0.437279 weight: 0.000324 dim: 1 index: 1
  1406. Inserted point: 0 0.176017 0.437279 0.00026244 vertex_handle: 0x1ab7280
  1407. insert_in_correspondence_map: 0x1ab7280 pos: 0 0.176017 0.437279 index: 1
  1408. Insertion of protecting ball 0x1ab7280[ts=347](0 0.17601739520330192 0.43727925195374451 0.00026244000000000007) on curve #1
  1409. The weight was 0.000324
  1410. Add edge ( 0x1ab7200[ts=346](0 0.17308079516625297 0.45506596189937071 0.00026244000000000007) , 0x1ab7280[ts=347](0 0.17601739520330192 0.43727925195374451 0.00026244000000000007) ), curve_index=1 to c3t3.
  1411. smart_insert_point((0 0.179928 0.419681), w=0.000324, dim=1, index=1)
  1412. Triangulation has 348 vertices
  1413. locate returns: 0x1ad0950 lt: 3 lilj: -702931505 32663
  1414. -> 1 0.176017 0.437279 0.00026244
  1415. -> 0.916667 0.25 0.375 0
  1416. -> 1.08333 0.25 0.375 0
  1417. -> 1 0.166667 0.25 0
  1418. Nearest power vertex of (0 0.179928 0.419681) is 0x1ab7280 (0 0.176017 0.437279 0.00026244) at distance: 0.000324993
  1419. insert_point()
  1420. pos: 0 0.179928 0.419681 weight: 0.000324 dim: 1 index: 1
  1421. Inserted point: 0 0.179928 0.419681 0.00026244 vertex_handle: 0x1ab7300
  1422. insert_in_correspondence_map: 0x1ab7300 pos: 0 0.179928 0.419681 index: 1
  1423. Insertion of protecting ball 0x1ab7300[ts=348](0 0.17992780745898168 0.41968089972724193 0.00026244000000000007) on curve #1
  1424. The weight was 0.000324
  1425. Add edge ( 0x1ab7280[ts=347](0 0.17601739520330192 0.43727925195374451 0.00026244000000000007) , 0x1ab7300[ts=348](0 0.17992780745898168 0.41968089972724193 0.00026244000000000007) ), curve_index=1 to c3t3.
  1426. smart_insert_point((0 0.184796 0.402323), w=0.000324, dim=1, index=1)
  1427. Triangulation has 349 vertices
  1428. locate returns: 0x1ad20f0 lt: 3 lilj: -702931505 32663
  1429. -> 1 0.179928 0.419681 0.00026244
  1430. -> 0.916667 0.25 0.375 0
  1431. -> 1.08333 0.25 0.375 0
  1432. -> 1 0.166667 0.25 0
  1433. Nearest power vertex of (0 0.184796 0.402323) is 0x1ab7300 (0 0.179928 0.419681 0.00026244) at distance: 0.000324988
  1434. insert_point()
  1435. pos: 0 0.184796 0.402323 weight: 0.000324 dim: 1 index: 1
  1436. Inserted point: 0 0.184796 0.402323 0.00026244 vertex_handle: 0x1ab7380
  1437. insert_in_correspondence_map: 0x1ab7380 pos: 0 0.184796 0.402323 index: 1
  1438. Insertion of protecting ball 0x1ab7380[ts=349](0 0.18479593468228658 0.40232321883600869 0.00026244000000000007) on curve #1
  1439. The weight was 0.000324
  1440. Add edge ( 0x1ab7300[ts=348](0 0.17992780745898168 0.41968089972724193 0.00026244000000000007) , 0x1ab7380[ts=349](0 0.18479593468228658 0.40232321883600869 0.00026244000000000007) ), curve_index=1 to c3t3.
  1441. smart_insert_point((0 0.190603 0.385257), w=0.000324, dim=1, index=1)
  1442. Triangulation has 350 vertices
  1443. locate returns: 0x1a92a70 lt: 3 lilj: -702931505 32663
  1444. -> 1 0.184796 0.402323 0.00026244
  1445. -> 0.916667 0.25 0.375 0
  1446. -> 1.08333 0.25 0.375 0
  1447. -> 1 0.166667 0.25 0
  1448. Nearest power vertex of (0 0.190603 0.385257) is 0x1ab7380 (0 0.184796 0.402323 0.00026244) at distance: 0.000324981
  1449. insert_point()
  1450. pos: 0 0.190603 0.385257 weight: 0.000324 dim: 1 index: 1
  1451. Inserted point: 0 0.190603 0.385257 0.00026244 vertex_handle: 0x1ab7400
  1452. insert_in_correspondence_map: 0x1ab7400 pos: 0 0.190603 0.385257 index: 1
  1453. Insertion of protecting ball 0x1ab7400[ts=350](0 0.19060300874596384 0.38525690885818581 0.00026244000000000007) on curve #1
  1454. The weight was 0.000324
  1455. Add edge ( 0x1ab7380[ts=349](0 0.18479593468228658 0.40232321883600869 0.00026244000000000007) , 0x1ab7400[ts=350](0 0.19060300874596384 0.38525690885818581 0.00026244000000000007) ), curve_index=1 to c3t3.
  1456. smart_insert_point((0 0.197332 0.368533), w=0.000324, dim=1, index=1)
  1457. Triangulation has 351 vertices
  1458. locate returns: 0x1ad3740 lt: 2 lilj: 0 32663
  1459. -> 0.916667 0.25 0.375 0
  1460. -> 1 0.333333 0.25 0
  1461. -> 1 0.190603 0.385257 0.00026244
  1462. -> 1 0.166667 0.25 0
  1463. Nearest power vertex of (0 0.197332 0.368533) is 0x1ab7400 (0 0.190603 0.385257 0.00026244) at distance: 0.000324977
  1464. insert_point()
  1465. pos: 0 0.197332 0.368533 weight: 0.000324 dim: 1 index: 1
  1466. Inserted point: 0 0.197332 0.368533 0.00026244 vertex_handle: 0x1ab7480
  1467. insert_in_correspondence_map: 0x1ab7480 pos: 0 0.197332 0.368533 index: 1
  1468. Insertion of protecting ball 0x1ab7480[ts=351](0 0.19733177256894466 0.36853263986161938 0.00026244000000000007) on curve #1
  1469. The weight was 0.000324
  1470. Add edge ( 0x1ab7400[ts=350](0 0.19060300874596384 0.38525690885818581 0.00026244000000000007) , 0x1ab7480[ts=351](0 0.19733177256894466 0.36853263986161938 0.00026244000000000007) ), curve_index=1 to c3t3.
  1471. smart_insert_point((0 0.204962 0.3522), w=0.000324, dim=1, index=1)
  1472. Triangulation has 352 vertices
  1473. locate returns: 0x1ad41c0 lt: 2 lilj: 0 32663
  1474. -> 0.916667 0.25 0.375 0
  1475. -> 1 0.333333 0.25 0
  1476. -> 1 0.197332 0.368533 0.00026244
  1477. -> 1 0.166667 0.25 0
  1478. Nearest power vertex of (0 0.204962 0.3522) is 0x1ab7480 (0 0.197332 0.368533 0.00026244) at distance: 0.000324977
  1479. insert_point()
  1480. pos: 0 0.204962 0.3522 weight: 0.000324 dim: 1 index: 1
  1481. Inserted point: 0 0.204962 0.3522 0.00026244 vertex_handle: 0x1ab7500
  1482. insert_in_correspondence_map: 0x1ab7500 pos: 0 0.204962 0.3522 index: 1
  1483. Insertion of protecting ball 0x1ab7500[ts=352](0 0.20496224090179357 0.35220006892346328 0.00026244000000000007) on curve #1
  1484. The weight was 0.000324
  1485. Add edge ( 0x1ab7480[ts=351](0 0.19733177256894466 0.36853263986161938 0.00026244000000000007) , 0x1ab7500[ts=352](0 0.20496224090179357 0.35220006892346328 0.00026244000000000007) ), curve_index=1 to c3t3.
  1486. smart_insert_point((0 0.213472 0.336308), w=0.000324, dim=1, index=1)
  1487. Triangulation has 353 vertices
  1488. locate returns: 0x1ad02c0 lt: 2 lilj: 0 32663
  1489. -> 0.916667 0.25 0.375 0
  1490. -> 1 0.333333 0.25 0
  1491. -> 1 0.204962 0.3522 0.00026244
  1492. -> 1 0.166667 0.25 0
  1493. Nearest power vertex of (0 0.213472 0.336308) is 0x1ab7500 (0 0.204962 0.3522 0.00026244) at distance: 0.000324979
  1494. insert_point()
  1495. pos: 0 0.213472 0.336308 weight: 0.000324 dim: 1 index: 1
  1496. Inserted point: 0 0.213472 0.336308 0.00026244 vertex_handle: 0x1ab7580
  1497. insert_in_correspondence_map: 0x1ab7580 pos: 0 0.213472 0.336308 index: 1
  1498. Insertion of protecting ball 0x1ab7580[ts=353](0 0.21347175933188431 0.33630769356139895 0.00026244000000000007) on curve #1
  1499. The weight was 0.000324
  1500. Add edge ( 0x1ab7500[ts=352](0 0.20496224090179357 0.35220006892346328 0.00026244000000000007) , 0x1ab7580[ts=353](0 0.21347175933188431 0.33630769356139895 0.00026244000000000007) ), curve_index=1 to c3t3.
  1501. smart_insert_point((0 0.222835 0.320903), w=0.000324, dim=1, index=1)
  1502. Triangulation has 354 vertices
  1503. locate returns: 0x1a92a70 lt: 2 lilj: 2 32663
  1504. -> 0 0.213472 0.336308 0.00026244
  1505. -> 0 0.333333 0.25 0
  1506. -> 0.0833333 0.25 0.375 0
  1507. -> 0 0.166667 0.25 0
  1508. Nearest power vertex of (0 0.222835 0.320903) is 0x1ab7580 (0 0.213472 0.336308 0.00026244) at distance: 0.000324985
  1509. insert_point()
  1510. pos: 0 0.222835 0.320903 weight: 0.000324 dim: 1 index: 1
  1511. Inserted point: 0 0.222835 0.320903 0.00026244 vertex_handle: 0x1ab7600
  1512. insert_in_correspondence_map: 0x1ab7600 pos: 0 0.222835 0.320903 index: 1
  1513. Insertion of protecting ball 0x1ab7600[ts=354](0 0.22283507114632117 0.32090270857869008 0.00026244000000000007) on curve #1
  1514. The weight was 0.000324
  1515. Add edge ( 0x1ab7580[ts=353](0 0.21347175933188431 0.33630769356139895 0.00026244000000000007) , 0x1ab7600[ts=354](0 0.22283507114632117 0.32090270857869008 0.00026244000000000007) ), curve_index=1 to c3t3.
  1516. smart_insert_point((0 0.233024 0.306031), w=0.000324, dim=1, index=1)
  1517. Triangulation has 355 vertices
  1518. locate returns: 0x1ad20f0 lt: 2 lilj: 2 32663
  1519. -> 0 0.333333 0.25 0
  1520. -> 0 0.166667 0.25 0
  1521. -> 0.0833333 0.25 0.125 0
  1522. -> 0 0.222835 0.320903 0.00026244
  1523. Nearest power vertex of (0 0.233024 0.306031) is 0x1ab7600 (0 0.222835 0.320903 0.00026244) at distance: 0.000324994
  1524. insert_point()
  1525. pos: 0 0.233024 0.306031 weight: 0.000324 dim: 1 index: 1
  1526. Inserted point: 0 0.233024 0.306031 0.00026244 vertex_handle: 0x1ab7680
  1527. insert_in_correspondence_map: 0x1ab7680 pos: 0 0.233024 0.306031 index: 1
  1528. Insertion of protecting ball 0x1ab7680[ts=355](0 0.23302439185626969 0.30603086674348062 0.00026244000000000007) on curve #1
  1529. The weight was 0.000324
  1530. Add edge ( 0x1ab7600[ts=354](0 0.22283507114632117 0.32090270857869008 0.00026244000000000007) , 0x1ab7680[ts=355](0 0.23302439185626969 0.30603086674348062 0.00026244000000000007) ), curve_index=1 to c3t3.
  1531. smart_insert_point((0 0.24402 0.291745), w=0.000324, dim=1, index=1)
  1532. Triangulation has 356 vertices
  1533. locate returns: 0x1ad4af0 lt: 2 lilj: 2 32663
  1534. -> 0 0.333333 0.25 0
  1535. -> 0 0.166667 0.25 0
  1536. -> 0.0833333 0.25 0.125 0
  1537. -> 0 0.233024 0.306031 0.00026244
  1538. Nearest power vertex of (0 0.24402 0.291745) is 0x1ab7680 (0 0.233024 0.306031 0.00026244) at distance: 0.000324994
  1539. insert_point()
  1540. pos: 0 0.24402 0.291745 weight: 0.000324 dim: 1 index: 1
  1541. Inserted point: 0 0.24402 0.291745 0.00026244 vertex_handle: 0x1ab7700
  1542. insert_in_correspondence_map: 0x1ab7700 pos: 0 0.24402 0.291745 index: 1
  1543. Insertion of protecting ball 0x1ab7700[ts=356](0 0.24401968068244617 0.29174459502092726 0.00026244000000000007) on curve #1
  1544. The weight was 0.000324
  1545. Add edge ( 0x1ab7680[ts=355](0 0.23302439185626969 0.30603086674348062 0.00026244000000000007) , 0x1ab7700[ts=356](0 0.24401968068244617 0.29174459502092726 0.00026244000000000007) ), curve_index=1 to c3t3.
  1546. smart_insert_point((0 0.255777 0.278079), w=0.000324, dim=1, index=1)
  1547. Triangulation has 357 vertices
  1548. locate returns: 0x1adce90 lt: 3 lilj: -702931505 32663
  1549. -> 0.916667 0.25 0.125 0
  1550. -> 1 0.24402 0.291745 0.00026244
  1551. -> 1.08333 0.25 0.125 0
  1552. -> 1 0.333333 0.25 0
  1553. Nearest power vertex of (0 0.255777 0.278079) is 0x1ab7700 (0 0.24402 0.291745 0.00026244) at distance: 0.000324985
  1554. insert_point()
  1555. pos: 0 0.255777 0.278079 weight: 0.000324 dim: 1 index: 1
  1556. Inserted point: 0 0.255777 0.278079 0.00026244 vertex_handle: 0x1ab7780
  1557. insert_in_correspondence_map: 0x1ab7780 pos: 0 0.255777 0.278079 index: 1
  1558. Insertion of protecting ball 0x1ab7780[ts=357](0 0.25577726955938795 0.27807915414795603 0.00026244000000000007) on curve #1
  1559. The weight was 0.000324
  1560. Add edge ( 0x1ab7700[ts=356](0 0.24401968068244617 0.29174459502092726 0.00026244000000000007) , 0x1ab7780[ts=357](0 0.25577726955938795 0.27807915414795603 0.00026244000000000007) ), curve_index=1 to c3t3.
  1561. smart_insert_point((0 0.268262 0.265075), w=0.000324, dim=1, index=1)
  1562. Triangulation has 358 vertices
  1563. locate returns: 0x1a96190 lt: 3 lilj: -702931505 32663
  1564. -> 0.916667 0.25 0.125 0
  1565. -> 1 0.255777 0.278079 0.00026244
  1566. -> 1.08333 0.25 0.125 0
  1567. -> 1 0.333333 0.25 0
  1568. Nearest power vertex of (0 0.268262 0.265075) is 0x1ab7780 (0 0.255777 0.278079 0.00026244) at distance: 0.000324979
  1569. insert_point()
  1570. pos: 0 0.268262 0.265075 weight: 0.000324 dim: 1 index: 1
  1571. Inserted point: 0 0.268262 0.265075 0.00026244 vertex_handle: 0x1ab7800
  1572. insert_in_correspondence_map: 0x1ab7800 pos: 0 0.268262 0.265075 index: 1
  1573. Insertion of protecting ball 0x1ab7800[ts=358](0 0.2682622308980433 0.26507510712662125 0.00026244000000000007) on curve #1
  1574. The weight was 0.000324
  1575. Add edge ( 0x1ab7780[ts=357](0 0.25577726955938795 0.27807915414795603 0.00026244000000000007) , 0x1ab7800[ts=358](0 0.2682622308980433 0.26507510712662125 0.00026244000000000007) ), curve_index=1 to c3t3.
  1576. smart_insert_point((0 0.281437 0.252771), w=0.000324, dim=1, index=1)
  1577. Triangulation has 359 vertices
  1578. locate returns: 0x1adf4a0 lt: 3 lilj: -702931505 32663
  1579. -> 0.916667 0.25 0.125 0
  1580. -> 1 0.268262 0.265075 0.00026244
  1581. -> 1.08333 0.25 0.125 0
  1582. -> 1 0.333333 0.25 0
  1583. Nearest power vertex of (0 0.281437 0.252771) is 0x1ab7800 (0 0.268262 0.265075 0.00026244) at distance: 0.000324977
  1584. insert_point()
  1585. pos: 0 0.281437 0.252771 weight: 0.000324 dim: 1 index: 1
  1586. Inserted point: 0 0.281437 0.252771 0.00026244 vertex_handle: 0x1ab7880
  1587. insert_in_correspondence_map: 0x1ab7880 pos: 0 0.281437 0.252771 index: 1
  1588. Insertion of protecting ball 0x1ab7880[ts=359](0 0.28143748452673917 0.2527710585145575 0.00026244000000000007) on curve #1
  1589. The weight was 0.000324
  1590. Add edge ( 0x1ab7800[ts=358](0 0.2682622308980433 0.26507510712662125 0.00026244000000000007) , 0x1ab7880[ts=359](0 0.28143748452673917 0.2527710585145575 0.00026244000000000007) ), curve_index=1 to c3t3.
  1591. smart_insert_point((0 0.295264 0.241204), w=0.000324, dim=1, index=1)
  1592. Triangulation has 360 vertices
  1593. locate returns: 0x1a6c400 lt: 3 lilj: -702931505 32663
  1594. -> 0.916667 0.25 0.125 0
  1595. -> 1 0.281437 0.252771 0.00026244
  1596. -> 1.08333 0.25 0.125 0
  1597. -> 1 0.333333 0.25 0
  1598. Nearest power vertex of (0 0.295264 0.241204) is 0x1ab7880 (0 0.281437 0.252771 0.00026244) at distance: 0.000324977
  1599. insert_point()
  1600. pos: 0 0.295264 0.241204 weight: 0.000324 dim: 1 index: 1
  1601. Inserted point: 0 0.295264 0.241204 0.00026244 vertex_handle: 0x1ab7900
  1602. insert_in_correspondence_map: 0x1ab7900 pos: 0 0.295264 0.241204 index: 1
  1603. Insertion of protecting ball 0x1ab7900[ts=360](0 0.29526390716376039 0.24120354049566384 0.00026244000000000007) on curve #1
  1604. The weight was 0.000324
  1605. Add edge ( 0x1ab7880[ts=359](0 0.28143748452673917 0.2527710585145575 0.00026244000000000007) , 0x1ab7900[ts=360](0 0.29526390716376039 0.24120354049566384 0.00026244000000000007) ), curve_index=1 to c3t3.
  1606. smart_insert_point((0 0.3097 0.230407), w=0.000324, dim=1, index=1)
  1607. Triangulation has 361 vertices
  1608. locate returns: 0x1adf0b0 lt: 3 lilj: -702931505 32663
  1609. -> 0.916667 0.416667 0.125 0
  1610. -> 1 0.333333 0.25 0
  1611. -> 1 0.295264 0.241204 0.00026244
  1612. -> 1.08333 0.416667 0.125 0
  1613. Nearest power vertex of (0 0.3097 0.230407) is 0x1ab7900 (0 0.295264 0.241204 0.00026244) at distance: 0.000324981
  1614. insert_point()
  1615. pos: 0 0.3097 0.230407 weight: 0.000324 dim: 1 index: 1
  1616. Inserted point: 0 0.3097 0.230407 0.00026244 vertex_handle: 0x1ab7980
  1617. insert_in_correspondence_map: 0x1ab7980 pos: 0 0.3097 0.230407 index: 1
  1618. Insertion of protecting ball 0x1ab7980[ts=361](0 0.30970044790401213 0.23040690505237707 0.00026244000000000007) on curve #1
  1619. The weight was 0.000324
  1620. Add edge ( 0x1ab7900[ts=360](0 0.29526390716376039 0.24120354049566384 0.00026244000000000007) , 0x1ab7980[ts=361](0 0.30970044790401213 0.23040690505237707 0.00026244000000000007) ), curve_index=1 to c3t3.
  1621. smart_insert_point((0 0.324704 0.220413), w=0.000324, dim=1, index=1)
  1622. Triangulation has 362 vertices
  1623. locate returns: 0x1ae1570 lt: 3 lilj: -702931505 32663
  1624. -> 0.916667 0.416667 0.125 0
  1625. -> 1 0.333333 0.25 0
  1626. -> 1 0.3097 0.230407 0.00026244
  1627. -> 1.08333 0.416667 0.125 0
  1628. Nearest power vertex of (0 0.324704 0.220413) is 0x1ab7980 (0 0.3097 0.230407 0.00026244) at distance: 0.000324988
  1629. insert_point()
  1630. pos: 0 0.324704 0.220413 weight: 0.000324 dim: 1 index: 1
  1631. Inserted point: 0 0.324704 0.220413 0.00026244 vertex_handle: 0x1ab7a00
  1632. insert_in_correspondence_map: 0x1ab7a00 pos: 0 0.324704 0.220413 index: 1
  1633. Insertion of protecting ball 0x1ab7a00[ts=362](0 0.32470424938061093 0.22041322255617121 0.00026244000000000007) on curve #1
  1634. The weight was 0.000324
  1635. Add edge ( 0x1ab7980[ts=361](0 0.30970044790401213 0.23040690505237707 0.00026244000000000007) , 0x1ab7a00[ts=362](0 0.32470424938061093 0.22041322255617121 0.00026244000000000007) ), curve_index=1 to c3t3.
  1636. smart_insert_point((0 0.340233 0.211256), w=0.000324, dim=1, index=1)
  1637. Triangulation has 363 vertices
  1638. locate returns: 0x1adf5f0 lt: 3 lilj: -702931505 32663
  1639. -> 0.916667 0.416667 0.125 0
  1640. -> 1 0.324704 0.220413 0.00026244
  1641. -> 1.08333 0.416667 0.125 0
  1642. -> 1 0.5 0.25 0
  1643. Nearest power vertex of (0 0.340233 0.211256) is 0x1ab7a00 (0 0.324704 0.220413 0.00026244) at distance: 0.000324993
  1644. insert_point()
  1645. pos: 0 0.340233 0.211256 weight: 0.000324 dim: 1 index: 1
  1646. Inserted point: 0 0.340233 0.211256 0.00026244 vertex_handle: 0x1ab7a80
  1647. insert_in_correspondence_map: 0x1ab7a80 pos: 0 0.340233 0.211256 index: 1
  1648. Insertion of protecting ball 0x1ab7a80[ts=363](0 0.34023289309966659 0.21125600958802149 0.00026244000000000007) on curve #1
  1649. The weight was 0.000324
  1650. Add edge ( 0x1ab7a00[ts=362](0 0.32470424938061093 0.22041322255617121 0.00026244000000000007) , 0x1ab7a80[ts=363](0 0.34023289309966659 0.21125600958802149 0.00026244000000000007) ), curve_index=1 to c3t3.
  1651. smart_insert_point((0 0.356242 0.202967), w=0.000324, dim=1, index=1)
  1652. Triangulation has 364 vertices
  1653. locate returns: 0x1ae12d0 lt: 3 lilj: -702931505 32663
  1654. -> 0.916667 0.416667 0.125 0
  1655. -> 1 0.340233 0.211256 0.00026244
  1656. -> 1.08333 0.416667 0.125 0
  1657. -> 1 0.5 0.25 0
  1658. Nearest power vertex of (0 0.356242 0.202967) is 0x1ab7a80 (0 0.340233 0.211256 0.00026244) at distance: 0.000324991
  1659. insert_point()
  1660. pos: 0 0.356242 0.202967 weight: 0.000324 dim: 1 index: 1
  1661. Inserted point: 0 0.356242 0.202967 0.00026244 vertex_handle: 0x1ab7b00
  1662. insert_in_correspondence_map: 0x1ab7b00 pos: 0 0.356242 0.202967 index: 1
  1663. Insertion of protecting ball 0x1ab7b00[ts=364](0 0.35624160017977591 0.20296674133981757 0.00026244000000000007) on curve #1
  1664. The weight was 0.000324
  1665. Add edge ( 0x1ab7a80[ts=363](0 0.34023289309966659 0.21125600958802149 0.00026244000000000007) , 0x1ab7b00[ts=364](0 0.35624160017977591 0.20296674133981757 0.00026244000000000007) ), curve_index=1 to c3t3.
  1666. smart_insert_point((0 0.372678 0.195563), w=0.000324, dim=1, index=1)
  1667. Triangulation has 365 vertices
  1668. locate returns: 0x1a36ab0 lt: 3 lilj: -702931505 32663
  1669. -> 0.916667 0.416667 0.125 0
  1670. -> 1 0.356242 0.202967 0.00026244
  1671. -> 1.08333 0.416667 0.125 0
  1672. -> 1 0.5 0.25 0
  1673. Nearest power vertex of (0 0.372678 0.195563) is 0x1ab7b00 (0 0.356242 0.202967 0.00026244) at distance: 0.000324983
  1674. insert_point()
  1675. pos: 0 0.372678 0.195563 weight: 0.000324 dim: 1 index: 1
  1676. Inserted point: 0 0.372678 0.195563 0.00026244 vertex_handle: 0x1ab7b80
  1677. insert_in_correspondence_map: 0x1ab7b80 pos: 0 0.372678 0.195563 index: 1
  1678. Insertion of protecting ball 0x1ab7b80[ts=365](0 0.37267819177330308 0.19556259433573034 0.00026244000000000007) on curve #1
  1679. The weight was 0.000324
  1680. Add edge ( 0x1ab7b00[ts=364](0 0.35624160017977591 0.20296674133981757 0.00026244000000000007) , 0x1ab7b80[ts=365](0 0.37267819177330308 0.19556259433573034 0.00026244000000000007) ), curve_index=1 to c3t3.
  1681. smart_insert_point((0 0.389494 0.189066), w=0.000324, dim=1, index=1)
  1682. Triangulation has 366 vertices
  1683. locate returns: 0x1ae2680 lt: 3 lilj: -702931505 32663
  1684. -> 0.916667 0.416667 0.125 0
  1685. -> 1 0.372678 0.195563 0.00026244
  1686. -> 1.08333 0.416667 0.125 0
  1687. -> 1 0.5 0.25 0
  1688. Nearest power vertex of (0 0.389494 0.189066) is 0x1ab7b80 (0 0.372678 0.195563 0.00026244) at distance: 0.000324978
  1689. insert_point()
  1690. pos: 0 0.389494 0.189066 weight: 0.000324 dim: 1 index: 1
  1691. Inserted point: 0 0.389494 0.189066 0.00026244 vertex_handle: 0x1ab7c00
  1692. insert_in_correspondence_map: 0x1ab7c00 pos: 0 0.389494 0.189066 index: 1
  1693. Insertion of protecting ball 0x1ab7c00[ts=366](0 0.38949385545323306 0.18906553727611622 0.00026244000000000007) on curve #1
  1694. The weight was 0.000324
  1695. Add edge ( 0x1ab7b80[ts=365](0 0.37267819177330308 0.19556259433573034 0.00026244000000000007) , 0x1ab7c00[ts=366](0 0.38949385545323306 0.18906553727611622 0.00026244000000000007) ), curve_index=1 to c3t3.
  1696. smart_insert_point((0 0.406639 0.183495), w=0.000324, dim=1, index=1)
  1697. Triangulation has 367 vertices
  1698. locate returns: 0x1adfdd0 lt: 3 lilj: -702931505 32663
  1699. -> 0.916667 0.416667 0.125 0
  1700. -> 1 0.389494 0.189066 0.00026244
  1701. -> 1.08333 0.416667 0.125 0
  1702. -> 1 0.5 0.25 0
  1703. Nearest power vertex of (0 0.406639 0.183495) is 0x1ab7c00 (0 0.389494 0.189066 0.00026244) at distance: 0.000324977
  1704. insert_point()
  1705. pos: 0 0.406639 0.183495 weight: 0.000324 dim: 1 index: 1
  1706. Inserted point: 0 0.406639 0.183495 0.00026244 vertex_handle: 0x1ab7c80
  1707. insert_in_correspondence_map: 0x1ab7c80 pos: 0 0.406639 0.183495 index: 1
  1708. Insertion of protecting ball 0x1ab7c80[ts=367](0 0.40663865730261484 0.18349485346724195 0.00026244000000000007) on curve #1
  1709. The weight was 0.000324
  1710. Add edge ( 0x1ab7c00[ts=366](0 0.38949385545323306 0.18906553727611622 0.00026244000000000007) , 0x1ab7c80[ts=367](0 0.40663865730261484 0.18349485346724195 0.00026244000000000007) ), curve_index=1 to c3t3.
  1711. smart_insert_point((0 0.424062 0.178867), w=0.000324, dim=1, index=1)
  1712. Triangulation has 368 vertices
  1713. locate returns: 0x1a37680 lt: 3 lilj: -702931505 32663
  1714. -> 0.916667 0.583333 0.125 0
  1715. -> 1 0.5 0.25 0
  1716. -> 1 0.406639 0.183495 0.00026244
  1717. -> 1.08333 0.583333 0.125 0
  1718. Nearest power vertex of (0 0.424062 0.178867) is 0x1ab7c80 (0 0.406639 0.183495 0.00026244) at distance: 0.000324978
  1719. insert_point()
  1720. pos: 0 0.424062 0.178867 weight: 0.000324 dim: 1 index: 1
  1721. Inserted point: 0 0.424062 0.178867 0.00026244 vertex_handle: 0x1ab7d00
  1722. insert_in_correspondence_map: 0x1ab7d00 pos: 0 0.424062 0.178867 index: 1
  1723. Insertion of protecting ball 0x1ab7d00[ts=368](0 0.42406168931431554 0.17886708392332096 0.00026244000000000007) on curve #1
  1724. The weight was 0.000324
  1725. Add edge ( 0x1ab7c80[ts=367](0 0.40663865730261484 0.18349485346724195 0.00026244000000000007) , 0x1ab7d00[ts=368](0 0.42406168931431554 0.17886708392332096 0.00026244000000000007) ), curve_index=1 to c3t3.
  1726. smart_insert_point((0 0.441711 0.175196), w=0.000324, dim=1, index=1)
  1727. Triangulation has 369 vertices
  1728. locate returns: 0x1a9e770 lt: 3 lilj: -702931505 32663
  1729. -> 0.916667 0.583333 0.125 0
  1730. -> 1 0.5 0.25 0
  1731. -> 1 0.424062 0.178867 0.00026244
  1732. -> 1.08333 0.583333 0.125 0
  1733. Nearest power vertex of (0 0.441711 0.175196) is 0x1ab7d00 (0 0.424062 0.178867 0.00026244) at distance: 0.000324983
  1734. insert_point()
  1735. pos: 0 0.441711 0.175196 weight: 0.000324 dim: 1 index: 1
  1736. Inserted point: 0 0.441711 0.175196 0.00026244 vertex_handle: 0x1ab7d80
  1737. insert_in_correspondence_map: 0x1ab7d80 pos: 0 0.441711 0.175196 index: 1
  1738. Insertion of protecting ball 0x1ab7d80[ts=369](0 0.4417112196578874 0.17519597854184868 0.00026244000000000007) on curve #1
  1739. The weight was 0.000324
  1740. Add edge ( 0x1ab7d00[ts=368](0 0.42406168931431554 0.17886708392332096 0.00026244000000000007) , 0x1ab7d80[ts=369](0 0.4417112196578874 0.17519597854184868 0.00026244000000000007) ), curve_index=1 to c3t3.
  1741. smart_insert_point((0 0.459535 0.172492), w=0.000324, dim=1, index=1)
  1742. Triangulation has 370 vertices
  1743. locate returns: 0x1a99ca0 lt: 3 lilj: -702931505 32663
  1744. -> 0.916667 0.583333 0.125 0
  1745. -> 1 0.5 0.25 0
  1746. -> 1 0.441711 0.175196 0.00026244
  1747. -> 1.08333 0.583333 0.125 0
  1748. Nearest power vertex of (0 0.459535 0.172492) is 0x1ab7d80 (0 0.441711 0.175196 0.00026244) at distance: 0.000324991
  1749. insert_point()
  1750. pos: 0 0.459535 0.172492 weight: 0.000324 dim: 1 index: 1
  1751. Inserted point: 0 0.459535 0.172492 0.00026244 vertex_handle: 0x1ab7e00
  1752. insert_in_correspondence_map: 0x1ab7e00 pos: 0 0.459535 0.172492 index: 1
  1753. Insertion of protecting ball 0x1ab7e00[ts=370](0 0.45953484537225719 0.17249245549562042 0.00026244000000000007) on curve #1
  1754. The weight was 0.000324
  1755. Add edge ( 0x1ab7d80[ts=369](0 0.4417112196578874 0.17519597854184868 0.00026244000000000007) , 0x1ab7e00[ts=370](0 0.45953484537225719 0.17249245549562042 0.00026244000000000007) ), curve_index=1 to c3t3.
  1756. smart_insert_point((0 0.47748 0.170773), w=0.000324, dim=1, index=1)
  1757. Triangulation has 371 vertices
  1758. locate returns: 0x1a24720 lt: 3 lilj: -702931505 32663
  1759. -> 0.916667 0.583333 0.125 0
  1760. -> 1 0.5 0.25 0
  1761. -> 1 0.459535 0.172492 0.00026244
  1762. -> 1.08333 0.583333 0.125 0
  1763. Nearest power vertex of (0 0.47748 0.170773) is 0x1ab7e00 (0 0.459535 0.172492 0.00026244) at distance: 0.000324993
  1764. insert_point()
  1765. pos: 0 0.47748 0.170773 weight: 0.000324 dim: 1 index: 1
  1766. Inserted point: 0 0.47748 0.170773 0.00026244 vertex_handle: 0x1ab7e80
  1767. insert_in_correspondence_map: 0x1ab7e80 pos: 0 0.47748 0.170773 index: 1
  1768. Insertion of protecting ball 0x1ab7e80[ts=371](0 0.47748025677534678 0.17077328864179969 0.00026244000000000007) on curve #1
  1769. The weight was 0.000324
  1770. Add edge ( 0x1ab7e00[ts=370](0 0.45953484537225719 0.17249245549562042 0.00026244000000000007) , 0x1ab7e80[ts=371](0 0.47748025677534678 0.17077328864179969 0.00026244000000000007) ), curve_index=1 to c3t3.
  1771. smart_insert_point((0 0.495493 0.170039), w=0.000324, dim=1, index=1)
  1772. Triangulation has 372 vertices
  1773. locate returns: 0x1ae2d10 lt: 3 lilj: -702931505 32663
  1774. -> 0.916667 0.583333 0.125 0
  1775. -> 1 0.5 0.25 0
  1776. -> 1 0.47748 0.170773 0.00026244
  1777. -> 1.08333 0.583333 0.125 0
  1778. Nearest power vertex of (0 0.495493 0.170039) is 0x1ab7e80 (0 0.47748 0.170773 0.00026244) at distance: 0.000324988
  1779. insert_point()
  1780. pos: 0 0.495493 0.170039 weight: 0.000324 dim: 1 index: 1
  1781. Inserted point: 0 0.495493 0.170039 0.00026244 vertex_handle: 0x1ab7f00
  1782. insert_in_correspondence_map: 0x1ab7f00 pos: 0 0.495493 0.170039 index: 1
  1783. Insertion of protecting ball 0x1ab7f00[ts=372](0 0.49549272633750613 0.17003933438134933 0.00026244000000000007) on curve #1
  1784. The weight was 0.000324
  1785. Add edge ( 0x1ab7e80[ts=371](0 0.47748025677534678 0.17077328864179969 0.00026244000000000007) , 0x1ab7f00[ts=372](0 0.49549272633750613 0.17003933438134933 0.00026244000000000007) ), curve_index=1 to c3t3.
  1786. smart_insert_point((0 0.513518 0.170288), w=0.000324, dim=1, index=1)
  1787. Triangulation has 373 vertices
  1788. locate returns: 0x1ae48a0 lt: 3 lilj: -702931505 32663
  1789. -> 0.916667 0.583333 0.125 0
  1790. -> 1 0.495493 0.170039 0.00026244
  1791. -> 1.08333 0.583333 0.125 0
  1792. -> 1 0.666667 0.25 0
  1793. Nearest power vertex of (0 0.513518 0.170288) is 0x1ab7f00 (0 0.495493 0.170039 0.00026244) at distance: 0.000324981
  1794. insert_point()
  1795. pos: 0 0.513518 0.170288 weight: 0.000324 dim: 1 index: 1
  1796. Inserted point: 0 0.513518 0.170288 0.00026244 vertex_handle: 0x1ab7f80
  1797. insert_in_correspondence_map: 0x1ab7f80 pos: 0 0.513518 0.170288 index: 1
  1798. Insertion of protecting ball 0x1ab7f80[ts=373](0 0.51351823622429804 0.17028841019580024 0.00026244000000000007) on curve #1
  1799. The weight was 0.000324
  1800. Add edge ( 0x1ab7f00[ts=372](0 0.49549272633750613 0.17003933438134933 0.00026244000000000007) , 0x1ab7f80[ts=373](0 0.51351823622429804 0.17028841019580024 0.00026244000000000007) ), curve_index=1 to c3t3.
  1801. smart_insert_point((0 0.531503 0.17152), w=0.000324, dim=1, index=1)
  1802. Triangulation has 374 vertices
  1803. locate returns: 0x1a99610 lt: 3 lilj: -702931505 32663
  1804. -> 0.916667 0.583333 0.125 0
  1805. -> 1 0.513518 0.170288 0.00026244
  1806. -> 1.08333 0.583333 0.125 0
  1807. -> 1 0.666667 0.25 0
  1808. Nearest power vertex of (0 0.531503 0.17152) is 0x1ab7f80 (0 0.513518 0.170288 0.00026244) at distance: 0.000324977
  1809. insert_point()
  1810. pos: 0 0.531503 0.17152 weight: 0.000324 dim: 1 index: 1
  1811. Inserted point: 0 0.531503 0.17152 0.00026244 vertex_handle: 0x1ab8000
  1812. insert_in_correspondence_map: 0x1ab8000 pos: 0 0.531503 0.17152 index: 1
  1813. Insertion of protecting ball 0x1ab8000[ts=374](0 0.53150326360619204 0.17151976153782023 0.00026244000000000007) on curve #1
  1814. The weight was 0.000324
  1815. Add edge ( 0x1ab7f80[ts=373](0 0.51351823622429804 0.17028841019580024 0.00026244000000000007) , 0x1ab8000[ts=374](0 0.53150326360619204 0.17151976153782023 0.00026244000000000007) ), curve_index=1 to c3t3.
  1816. smart_insert_point((0 0.549394 0.17373), w=0.000324, dim=1, index=1)
  1817. Triangulation has 375 vertices
  1818. locate returns: 0x1ae48a0 lt: 3 lilj: -702931505 32663
  1819. -> 0.916667 0.583333 0.125 0
  1820. -> 1 0.531503 0.17152 0.00026244
  1821. -> 1.08333 0.583333 0.125 0
  1822. -> 1 0.666667 0.25 0
  1823. Nearest power vertex of (0 0.549394 0.17373) is 0x1ab8000 (0 0.531503 0.17152 0.00026244) at distance: 0.000324977
  1824. insert_point()
  1825. pos: 0 0.549394 0.17373 weight: 0.000324 dim: 1 index: 1
  1826. Inserted point: 0 0.549394 0.17373 0.00026244 vertex_handle: 0x1ab8080
  1827. insert_in_correspondence_map: 0x1ab8080 pos: 0 0.549394 0.17373 index: 1
  1828. Insertion of protecting ball 0x1ab8080[ts=375](0 0.54939440601466816 0.17372972618643545 0.00026244000000000007) on curve #1
  1829. The weight was 0.000324
  1830. Add edge ( 0x1ab8000[ts=374](0 0.53150326360619204 0.17151976153782023 0.00026244000000000007) , 0x1ab8080[ts=375](0 0.54939440601466816 0.17372972618643545 0.00026244000000000007) ), curve_index=1 to c3t3.
  1831. smart_insert_point((0 0.567139 0.176912), w=0.000324, dim=1, index=1)
  1832. Triangulation has 376 vertices
  1833. locate returns: 0x1ae8500 lt: 3 lilj: -702931505 32663
  1834. -> 0.916667 0.583333 0.125 0
  1835. -> 1 0.549394 0.17373 0.00026244
  1836. -> 1.08333 0.583333 0.125 0
  1837. -> 1 0.666667 0.25 0
  1838. Nearest power vertex of (0 0.567139 0.176912) is 0x1ab8080 (0 0.549394 0.17373 0.00026244) at distance: 0.000324979
  1839. insert_point()
  1840. pos: 0 0.567139 0.176912 weight: 0.000324 dim: 1 index: 1
  1841. Inserted point: 0 0.567139 0.176912 0.00026244 vertex_handle: 0x1ab8100
  1842. insert_in_correspondence_map: 0x1ab8100 pos: 0 0.567139 0.176912 index: 1
  1843. Insertion of protecting ball 0x1ab8100[ts=376](0 0.56713853897101274 0.17691174507204332 0.00026244000000000007) on curve #1
  1844. The weight was 0.000324
  1845. Add edge ( 0x1ab8080[ts=375](0 0.54939440601466816 0.17372972618643545 0.00026244000000000007) , 0x1ab8100[ts=376](0 0.56713853897101274 0.17691174507204332 0.00026244000000000007) ), curve_index=1 to c3t3.
  1846. smart_insert_point((0 0.584683 0.181056), w=0.000324, dim=1, index=1)
  1847. Triangulation has 377 vertices
  1848. locate returns: 0x1ae7fc0 lt: 3 lilj: -702931505 32663
  1849. -> 0.916667 0.75 0.125 0
  1850. -> 1 0.666667 0.25 0
  1851. -> 1 0.567139 0.176912 0.00026244
  1852. -> 1.08333 0.75 0.125 0
  1853. Nearest power vertex of (0 0.584683 0.181056) is 0x1ab8100 (0 0.567139 0.176912 0.00026244) at distance: 0.000324985
  1854. insert_point()
  1855. pos: 0 0.584683 0.181056 weight: 0.000324 dim: 1 index: 1
  1856. Inserted point: 0 0.584683 0.181056 0.00026244 vertex_handle: 0x1ab8180
  1857. insert_in_correspondence_map: 0x1ab8180 pos: 0 0.584683 0.181056 index: 1
  1858. Insertion of protecting ball 0x1ab8180[ts=377](0 0.58468297279653947 0.18105638162951906 0.00026244000000000007) on curve #1
  1859. The weight was 0.000324
  1860. Add edge ( 0x1ab8100[ts=376](0 0.56713853897101274 0.17691174507204332 0.00026244000000000007) , 0x1ab8180[ts=377](0 0.58468297279653947 0.18105638162951906 0.00026244000000000007) ), curve_index=1 to c3t3.
  1861. smart_insert_point((0 0.601976 0.186151), w=0.000324, dim=1, index=1)
  1862. Triangulation has 378 vertices
  1863. locate returns: 0x1a9f1f0 lt: 3 lilj: -702931505 32663
  1864. -> 0.916667 0.75 0.125 0
  1865. -> 1 0.666667 0.25 0
  1866. -> 1 0.584683 0.181056 0.00026244
  1867. -> 1.08333 0.75 0.125 0
  1868. Nearest power vertex of (0 0.601976 0.186151) is 0x1ab8180 (0 0.584683 0.181056 0.00026244) at distance: 0.000324994
  1869. insert_point()
  1870. pos: 0 0.601976 0.186151 weight: 0.000324 dim: 1 index: 1
  1871. Inserted point: 0 0.601976 0.186151 0.00026244 vertex_handle: 0x1ab8200
  1872. insert_in_correspondence_map: 0x1ab8200 pos: 0 0.601976 0.186151 index: 1
  1873. Insertion of protecting ball 0x1ab8200[ts=378](0 0.60197560814373707 0.18615134962260077 0.00026244000000000007) on curve #1
  1874. The weight was 0.000324
  1875. Add edge ( 0x1ab8180[ts=377](0 0.58468297279653947 0.18105638162951906 0.00026244000000000007) , 0x1ab8200[ts=378](0 0.60197560814373707 0.18615134962260077 0.00026244000000000007) ), curve_index=1 to c3t3.
  1876. smart_insert_point((0 0.61896 0.192194), w=0.000324, dim=1, index=1)
  1877. Triangulation has 379 vertices
  1878. locate returns: 0x1ae9370 lt: 3 lilj: -702931505 32663
  1879. -> 0.916667 0.75 0.125 0
  1880. -> 1 0.666667 0.25 0
  1881. -> 1 0.601976 0.186151 0.00026244
  1882. -> 1.08333 0.75 0.125 0
  1883. Nearest power vertex of (0 0.61896 0.192194) is 0x1ab8200 (0 0.601976 0.186151 0.00026244) at distance: 0.000324994
  1884. insert_point()
  1885. pos: 0 0.61896 0.192194 weight: 0.000324 dim: 1 index: 1
  1886. Inserted point: 0 0.61896 0.192194 0.00026244 vertex_handle: 0x1ab8280
  1887. insert_in_correspondence_map: 0x1ab8280 pos: 0 0.61896 0.192194 index: 1
  1888. Insertion of protecting ball 0x1ab8280[ts=379](0 0.61896039106438383 0.19219378996075592 0.00026244000000000007) on curve #1
  1889. The weight was 0.000324
  1890. Add edge ( 0x1ab8200[ts=378](0 0.60197560814373707 0.18615134962260077 0.00026244000000000007) , 0x1ab8280[ts=379](0 0.61896039106438383 0.19219378996075592 0.00026244000000000007) ), curve_index=1 to c3t3.
  1891. smart_insert_point((0 0.63559 0.199153), w=0.000324, dim=1, index=1)
  1892. Triangulation has 380 vertices
  1893. locate returns: 0x1ae8650 lt: 3 lilj: -702931505 32663
  1894. -> 0.916667 0.75 0.125 0
  1895. -> 1 0.666667 0.25 0
  1896. -> 1 0.61896 0.192194 0.00026244
  1897. -> 1.08333 0.75 0.125 0
  1898. Nearest power vertex of (0 0.63559 0.199153) is 0x1ab8280 (0 0.61896 0.192194 0.00026244) at distance: 0.000324985
  1899. insert_point()
  1900. pos: 0 0.63559 0.199153 weight: 0.000324 dim: 1 index: 1
  1901. Inserted point: 0 0.63559 0.199153 0.00026244 vertex_handle: 0x1ab8300
  1902. insert_in_correspondence_map: 0x1ab8300 pos: 0 0.63559 0.199153 index: 1
  1903. Insertion of protecting ball 0x1ab8300[ts=380](0 0.63559029243051823 0.19915306801271671 0.00026244000000000007) on curve #1
  1904. The weight was 0.000324
  1905. Add edge ( 0x1ab8280[ts=379](0 0.61896039106438383 0.19219378996075592 0.00026244000000000007) , 0x1ab8300[ts=380](0 0.63559029243051823 0.19915306801271671 0.00026244000000000007) ), curve_index=1 to c3t3.
  1906. smart_insert_point((0 0.651816 0.207009), w=0.000324, dim=1, index=1)
  1907. Triangulation has 381 vertices
  1908. locate returns: 0x1ae9ca0 lt: 3 lilj: -702931505 32663
  1909. -> 0.916667 0.75 0.125 0
  1910. -> 1 0.666667 0.25 0
  1911. -> 1 0.63559 0.199153 0.00026244
  1912. -> 1.08333 0.75 0.125 0
  1913. Nearest power vertex of (0 0.651816 0.207009) is 0x1ab8300 (0 0.63559 0.199153 0.00026244) at distance: 0.000324979
  1914. insert_point()
  1915. pos: 0 0.651816 0.207009 weight: 0.000324 dim: 1 index: 1
  1916. Inserted point: 0 0.651816 0.207009 0.00026244 vertex_handle: 0x1ab8380
  1917. insert_in_correspondence_map: 0x1ab8380 pos: 0 0.651816 0.207009 index: 1
  1918. Insertion of protecting ball 0x1ab8380[ts=381](0 0.65181594131612586 0.20700850032429463 0.00026244000000000007) on curve #1
  1919. The weight was 0.000324
  1920. Add edge ( 0x1ab8300[ts=380](0 0.63559029243051823 0.19915306801271671 0.00026244000000000007) , 0x1ab8380[ts=381](0 0.65181594131612586 0.20700850032429463 0.00026244000000000007) ), curve_index=1 to c3t3.
  1921. smart_insert_point((0 0.667589 0.215737), w=0.000324, dim=1, index=1)
  1922. Triangulation has 382 vertices
  1923. locate returns: 0x1ae8650 lt: 2 lilj: 2 32663
  1924. -> 0 0.651816 0.207009 0.00026244
  1925. -> 0 0.666667 0.25 0
  1926. -> 0.0833333 0.75 0.125 0
  1927. -> 0 0.833333 0.25 0
  1928. Nearest power vertex of (0 0.667589 0.215737) is 0x1ab8380 (0 0.651816 0.207009 0.00026244) at distance: 0.000324977
  1929. insert_point()
  1930. pos: 0 0.667589 0.215737 weight: 0.000324 dim: 1 index: 1
  1931. Inserted point: 0 0.667589 0.215737 0.00026244 vertex_handle: 0x1ab8400
  1932. insert_in_correspondence_map: 0x1ab8400 pos: 0 0.667589 0.215737 index: 1
  1933. Insertion of protecting ball 0x1ab8400[ts=382](0 0.66758916420190895 0.21573675102096418 0.00026244000000000007) on curve #1
  1934. The weight was 0.000324
  1935. Add edge ( 0x1ab8380[ts=381](0 0.65181594131612586 0.20700850032429463 0.00026244000000000007) , 0x1ab8400[ts=382](0 0.66758916420190895 0.21573675102096418 0.00026244000000000007) ), curve_index=1 to c3t3.
  1936. smart_insert_point((0 0.682863 0.225312), w=0.000324, dim=1, index=1)
  1937. Triangulation has 383 vertices
  1938. locate returns: 0x1aec2b0 lt: 2 lilj: 2 32663
  1939. -> 0 0.667589 0.215737 0.00026244
  1940. -> 0 0.666667 0.25 0
  1941. -> 0.0833333 0.75 0.125 0
  1942. -> 0 0.833333 0.25 0
  1943. Nearest power vertex of (0 0.682863 0.225312) is 0x1ab8400 (0 0.667589 0.215737 0.00026244) at distance: 0.000324977
  1944. insert_point()
  1945. pos: 0 0.682863 0.225312 weight: 0.000324 dim: 1 index: 1
  1946. Inserted point: 0 0.682863 0.225312 0.00026244 vertex_handle: 0x1ab8480
  1947. insert_in_correspondence_map: 0x1ab8480 pos: 0 0.682863 0.225312 index: 1
  1948. Insertion of protecting ball 0x1ab8480[ts=383](0 0.68286312715738917 0.22531190071637738 0.00026244000000000007) on curve #1
  1949. The weight was 0.000324
  1950. Add edge ( 0x1ab8400[ts=382](0 0.66758916420190895 0.21573675102096418 0.00026244000000000007) , 0x1ab8480[ts=383](0 0.68286312715738917 0.22531190071637738 0.00026244000000000007) ), curve_index=1 to c3t3.
  1951. smart_insert_point((0 0.697592 0.235706), w=0.000324, dim=1, index=1)
  1952. Triangulation has 384 vertices
  1953. locate returns: 0x1aed270 lt: 2 lilj: 1 32663
  1954. -> 0 0.833333 0.25 0
  1955. -> 0.0833333 0.75 0.375 0
  1956. -> 0 0.666667 0.25 0
  1957. -> 0 0.682863 0.225312 0.00026244
  1958. Nearest power vertex of (0 0.697592 0.235706) is 0x1ab8480 (0 0.682863 0.225312 0.00026244) at distance: 0.000324981
  1959. insert_point()
  1960. pos: 0 0.697592 0.235706 weight: 0.000324 dim: 1 index: 1
  1961. Inserted point: 0 0.697592 0.235706 0.00026244 vertex_handle: 0x1ab8500
  1962. insert_in_correspondence_map: 0x1ab8500 pos: 0 0.697592 0.235706 index: 1
  1963. Insertion of protecting ball 0x1ab8500[ts=384](0 0.69759247407851444 0.23570552302610781 0.00026244000000000007) on curve #1
  1964. The weight was 0.000324
  1965. Add edge ( 0x1ab8480[ts=383](0 0.68286312715738917 0.22531190071637738 0.00026244000000000007) , 0x1ab8500[ts=384](0 0.69759247407851444 0.23570552302610781 0.00026244000000000007) ), curve_index=1 to c3t3.
  1966. smart_insert_point((0 0.711733 0.246887), w=0.000324, dim=1, index=1)
  1967. Triangulation has 385 vertices
  1968. locate returns: 0x1aec2b0 lt: 3 lilj: -702931505 32663
  1969. -> 1 0.833333 0.25 0
  1970. -> 0.916667 0.75 0.375 0
  1971. -> 1 0.697592 0.235706 0.00026244
  1972. -> 1.08333 0.75 0.375 0
  1973. Nearest power vertex of (0 0.711733 0.246887) is 0x1ab8500 (0 0.697592 0.235706 0.00026244) at distance: 0.000324988
  1974. insert_point()
  1975. pos: 0 0.711733 0.246887 weight: 0.000324 dim: 1 index: 1
  1976. Inserted point: 0 0.711733 0.246887 0.00026244 vertex_handle: 0x1ab8580
  1977. insert_in_correspondence_map: 0x1ab8580 pos: 0 0.711733 0.246887 index: 1
  1978. Insertion of protecting ball 0x1ab8580[ts=385](0 0.71173346057481257 0.24688676846191077 0.00026244000000000007) on curve #1
  1979. The weight was 0.000324
  1980. Add edge ( 0x1ab8500[ts=384](0 0.69759247407851444 0.23570552302610781 0.00026244000000000007) , 0x1ab8580[ts=385](0 0.71173346057481257 0.24688676846191077 0.00026244000000000007) ), curve_index=1 to c3t3.
  1981. smart_insert_point((0 0.725241 0.258826), w=0.000324, dim=1, index=1)
  1982. Triangulation has 386 vertices
  1983. locate returns: 0x1aed120 lt: 3 lilj: -702931505 32663
  1984. -> 1 0.833333 0.25 0
  1985. -> 0.916667 0.75 0.375 0
  1986. -> 1 0.711733 0.246887 0.00026244
  1987. -> 1.08333 0.75 0.375 0
  1988. Nearest power vertex of (0 0.725241 0.258826) is 0x1ab8580 (0 0.711733 0.246887 0.00026244) at distance: 0.000324993
  1989. insert_point()
  1990. pos: 0 0.725241 0.258826 weight: 0.000324 dim: 1 index: 1
  1991. Inserted point: 0 0.725241 0.258826 0.00026244 vertex_handle: 0x1ab8600
  1992. insert_in_correspondence_map: 0x1ab8600 pos: 0 0.725241 0.258826 index: 1
  1993. Insertion of protecting ball 0x1ab8600[ts=386](0 0.72524110244805606 0.25882565183187578 0.00026244000000000007) on curve #1
  1994. The weight was 0.000324
  1995. Add edge ( 0x1ab8580[ts=385](0 0.71173346057481257 0.24688676846191077 0.00026244000000000007) , 0x1ab8600[ts=386](0 0.72524110244805606 0.25882565183187578 0.00026244000000000007) ), curve_index=1 to c3t3.
  1996. smart_insert_point((0 0.738072 0.271489), w=0.000324, dim=1, index=1)
  1997. Triangulation has 387 vertices
  1998. locate returns: 0x1aed7b0 lt: 3 lilj: -702931505 32663
  1999. -> 1 0.833333 0.25 0
  2000. -> 0.916667 0.75 0.375 0
  2001. -> 1 0.725241 0.258826 0.00026244
  2002. -> 1.08333 0.75 0.375 0
  2003. Nearest power vertex of (0 0.738072 0.271489) is 0x1ab8600 (0 0.725241 0.258826 0.00026244) at distance: 0.000324991
  2004. insert_point()
  2005. pos: 0 0.738072 0.271489 weight: 0.000324 dim: 1 index: 1
  2006. Inserted point: 0 0.738072 0.271489 0.00026244 vertex_handle: 0x1ab8680
  2007. insert_in_correspondence_map: 0x1ab8680 pos: 0 0.738072 0.271489 index: 1
  2008. Insertion of protecting ball 0x1ab8680[ts=387](0 0.7380716275765532 0.27148931225824646 0.00026244000000000007) on curve #1
  2009. The weight was 0.000324
  2010. Add edge ( 0x1ab8600[ts=386](0 0.72524110244805606 0.25882565183187578 0.00026244000000000007) , 0x1ab8680[ts=387](0 0.7380716275765532 0.27148931225824646 0.00026244000000000007) ), curve_index=1 to c3t3.
  2011. smart_insert_point((0 0.750193 0.284833), w=0.000324, dim=1, index=1)
  2012. Triangulation has 388 vertices
  2013. locate returns: 0x1a9ef50 lt: 3 lilj: -702931505 32663
  2014. -> 1 0.833333 0.25 0
  2015. -> 0.916667 0.75 0.375 0
  2016. -> 1 0.738072 0.271489 0.00026244
  2017. -> 1.08333 0.75 0.375 0
  2018. Nearest power vertex of (0 0.750193 0.284833) is 0x1ab8680 (0 0.738072 0.271489 0.00026244) at distance: 0.000324983
  2019. insert_point()
  2020. pos: 0 0.750193 0.284833 weight: 0.000324 dim: 1 index: 1
  2021. Inserted point: 0 0.750193 0.284833 0.00026244 vertex_handle: 0x1ab8700
  2022. insert_in_correspondence_map: 0x1ab8700 pos: 0 0.750193 0.284833 index: 1
  2023. Insertion of protecting ball 0x1ab8700[ts=388](0 0.7501925759643977 0.28483343254583915 0.00026244000000000007) on curve #1
  2024. The weight was 0.000324
  2025. Add edge ( 0x1ab8680[ts=387](0 0.7380716275765532 0.27148931225824646 0.00026244000000000007) , 0x1ab8700[ts=388](0 0.7501925759643977 0.28483343254583915 0.00026244000000000007) ), curve_index=1 to c3t3.
  2026. smart_insert_point((0 0.761568 0.298818), w=0.000324, dim=1, index=1)
  2027. Triangulation has 389 vertices
  2028. locate returns: 0x1aed900 lt: 3 lilj: -702931505 32663
  2029. -> 0.916667 0.916667 0.375 0
  2030. -> 0.916667 0.75 0.375 0
  2031. -> 1 0.750193 0.284833 0.00026244
  2032. -> 1.08333 0.75 0.375 0
  2033. Nearest power vertex of (0 0.761568 0.298818) is 0x1ab8700 (0 0.750193 0.284833 0.00026244) at distance: 0.000324978
  2034. insert_point()
  2035. pos: 0 0.761568 0.298818 weight: 0.000324 dim: 1 index: 1
  2036. Inserted point: 0 0.761568 0.298818 0.00026244 vertex_handle: 0x1ab8780
  2037. insert_in_correspondence_map: 0x1ab8780 pos: 0 0.761568 0.298818 index: 1
  2038. Insertion of protecting ball 0x1ab8780[ts=389](0 0.76156797026647705 0.2988183780196198 0.00026244000000000007) on curve #1
  2039. The weight was 0.000324
  2040. Add edge ( 0x1ab8700[ts=388](0 0.7501925759643977 0.28483343254583915 0.00026244000000000007) , 0x1ab8780[ts=389](0 0.76156797026647705 0.2988183780196198 0.00026244000000000007) ), curve_index=1 to c3t3.
  2041. smart_insert_point((0 0.772164 0.313403), w=0.000324, dim=1, index=1)
  2042. Triangulation has 390 vertices
  2043. locate returns: 0x1af0060 lt: 3 lilj: -702931505 32663
  2044. -> 1 0.761568 0.298818 0.00026244
  2045. -> 0.916667 0.916667 0.375 0
  2046. -> 1 0.83 0.5 0.000324
  2047. -> 1.08333 0.916667 0.375 0
  2048. Nearest power vertex of (0 0.772164 0.313403) is 0x1ab8780 (0 0.761568 0.298818 0.00026244) at distance: 0.000324977
  2049. insert_point()
  2050. pos: 0 0.772164 0.313403 weight: 0.000324 dim: 1 index: 1
  2051. Inserted point: 0 0.772164 0.313403 0.00026244 vertex_handle: 0x1ab8800
  2052. insert_in_correspondence_map: 0x1ab8800 pos: 0 0.772164 0.313403 index: 1
  2053. Insertion of protecting ball 0x1ab8800[ts=390](0 0.77216404053977661 0.3134026175718318 0.00026244000000000007) on curve #1
  2054. The weight was 0.000324
  2055. Add edge ( 0x1ab8780[ts=389](0 0.76156797026647705 0.2988183780196198 0.00026244000000000007) , 0x1ab8800[ts=390](0 0.77216404053977661 0.3134026175718318 0.00026244000000000007) ), curve_index=1 to c3t3.
  2056. smart_insert_point((0 0.781949 0.328543), w=0.000324, dim=1, index=1)
  2057. Triangulation has 391 vertices
  2058. locate returns: 0x1aa51d0 lt: 3 lilj: -702931505 32663
  2059. -> 1 0.772164 0.313403 0.00026244
  2060. -> 0.916667 0.916667 0.375 0
  2061. -> 1 0.83 0.5 0.000324
  2062. -> 1.08333 0.916667 0.375 0
  2063. Nearest power vertex of (0 0.781949 0.328543) is 0x1ab8800 (0 0.772164 0.313403 0.00026244) at distance: 0.000324978
  2064. insert_point()
  2065. pos: 0 0.781949 0.328543 weight: 0.000324 dim: 1 index: 1
  2066. Inserted point: 0 0.781949 0.328543 0.00026244 vertex_handle: 0x1ab8880
  2067. insert_in_correspondence_map: 0x1ab8880 pos: 0 0.781949 0.328543 index: 1
  2068. Insertion of protecting ball 0x1ab8880[ts=391](0 0.78194932390558924 0.32854284626505664 0.00026244000000000007) on curve #1
  2069. The weight was 0.000324
  2070. Add edge ( 0x1ab8800[ts=390](0 0.77216404053977661 0.3134026175718318 0.00026244000000000007) , 0x1ab8880[ts=391](0 0.78194932390558924 0.32854284626505664 0.00026244000000000007) ), curve_index=1 to c3t3.
  2071. smart_insert_point((0 0.790895 0.344194), w=0.000324, dim=1, index=1)
  2072. Triangulation has 392 vertices
  2073. locate returns: 0x1af0450 lt: 3 lilj: -702931505 32663
  2074. -> 1 0.781949 0.328543 0.00026244
  2075. -> 0.916667 0.916667 0.375 0
  2076. -> 1 0.83 0.5 0.000324
  2077. -> 1.08333 0.916667 0.375 0
  2078. Nearest power vertex of (0 0.790895 0.344194) is 0x1ab8880 (0 0.781949 0.328543 0.00026244) at distance: 0.000324983
  2079. insert_point()
  2080. pos: 0 0.790895 0.344194 weight: 0.000324 dim: 1 index: 1
  2081. Inserted point: 0 0.790895 0.344194 0.00026244 vertex_handle: 0x1ab8900
  2082. insert_in_correspondence_map: 0x1ab8900 pos: 0 0.790895 0.344194 index: 1
  2083. Insertion of protecting ball 0x1ab8900[ts=392](0 0.79089475741954474 0.34419411315684356 0.00026244000000000007) on curve #1
  2084. The weight was 0.000324
  2085. Add edge ( 0x1ab8880[ts=391](0 0.78194932390558924 0.32854284626505664 0.00026244000000000007) , 0x1ab8900[ts=392](0 0.79089475741954474 0.34419411315684356 0.00026244000000000007) ), curve_index=1 to c3t3.
  2086. smart_insert_point((0 0.798974 0.36031), w=0.000324, dim=1, index=1)
  2087. Triangulation has 393 vertices
  2088. locate returns: 0x1aec400 lt: 3 lilj: -702931505 32663
  2089. -> 1 0.790895 0.344194 0.00026244
  2090. -> 0.916667 0.916667 0.375 0
  2091. -> 1 0.83 0.5 0.000324
  2092. -> 1.08333 0.916667 0.375 0
  2093. Nearest power vertex of (0 0.798974 0.36031) is 0x1ab8900 (0 0.790895 0.344194 0.00026244) at distance: 0.000324991
  2094. insert_point()
  2095. pos: 0 0.798974 0.36031 weight: 0.000324 dim: 1 index: 1
  2096. Inserted point: 0 0.798974 0.36031 0.00026244 vertex_handle: 0x1ab8980
  2097. insert_in_correspondence_map: 0x1ab8980 pos: 0 0.798974 0.36031 index: 1
  2098. Insertion of protecting ball 0x1ab8980[ts=393](0 0.79897376387673258 0.36030995397053139 0.00026244000000000007) on curve #1
  2099. The weight was 0.000324
  2100. Add edge ( 0x1ab8900[ts=392](0 0.79089475741954474 0.34419411315684356 0.00026244000000000007) , 0x1ab8980[ts=393](0 0.79897376387673258 0.36030995397053139 0.00026244000000000007) ), curve_index=1 to c3t3.
  2101. smart_insert_point((0 0.806154 0.376846), w=0.000324, dim=1, index=1)
  2102. Triangulation has 394 vertices
  2103. locate returns: 0x1af0990 lt: 3 lilj: -702931505 32663
  2104. -> 1 0.798974 0.36031 0.00026244
  2105. -> 0.916667 0.916667 0.375 0
  2106. -> 1 0.83 0.5 0.000324
  2107. -> 1.08333 0.916667 0.375 0
  2108. Nearest power vertex of (0 0.806154 0.376846) is 0x1ab8980 (0 0.798974 0.36031 0.00026244) at distance: 0.000324993
  2109. insert_point()
  2110. pos: 0 0.806154 0.376846 weight: 0.000324 dim: 1 index: 1
  2111. Inserted point: 0 0.806154 0.376846 0.00026244 vertex_handle: 0x1ab8a00
  2112. insert_in_correspondence_map: 0x1ab8a00 pos: 0 0.806154 0.376846 index: 1
  2113. Insertion of protecting ball 0x1ab8a00[ts=394](0 0.80615422581026219 0.37684580264904044 0.00026244000000000007) on curve #1
  2114. The weight was 0.000324
  2115. Add edge ( 0x1ab8980[ts=393](0 0.79897376387673258 0.36030995397053139 0.00026244000000000007) , 0x1ab8a00[ts=394](0 0.80615422581026219 0.37684580264904044 0.00026244000000000007) ), curve_index=1 to c3t3.
  2116. smart_insert_point((0 0.812418 0.39375), w=0.000324, dim=1, index=1)
  2117. Triangulation has 395 vertices
  2118. locate returns: 0x1af1aa0 lt: 3 lilj: -702931505 32663
  2119. -> 1 0.806154 0.376846 0.00026244
  2120. -> 0.916667 0.916667 0.375 0
  2121. -> 1 0.83 0.5 0.000324
  2122. -> 1.08333 0.916667 0.375 0
  2123. Nearest power vertex of (0 0.812418 0.39375) is 0x1ab8a00 (0 0.806154 0.376846 0.00026244) at distance: 0.000324988
  2124. insert_point()
  2125. pos: 0 0.812418 0.39375 weight: 0.000324 dim: 1 index: 1
  2126. Inserted point: 0 0.812418 0.39375 0.00026244 vertex_handle: 0x1ab8a80
  2127. insert_in_correspondence_map: 0x1ab8a80 pos: 0 0.812418 0.39375 index: 1
  2128. Insertion of protecting ball 0x1ab8a80[ts=395](0 0.81241841699769468 0.39374987486112728 0.00026244000000000007) on curve #1
  2129. The weight was 0.000324
  2130. Add edge ( 0x1ab8a00[ts=394](0 0.80615422581026219 0.37684580264904044 0.00026244000000000007) , 0x1ab8a80[ts=395](0 0.81241841699769468 0.39374987486112728 0.00026244000000000007) ), curve_index=1 to c3t3.
  2131. smart_insert_point((0 0.817752 0.41097), w=0.000324, dim=1, index=1)
  2132. Triangulation has 396 vertices
  2133. locate returns: 0x1af0990 lt: 3 lilj: -702931505 32663
  2134. -> 1 0.812418 0.39375 0.00026244
  2135. -> 0.916667 0.916667 0.375 0
  2136. -> 1 0.83 0.5 0.000324
  2137. -> 1.08333 0.916667 0.375 0
  2138. Nearest power vertex of (0 0.817752 0.41097) is 0x1ab8a80 (0 0.812418 0.39375 0.00026244) at distance: 0.000324981
  2139. insert_point()
  2140. pos: 0 0.817752 0.41097 weight: 0.000324 dim: 1 index: 1
  2141. Inserted point: 0 0.817752 0.41097 0.00026244 vertex_handle: 0x1ab8b00
  2142. insert_in_correspondence_map: 0x1ab8b00 pos: 0 0.817752 0.41097 index: 1
  2143. Insertion of protecting ball 0x1ab8b00[ts=396](0 0.81775172070860203 0.41097012215805667 0.00026244000000000007) on curve #1
  2144. The weight was 0.000324
  2145. Add edge ( 0x1ab8a80[ts=395](0 0.81241841699769468 0.39374987486112728 0.00026244000000000007) , 0x1ab8b00[ts=396](0 0.81775172070860203 0.41097012215805667 0.00026244000000000007) ), curve_index=1 to c3t3.
  2146. smart_insert_point((0 0.822138 0.428455), w=0.000324, dim=1, index=1)
  2147. Triangulation has 397 vertices
  2148. locate returns: 0x1af34f0 lt: 2 lilj: 0 32663
  2149. -> 0.0833333 0.916667 0.375 0
  2150. -> 0 1 0.5 0
  2151. -> 0 0.817752 0.41097 0.00026244
  2152. -> 0 0.83 0.5 0.000324
  2153. Nearest power vertex of (0 0.822138 0.428455) is 0x1ab8b00 (0 0.817752 0.41097 0.00026244) at distance: 0.000324977
  2154. insert_point()
  2155. pos: 0 0.822138 0.428455 weight: 0.000324 dim: 1 index: 1
  2156. Inserted point: 0 0.822138 0.428455 0.00026244 vertex_handle: 0x1ab8b80
  2157. insert_in_correspondence_map: 0x1ab8b80 pos: 0 0.822138 0.428455 index: 1
  2158. Insertion of protecting ball 0x1ab8b80[ts=397](0 0.82213831509622903 0.42845540813608379 0.00026244000000000007) on curve #1
  2159. The weight was 0.000324
  2160. Add edge ( 0x1ab8b00[ts=396](0 0.81775172070860203 0.41097012215805667 0.00026244000000000007) , 0x1ab8b80[ts=397](0 0.82213831509622903 0.42845540813608379 0.00026244000000000007) ), curve_index=1 to c3t3.
  2161. smart_insert_point((0 0.825565 0.446154), w=0.000324, dim=1, index=1)
  2162. Triangulation has 398 vertices
  2163. locate returns: 0x1aa6ac0 lt: 2 lilj: 0 32663
  2164. -> 0.0833333 0.916667 0.375 0
  2165. -> 0 1 0.5 0
  2166. -> 0 0.822138 0.428455 0.00026244
  2167. -> 0 0.83 0.5 0.000324
  2168. Nearest power vertex of (0 0.825565 0.446154) is 0x1ab8b80 (0 0.822138 0.428455 0.00026244) at distance: 0.000324977
  2169. insert_point()
  2170. pos: 0 0.825565 0.446154 weight: 0.000324 dim: 1 index: 1
  2171. Inserted point: 0 0.825565 0.446154 0.00026244 vertex_handle: 0x1ab8c00
  2172. insert_in_correspondence_map: 0x1ab8c00 pos: 0 0.825565 0.446154 index: 1
  2173. Insertion of protecting ball 0x1ab8c00[ts=398](0 0.82556518086938313 0.44615381234101975 0.00026244000000000007) on curve #1
  2174. The weight was 0.000324
  2175. Add edge ( 0x1ab8b80[ts=397](0 0.82213831509622903 0.42845540813608379 0.00026244000000000007) , 0x1ab8c00[ts=398](0 0.82556518086938313 0.44615381234101975 0.00026244000000000007) ), curve_index=1 to c3t3.
  2176. smart_insert_point((0 0.828022 0.464013), w=0.000324, dim=1, index=1)
  2177. Triangulation has 399 vertices
  2178. locate returns: 0x1af3250 lt: 2 lilj: 0 32663
  2179. -> 0.0833333 0.916667 0.375 0
  2180. -> 0 1 0.5 0
  2181. -> 0 0.825565 0.446154 0.00026244
  2182. -> 0 0.83 0.5 0.000324
  2183. Nearest power vertex of (0 0.828022 0.464013) is 0x1ab8c00 (0 0.825565 0.446154 0.00026244) at distance: 0.000324979
  2184. insert_point()
  2185. pos: 0 0.828022 0.464013 weight: 0.000324 dim: 1 index: 1
  2186. Inserted point: 0 0.828022 0.464013 0.00026244 vertex_handle: 0x1ab8c80
  2187. insert_in_correspondence_map: 0x1ab8c80 pos: 0 0.828022 0.464013 index: 1
  2188. Insertion of protecting ball 0x1ab8c80[ts=399](0 0.82802213970721061 0.46401278352723385 0.00026244000000000007) on curve #1
  2189. The weight was 0.000324
  2190. Add edge ( 0x1ab8c00[ts=398](0 0.82556518086938313 0.44615381234101975 0.00026244000000000007) , 0x1ab8c80[ts=399](0 0.82802213970721061 0.46401278352723385 0.00026244000000000007) ), curve_index=1 to c3t3.
  2191. smart_insert_point((0 0.829502 0.481979), w=0.000324, dim=1, index=1)
  2192. Triangulation has 400 vertices
  2193. locate returns: 0x1af51d0 lt: 2 lilj: 0 32663
  2194. -> 0.0833333 0.916667 0.375 0
  2195. -> 0 1 0.5 0
  2196. -> 0 0.828022 0.464013 0.00026244
  2197. -> 0 0.83 0.5 0.000324
  2198. Nearest power vertex of (0 0.829502 0.481979) is 0x1a16ce0 (0 0.83 0.5 0.000324) at distance: 0.000324994
  2199. insert_point()
  2200. pos: 0 0.829502 0.481979 weight: 0.000324 dim: 1 index: 1
  2201. Inserted point: 0 0.829502 0.481979 0.00026244 vertex_handle: 0x1ab8d00
  2202. insert_in_correspondence_map: 0x1ab8d00 pos: 0 0.829502 0.481979 index: 1
  2203. Insertion of protecting ball 0x1ab8d00[ts=400](0 0.82950188431032257 0.48197929477347795 0.00026244000000000007) on curve #1
  2204. The weight was 0.000324
  2205. Add edge ( 0x1ab8c80[ts=399](0 0.82802213970721061 0.46401278352723385 0.00026244000000000007) , 0x1ab8d00[ts=400](0 0.82950188431032257 0.48197929477347795 0.00026244000000000007) ), curve_index=1 to c3t3.
  2206. Add edge ( 0x1a16ce0[ts=288](0 0.83000000000000007 0.5 0.00032400000000000001) , 0x1ab8d00[ts=400](0 0.82950188431032257 0.48197929477347795 0.00026244000000000007) ), curve_index=1 to c3t3.
  2207. insert_balls_on_edges() done. Nb of points in triangulation: 401
  2208. ======dump c3t3===== to: dump-before-refine_balls
  2209. terminate called after throwing an instance of 'CGAL::Precondition_exception'
  2210. what(): CGAL ERROR: precondition violation!
  2211. Expr: occurrence_count == 1 || occurrence_count == 2 || occurrence_count == 4 || occurrence_count == 8
  2212. File: /home/lrineau/Git/cgal/Periodic_3_mesh_3/test/Periodic_3_mesh_3/../../include/CGAL/IO/Medit_IO.h
  2213. Line: 112
  2214.  
  2215. MEM: 6904 TIME: 0.28 /home/lrineau/Git/cgal/build/test/Periodic_3_mesh_3/test_implicit_shapes_with_protection
  2216. <end of output>
  2217. Test time = 0.29 sec
  2218. ----------------------------------------------------------
  2219. Test Failed.
  2220. "execution___of__test_implicit_shapes_with_protection" end time: Dec 13 16:00 CET
  2221. "execution___of__test_implicit_shapes_with_protection" time elapsed: 00:00:00
  2222. ----------------------------------------------------------
  2223.  
  2224. 3291/4120 Testing: Periodic_3_mesh_3_Tests_CleanupFixture
  2225. 3291/4120 Test: Periodic_3_mesh_3_Tests_CleanupFixture
  2226. Command: "/usr/bin/cmake" "-E" "remove_directory" "/home/lrineau/Git/cgal/build/test/Periodic_3_mesh_3/__exec_test_dir"
  2227. Directory: /home/lrineau/Git/cgal/build/test/Periodic_3_mesh_3
  2228. "Periodic_3_mesh_3_Tests_CleanupFixture" start time: Dec 13 16:00 CET
  2229. Output:
  2230. ----------------------------------------------------------
  2231. <end of output>
  2232. Test time = 0.01 sec
  2233. ----------------------------------------------------------
  2234. Test Passed.
  2235. "Periodic_3_mesh_3_Tests_CleanupFixture" end time: Dec 13 16:00 CET
  2236. "Periodic_3_mesh_3_Tests_CleanupFixture" time elapsed: 00:00:00
  2237. ----------------------------------------------------------
  2238.  
  2239. End testing: Dec 13 16:00 CET
  2240.  
  2241. Periodic_3_mesh_3_Tests = 117.76 sec*proc
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