├── .gitignore ├── Dual44 └── m44_triangles.obj ├── LICENSE ├── Launch.bat ├── PrintData.bat ├── README.md ├── Razor37 ├── m37_cutout.png ├── m37_original_polygons.obj ├── m37_printable.stl └── m37_triangulated_manifold.obj ├── Razor58 ├── m58_cutout.png ├── m58_original_polygons.obj └── m58_triangulated_manifold.obj ├── Razorcross ├── m42_cutout.png ├── m42_edge_graph.dot ├── m42_original_polygons.obj ├── m42_printable_magnets_half1.stl ├── m42_printable_magnets_half2.stl ├── m42_triangulated_manifold.obj └── texture.png ├── Szilassi.vcxproj ├── Szilassi.vcxproj.filters ├── Szilassi.vcxproj.user ├── main.cpp ├── plane.h ├── print_data.py ├── solver.cpp ├── solver.h ├── topologies.txt ├── topology_0 ├── shape_c0_i13_1552.obj ├── shape_c0_i15_1639.obj ├── shape_c0_i16_18.obj ├── shape_c0_i16_1865.obj ├── shape_c0_i17_182.obj ├── shape_c19_i0_59.obj ├── shape_c3_i4_1119.obj ├── shape_c3_i5_13.obj ├── shape_c3_i5_354.obj ├── shape_c3_i6_6.obj ├── shape_c3_i8_12.obj ├── shape_c4_i6_296.obj ├── shape_c6_i7_2.obj ├── shape_c9_i1_886.obj ├── study_c2_i6_13.obj ├── study_c3_i4_1119.obj └── study_c3_i5_13.obj ├── topology_1 ├── shape_c0_i10_2291.obj ├── shape_c0_i13_1770.obj ├── shape_c0_i14_182.obj ├── shape_c0_i14_31.obj ├── shape_c0_i14_724.obj ├── shape_c0_i16_286.obj ├── shape_c0_i17_1278.obj ├── shape_c0_i17_561.obj ├── shape_c17_i0_355.obj ├── shape_c1_i16_26.obj ├── shape_c1_i16_268.obj ├── shape_c1_i16_942.obj ├── shape_c1_i7_1937.obj ├── shape_c1_i8_1936.obj ├── shape_c1_i8_663.obj ├── shape_c2_i11_258.obj ├── shape_c2_i5_377.obj ├── shape_c2_i7_10.obj ├── shape_c2_i7_1122.obj ├── shape_c2_i7_273.obj ├── shape_c4_i6_8.obj ├── shape_c6_i2_709.obj ├── shape_c6_i9_0.obj ├── study_c0_i10_2291.obj ├── study_c1_i10_273.obj ├── study_c1_i7_1937.obj ├── study_c1_i8_663.obj ├── study_c1_i9_1936.obj ├── study_c1_i9_273.obj ├── study_c2_i5_377.obj ├── study_c2_i6_1122.obj └── study_c6_i2_709.obj ├── topology_10 ├── shape_c0_i11_430.obj ├── shape_c0_i16_202.obj ├── shape_c0_i16_813.obj ├── shape_c0_i17_2.obj ├── shape_c0_i17_205.obj ├── shape_c0_i17_398.obj ├── shape_c2_i10_112.obj ├── shape_c2_i7_1845.obj ├── shape_c3_i11_7.obj ├── shape_c3_i9_41.obj ├── shape_c4_i11_6.obj ├── shape_c4_i4_659.obj ├── shape_c4_i6_247.obj ├── shape_c4_i6_301.obj ├── shape_c4_i8_43.obj ├── shape_c5_i4_188.obj ├── shape_c5_i5_542.obj ├── shape_c69_i0_10.obj ├── shape_c6_i4_70.obj ├── shape_c7_i1_128.obj ├── shape_c7_i1_482.obj ├── shape_c7_i3_70.obj ├── shape_c7_i6_3.obj ├── study_c0_i10_430.obj ├── study_c2_i5_1845.obj ├── study_c2_i6_1845.obj ├── study_c4_i4_659.obj ├── study_c6_i3_482.obj └── study_c7_i1_128.obj ├── topology_11 ├── shape_c0_i12_414.obj ├── shape_c0_i13_1073.obj ├── shape_c0_i15_70.obj ├── shape_c0_i17_11.obj ├── shape_c0_i17_251.obj ├── shape_c0_i17_915.obj ├── shape_c17_i0_306.obj ├── shape_c1_i13_35.obj ├── shape_c1_i8_1060.obj ├── shape_c1_i8_1132.obj ├── shape_c1_i8_1309.obj ├── shape_c1_i8_188.obj ├── shape_c1_i8_719.obj ├── shape_c1_i9_38.obj ├── shape_c2_i12_0.obj ├── shape_c2_i12_21.obj ├── shape_c2_i6_1014.obj ├── shape_c2_i6_1605.obj ├── shape_c2_i6_1663.obj ├── shape_c2_i6_1781.obj ├── shape_c2_i6_1899.obj ├── shape_c2_i6_2076.obj ├── shape_c2_i6_3315.obj ├── shape_c2_i6_955.obj ├── shape_c3_i4_1132.obj ├── shape_c3_i7_22.obj ├── shape_c3_i7_484.obj ├── shape_c4_i4_1014.obj ├── shape_c4_i4_484.obj ├── shape_c4_i5_1014.obj ├── shape_c4_i6_1074.obj ├── shape_c4_i6_779.obj ├── shape_c4_i7_307.obj ├── shape_c5_i3_837.obj ├── shape_c5_i6_1604.obj ├── shape_c5_i6_365.obj ├── shape_c6_i11_1014.obj ├── shape_c6_i2_1132.obj ├── shape_c6_i5_1545.obj ├── shape_c7_i5_188.obj ├── shape_c7_i5_837.obj ├── shape_c8_i0_955.obj ├── shape_c8_i5_11.obj ├── shape_c9_i4_601.obj ├── study_c0_i12_0.obj ├── study_c0_i12_414.obj ├── study_c1_i7_1605.obj ├── study_c1_i7_719.obj ├── study_c1_i8_1132.obj ├── study_c1_i8_1309.obj ├── study_c1_i8_188.obj ├── study_c1_i9_1014.obj ├── study_c1_i9_1663.obj ├── study_c2_i6_1605.obj ├── study_c2_i6_1663.obj ├── study_c2_i6_1781.obj ├── study_c2_i6_1899.obj ├── study_c2_i6_2076.obj ├── study_c2_i6_3315.obj ├── study_c2_i6_955.obj ├── study_c3_i11_1014.obj ├── study_c3_i4_1132.obj ├── study_c3_i4_837.obj └── study_c8_i0_955.obj ├── topology_12 ├── shape_c0_i12_651.obj ├── shape_c0_i14_868.obj ├── shape_c0_i17_279.obj ├── shape_c3_i7_122.obj ├── shape_c4_i12_2.obj ├── shape_c4_i5_72.obj ├── shape_c57_i0_12.obj ├── shape_c5_i3_130.obj ├── shape_c5_i5_898.obj ├── shape_c5_i5_96.obj ├── shape_c6_i3_1016.obj ├── shape_c7_i2_131.obj ├── study_c0_i12_651.obj └── study_c4_i6_130.obj ├── topology_13 ├── shape_c0_i11_898.obj ├── shape_c0_i11_957.obj ├── shape_c0_i12_1016.obj ├── shape_c0_i12_426.obj ├── shape_c0_i13_116.obj ├── shape_c0_i13_1550.obj ├── shape_c0_i14_13.obj ├── shape_c0_i14_131.obj ├── shape_c0_i14_1724.obj ├── shape_c0_i15_1075.obj ├── shape_c0_i15_242.obj ├── shape_c0_i15_544.obj ├── shape_c0_i16_1093.obj ├── shape_c0_i16_1126.obj ├── shape_c0_i16_1143.obj ├── shape_c0_i16_2845.obj ├── shape_c0_i16_426.obj ├── shape_c0_i16_79.obj ├── shape_c0_i16_924.obj ├── shape_c0_i17_118.obj ├── shape_c0_i17_182.obj ├── shape_c0_i17_37.obj ├── shape_c0_i17_544.obj ├── shape_c0_i17_66.obj ├── shape_c0_i18_122.obj ├── shape_c0_i18_138.obj ├── shape_c0_i18_148.obj ├── shape_c0_i18_1629.obj ├── shape_c0_i18_262.obj ├── shape_c0_i18_603.obj ├── shape_c0_i18_705.obj ├── shape_c0_i18_780.obj ├── shape_c0_i18_91.obj ├── shape_c17_i0_13.obj ├── shape_c18_i0_249.obj ├── shape_c1_i13_1814.obj ├── shape_c1_i14_3081.obj ├── shape_c1_i8_1547.obj ├── shape_c2_i12_2019.obj ├── shape_c2_i6_155.obj ├── shape_c2_i6_426.obj ├── shape_c2_i7_35.obj ├── shape_c2_i7_368.obj ├── shape_c2_i9_1.obj ├── shape_c3_i14_0.obj ├── shape_c3_i14_1606.obj ├── shape_c4_i12_1.obj ├── shape_c5_i12_0.obj ├── shape_c5_i3_1370.obj ├── shape_c6_i10_1.obj ├── shape_c6_i8_0.obj ├── shape_c7_i1_367.obj ├── shape_c7_i2_132.obj ├── shape_c7_i8_898.obj ├── shape_c8_i4_13.obj ├── study_c0_i10_957.obj ├── study_c0_i11_426.obj ├── study_c0_i11_898.obj ├── study_c0_i12_1016.obj ├── study_c0_i12_426.obj ├── study_c1_i7_1547.obj ├── study_c2_i6_155.obj ├── study_c2_i6_426.obj ├── study_c2_i7_35.obj ├── study_c5_i3_1370.obj └── study_c6_i2_367.obj ├── topology_14 ├── shape_c0_i11_1194.obj ├── shape_c0_i12_171.obj ├── shape_c0_i12_2433.obj ├── shape_c0_i12_3377.obj ├── shape_c0_i13_1574.obj ├── shape_c0_i13_604.obj ├── shape_c0_i13_967.obj ├── shape_c0_i16_366.obj ├── shape_c0_i17_120.obj ├── shape_c0_i18_172.obj ├── shape_c0_i18_260.obj ├── shape_c0_i9_1076.obj ├── shape_c17_i0_604.obj ├── shape_c1_i12_765.obj ├── shape_c1_i13_1194.obj ├── shape_c1_i15_191.obj ├── shape_c1_i7_429.obj ├── shape_c2_i6_251.obj ├── shape_c2_i7_545.obj ├── shape_c2_i8_30.obj ├── shape_c2_i8_369.obj ├── shape_c3_i5_132.obj ├── shape_c3_i5_309.obj ├── shape_c3_i6_1018.obj ├── shape_c3_i6_664.obj ├── shape_c3_i6_74.obj ├── shape_c3_i7_428.obj ├── shape_c3_i8_16.obj ├── shape_c4_i13_0.obj ├── shape_c4_i13_12.obj ├── shape_c4_i3_1430.obj ├── shape_c4_i4_73.obj ├── shape_c4_i5_15.obj ├── shape_c4_i5_2846.obj ├── shape_c4_i5_546.obj ├── shape_c5_i11_8.obj ├── shape_c5_i4_133.obj ├── shape_c5_i4_959.obj ├── shape_c5_i8_3.obj ├── shape_c6_i4_546.obj ├── shape_c6_i4_959.obj ├── shape_c6_i5_604.obj ├── shape_c8_i4_14.obj ├── study_c0_i11_1194.obj ├── study_c0_i11_171.obj ├── study_c0_i12_171.obj ├── study_c0_i12_2433.obj ├── study_c0_i12_3377.obj ├── study_c0_i9_0.obj ├── study_c0_i9_1076.obj ├── study_c1_i7_429.obj ├── study_c2_i6_545.obj ├── study_c2_i8_30.obj ├── study_c3_i5_309.obj ├── study_c4_i3_1430.obj └── study_c4_i4_73.obj ├── topology_15 ├── shape_c0_i13_1844.obj ├── shape_c0_i16_1313.obj ├── shape_c0_i18_251.obj ├── shape_c12_i0_546.obj ├── shape_c1_i8_1347.obj ├── shape_c2_i10_181.obj ├── shape_c2_i7_251.obj ├── shape_c3_i10_4.obj ├── shape_c3_i13_45.obj ├── shape_c3_i8_110.obj ├── shape_c4_i3_252.obj ├── shape_c4_i5_546.obj ├── shape_c5_i6_84.obj ├── shape_c6_i4_901.obj ├── shape_c7_i3_134.obj ├── shape_c7_i3_547.obj ├── shape_c7_i3_783.obj ├── shape_c7_i5_3.obj ├── study_c1_i8_1347.obj ├── study_c1_i9_1347.obj └── study_c2_i6_251.obj ├── topology_16 ├── shape_c0_i10_1368.obj ├── shape_c0_i10_1668.obj ├── shape_c0_i10_335.obj ├── shape_c0_i10_370.obj ├── shape_c0_i10_380.obj ├── shape_c0_i10_606.obj ├── shape_c0_i11_731.obj ├── shape_c0_i11_89.obj ├── shape_c0_i12_913.obj ├── shape_c0_i13_3084.obj ├── shape_c0_i14_1137.obj ├── shape_c0_i14_2018.obj ├── shape_c0_i14_2789.obj ├── shape_c0_i14_471.obj ├── shape_c0_i14_960.obj ├── shape_c0_i16_120.obj ├── shape_c0_i16_75.obj ├── shape_c0_i17_2907.obj ├── shape_c0_i17_562.obj ├── shape_c1_i10_955.obj ├── shape_c1_i6_193.obj ├── shape_c1_i8_587.obj ├── shape_c2_i14_1255.obj ├── shape_c2_i6_488.obj ├── shape_c3_i12_2140.obj ├── shape_c3_i4_1668.obj ├── shape_c46_i0_16.obj ├── shape_c4_i4_311.obj ├── shape_c4_i6_666.obj ├── shape_c6_i4_1197.obj ├── shape_c7_i3_17.obj ├── shape_c7_i3_194.obj ├── study_c0_i10_1368.obj ├── study_c0_i10_1668.obj ├── study_c0_i10_370.obj ├── study_c0_i10_380.obj ├── study_c0_i10_606.obj ├── study_c0_i11_606.obj ├── study_c0_i11_731.obj ├── study_c0_i11_89.obj ├── study_c0_i11_913.obj ├── study_c1_i6_193.obj └── study_c3_i4_1668.obj ├── topology_17 ├── shape_c0_i10_76.obj ├── shape_c0_i10_902.obj ├── shape_c0_i11_1846.obj ├── shape_c0_i11_773.obj ├── shape_c0_i12_1000.obj ├── shape_c0_i12_1020.obj ├── shape_c0_i12_1034.obj ├── shape_c0_i12_1083.obj ├── shape_c0_i12_117.obj ├── shape_c0_i12_1174.obj ├── shape_c0_i12_607.obj ├── shape_c0_i12_654.obj ├── shape_c0_i13_1138.obj ├── shape_c0_i13_129.obj ├── shape_c0_i13_1433.obj ├── shape_c0_i13_144.obj ├── shape_c0_i13_160.obj ├── shape_c0_i13_1728.obj ├── shape_c0_i13_1837.obj ├── shape_c0_i13_2259.obj ├── shape_c0_i13_2436.obj ├── shape_c0_i13_33.obj ├── shape_c0_i13_732.obj ├── shape_c0_i13_784.obj ├── shape_c0_i13_979.obj ├── shape_c0_i14_1005.obj ├── shape_c0_i14_107.obj ├── shape_c0_i14_1402.obj ├── shape_c0_i14_163.obj ├── shape_c0_i14_1988.obj ├── shape_c0_i14_2188.obj ├── shape_c0_i14_312.obj ├── shape_c0_i14_371.obj ├── shape_c0_i14_381.obj ├── shape_c0_i14_61.obj ├── shape_c0_i14_781.obj ├── shape_c0_i14_940.obj ├── shape_c0_i9_1581.obj ├── shape_c1_i10_1256.obj ├── shape_c1_i13_1616.obj ├── shape_c1_i14_3203.obj ├── shape_c1_i14_693.obj ├── shape_c1_i15_1171.obj ├── shape_c1_i16_87.obj ├── shape_c1_i8_901.obj ├── shape_c22_i0_17.obj ├── shape_c2_i12_2175.obj ├── shape_c2_i12_902.obj ├── shape_c2_i13_849.obj ├── shape_c2_i6_1187.obj ├── shape_c2_i6_33.obj ├── shape_c2_i8_589.obj ├── shape_c3_i7_18.obj ├── shape_c3_i7_903.obj ├── shape_c3_i9_1020.obj ├── shape_c4_i3_489.obj ├── shape_c5_i7_1138.obj ├── shape_c6_i3_1315.obj ├── study_c0_i10_902.obj ├── study_c0_i11_1846.obj ├── study_c0_i11_607.obj ├── study_c0_i11_654.obj ├── study_c0_i11_773.obj ├── study_c0_i9_1581.obj ├── study_c1_i8_589.obj ├── study_c2_i6_1187.obj ├── study_c2_i6_33.obj └── study_c3_i5_489.obj ├── topology_18 ├── shape_c0_i16_1965.obj ├── shape_c0_i17_2614.obj ├── shape_c4_i5_19.obj ├── shape_c53_i0_18.obj ├── shape_c5_i3_313.obj ├── shape_c6_i3_137.obj ├── study_c4_i5_313.obj └── study_c5_i3_313.obj ├── topology_19 ├── shape_c0_i12_1022.obj ├── shape_c0_i12_1494.obj ├── shape_c0_i12_2084.obj ├── shape_c0_i12_2143.obj ├── shape_c0_i16_19.obj ├── shape_c0_i16_1973.obj ├── shape_c0_i17_124.obj ├── shape_c0_i17_824.obj ├── shape_c15_i0_196.obj ├── shape_c16_i0_78.obj ├── shape_c1_i7_549.obj ├── shape_c2_i6_196.obj ├── shape_c2_i8_1141.obj ├── shape_c3_i4_373.obj ├── shape_c3_i4_9.obj ├── shape_c3_i5_846.obj ├── shape_c4_i13_687.obj ├── shape_c4_i4_1081.obj ├── shape_c4_i6_138.obj ├── shape_c4_i7_314.obj ├── shape_c5_i2_1553.obj ├── shape_c5_i4_1612.obj ├── shape_c7_i3_492.obj ├── shape_c8_i6_19.obj ├── study_c0_i11_2143.obj ├── study_c0_i12_1022.obj ├── study_c0_i12_1494.obj ├── study_c0_i12_2084.obj ├── study_c0_i12_2143.obj ├── study_c1_i7_549.obj ├── study_c1_i8_549.obj ├── study_c2_i6_196.obj ├── study_c2_i6_9.obj ├── study_c2_i7_1081.obj ├── study_c2_i7_9.obj ├── study_c3_i4_373.obj └── study_c3_i4_9.obj ├── topology_2 ├── shape_c0_i13_532.obj ├── shape_c0_i15_1284.obj ├── shape_c0_i16_1026.obj ├── shape_c0_i16_558.obj ├── shape_c0_i9_2834.obj ├── shape_c1_i10_211.obj ├── shape_c2_i15_7.obj ├── shape_c2_i8_72.obj ├── shape_c2_i8_87.obj ├── shape_c3_i12_5.obj ├── shape_c3_i7_24.obj ├── shape_c3_i7_3.obj ├── shape_c42_i0_2.obj ├── shape_c4_i10_16.obj ├── shape_c4_i10_2.obj ├── shape_c4_i3_1064.obj ├── shape_c4_i6_121.obj ├── shape_c4_i6_1300.obj ├── shape_c4_i7_1477.obj ├── shape_c4_i9_27.obj ├── shape_c5_i5_475.obj ├── shape_c6_i2_887.obj ├── shape_c6_i3_13.obj ├── shape_c6_i3_3.obj ├── shape_c6_i4_652.obj ├── shape_c7_i10_0.obj ├── study_c0_i9_2834.obj ├── study_c2_i7_87.obj ├── study_c2_i8_72.obj ├── study_c2_i8_87.obj └── study_c4_i3_1064.obj ├── topology_20 ├── shape_c0_i22_1658.obj ├── shape_c10_i0_1.obj ├── shape_c1_i7_905.obj ├── shape_c1_i7_964.obj ├── shape_c2_i4_2439.obj ├── shape_c4_i6_34.obj ├── shape_c5_i4_2.obj ├── shape_c5_i4_21.obj ├── shape_c5_i5_33.obj ├── shape_c5_i5_6.obj ├── shape_c5_i5_965.obj ├── shape_c6_i2_15.obj ├── shape_c6_i3_38.obj ├── shape_c6_i4_19.obj ├── shape_c6_i4_72.obj ├── shape_c8_i2_28.obj ├── shape_c8_i2_6.obj ├── shape_c8_i5_20.obj ├── study_c1_i7_905.obj ├── study_c1_i7_964.obj ├── study_c2_i4_2439.obj └── study_c6_i2_15.obj ├── topology_21 ├── shape_c0_i22_21.obj ├── shape_c33_i0_21.obj ├── shape_c3_i5_154.obj ├── shape_c3_i7_138.obj ├── shape_c4_i5_127.obj ├── shape_c4_i6_25.obj ├── shape_c4_i6_46.obj ├── shape_c4_i6_6.obj ├── shape_c4_i6_81.obj ├── shape_c5_i5_112.obj ├── shape_c5_i5_113.obj ├── shape_c5_i5_128.obj ├── shape_c5_i5_55.obj ├── shape_c5_i5_99.obj ├── shape_c6_i3_1024.obj ├── shape_c6_i3_105.obj ├── shape_c6_i4_1.obj ├── shape_c6_i4_114.obj ├── shape_c6_i4_173.obj ├── shape_c6_i4_191.obj ├── shape_c6_i4_63.obj ├── shape_c6_i4_67.obj ├── shape_c7_i2_94.obj ├── shape_c7_i3_12.obj ├── shape_c7_i3_72.obj ├── shape_c7_i3_98.obj ├── shape_c7_i4_86.obj ├── shape_c8_i2_42.obj └── study_c3_i5_154.obj ├── topology_22 ├── shape_c0_i15_1969.obj ├── shape_c2_i6_81.obj ├── shape_c41_i0_22.obj ├── shape_c4_i6_2205.obj ├── shape_c5_i3_789.obj ├── shape_c6_i4_1203.obj ├── study_c2_i5_81.obj ├── study_c2_i6_81.obj └── study_c5_i3_789.obj ├── topology_23 ├── shape_c0_i35_2.obj ├── shape_c12_i0_3.obj ├── shape_c12_i1_2.obj ├── shape_c4_i4_4.obj ├── shape_c4_i5_83.obj ├── shape_c5_i5_1145.obj ├── shape_c5_i5_968.obj ├── shape_c8_i4_1.obj ├── shape_c9_i4_0.obj └── study_c4_i4_4.obj ├── topology_24 ├── shape_c0_i26_1463.obj ├── shape_c1_i15_1028.obj ├── shape_c4_i6_202.obj ├── shape_c6_i3_84.obj ├── shape_c73_i0_24.obj ├── shape_c7_i1_83.obj └── shape_c9_i5_1617.obj ├── topology_25 ├── shape_c0_i14_98.obj ├── shape_c0_i17_2621.obj ├── shape_c0_i17_93.obj ├── shape_c1_i8_1303.obj ├── shape_c1_i8_1501.obj ├── shape_c1_i8_615.obj ├── shape_c38_i0_25.obj ├── shape_c4_i6_1147.obj ├── shape_c4_i6_498.obj ├── shape_c8_i2_498.obj ├── shape_c8_i3_320.obj ├── study_c1_i8_1303.obj ├── study_c1_i8_1501.obj └── study_c1_i8_615.obj ├── topology_26 ├── shape_c0_i10_557.obj ├── shape_c0_i10_85.obj ├── shape_c0_i12_557.obj ├── shape_c0_i14_111.obj ├── shape_c0_i18_3330.obj ├── shape_c1_i13_2209.obj ├── shape_c1_i7_179.obj ├── shape_c1_i7_551.obj ├── shape_c1_i7_734.obj ├── shape_c29_i0_26.obj ├── shape_c2_i6_271.obj ├── shape_c2_i8_2504.obj ├── shape_c3_i6_499.obj ├── shape_c4_i4_26.obj ├── shape_c4_i5_1206.obj ├── shape_c5_i5_558.obj ├── shape_c7_i1_380.obj ├── study_c0_i10_557.obj ├── study_c0_i10_85.obj ├── study_c0_i11_85.obj ├── study_c0_i12_557.obj ├── study_c0_i13_557.obj ├── study_c1_i11_380.obj ├── study_c1_i7_179.obj ├── study_c1_i7_551.obj ├── study_c1_i7_734.obj ├── study_c2_i6_271.obj ├── study_c3_i10_380.obj └── study_c4_i3_26.obj ├── topology_27 ├── shape_c0_i16_1030.obj ├── shape_c0_i16_499.obj ├── shape_c0_i18_1384.obj ├── shape_c40_i0_27.obj ├── shape_c4_i6_14.obj ├── shape_c4_i6_441.obj ├── shape_c6_i4_205.obj ├── shape_c7_i3_28.obj ├── shape_c7_i3_4.obj └── shape_c8_i4_27.obj ├── topology_28 ├── shape_c0_i25_2058.obj ├── shape_c65_i0_28.obj ├── shape_c6_i3_10.obj └── shape_c7_i1_9.obj ├── topology_29 ├── shape_c0_i20_796.obj ├── shape_c1_i11_265.obj ├── shape_c2_i5_342.obj ├── shape_c2_i6_1850.obj ├── shape_c3_i4_1032.obj ├── shape_c3_i4_228.obj ├── shape_c5_i2_147.obj ├── shape_c5_i3_29.obj ├── shape_c5_i4_501.obj ├── shape_c5_i4_800.obj ├── shape_c5_i5_325.obj ├── shape_c6_i2_265.obj ├── shape_c7_i1_855.obj ├── shape_c8_i0_89.obj ├── study_c2_i5_342.obj ├── study_c2_i6_1850.obj ├── study_c3_i3_1032.obj ├── study_c3_i4_1032.obj ├── study_c3_i4_228.obj ├── study_c3_i5_1032.obj ├── study_c4_i4_29.obj ├── study_c5_i4_265.obj └── study_c5_i5_855.obj ├── topology_3 ├── shape_c0_i12_106.obj ├── shape_c0_i12_888.obj ├── shape_c0_i15_523.obj ├── shape_c0_i15_598.obj ├── shape_c0_i17_961.obj ├── shape_c0_i18_1006.obj ├── shape_c0_i18_180.obj ├── shape_c0_i18_2186.obj ├── shape_c0_i18_231.obj ├── shape_c0_i18_385.obj ├── shape_c0_i18_457.obj ├── shape_c0_i18_57.obj ├── shape_c0_i18_652.obj ├── shape_c0_i18_76.obj ├── shape_c2_i10_44.obj ├── shape_c2_i10_99.obj ├── shape_c3_i12_2.obj ├── shape_c3_i12_3.obj ├── shape_c3_i7_299.obj ├── shape_c3_i7_61.obj ├── shape_c4_i12_7.obj ├── shape_c4_i6_1066.obj ├── shape_c4_i6_1360.obj ├── shape_c50_i0_62.obj ├── shape_c5_i12_0.obj ├── shape_c5_i3_3.obj ├── shape_c5_i7_9.obj ├── shape_c9_i7_27.obj └── study_c0_i12_106.obj ├── topology_30 ├── shape_c0_i14_1741.obj ├── shape_c0_i14_3570.obj ├── shape_c0_i15_104.obj ├── shape_c0_i15_1877.obj ├── shape_c0_i16_1153.obj ├── shape_c0_i16_2036.obj ├── shape_c0_i16_30.obj ├── shape_c0_i16_70.obj ├── shape_c0_i16_797.obj ├── shape_c0_i16_842.obj ├── shape_c0_i17_1124.obj ├── shape_c0_i17_1248.obj ├── shape_c0_i18_1505.obj ├── shape_c0_i18_1800.obj ├── shape_c3_i6_502.obj ├── shape_c4_i4_1092.obj ├── shape_c50_i0_30.obj ├── shape_c6_i2_1328.obj ├── study_c4_i4_1092.obj └── study_c6_i2_1328.obj ├── topology_31 ├── shape_c0_i12_1165.obj ├── shape_c0_i12_90.obj ├── shape_c1_i7_2804.obj ├── shape_c1_i8_477.obj ├── shape_c26_i0_31.obj ├── shape_c2_i6_1388.obj ├── shape_c2_i7_621.obj ├── shape_c3_i7_91.obj ├── shape_c4_i4_798.obj ├── shape_c4_i5_976.obj ├── shape_c5_i3_562.obj ├── shape_c5_i5_858.obj ├── shape_c6_i4_386.obj ├── shape_c7_i3_32.obj ├── study_c0_i12_1165.obj ├── study_c0_i12_90.obj ├── study_c1_i7_2804.obj ├── study_c1_i7_621.obj ├── study_c1_i8_477.obj ├── study_c2_i6_1388.obj ├── study_c4_i4_798.obj └── study_c5_i3_562.obj ├── topology_32 ├── shape_c0_i12_2982.obj ├── shape_c0_i14_1223.obj ├── shape_c0_i14_799.obj ├── shape_c1_i14_1861.obj ├── shape_c54_i0_32.obj ├── shape_c5_i4_564.obj ├── shape_c7_i3_1.obj ├── shape_c8_i2_3.obj ├── shape_c8_i2_5.obj ├── study_c0_i11_2982.obj └── study_c0_i12_2982.obj ├── topology_33 ├── shape_c0_i11_20.obj ├── shape_c3_i4_1147.obj ├── shape_c3_i4_1272.obj ├── shape_c3_i4_269.obj ├── shape_c3_i4_645.obj ├── shape_c3_i5_270.obj ├── shape_c3_i5_446.obj ├── shape_c4_i6_329.obj ├── shape_c5_i0_1154.obj ├── shape_c5_i4_1154.obj ├── shape_c5_i5_801.obj ├── shape_c7_i6_800.obj ├── shape_c8_i4_1508.obj ├── study_c0_i11_20.obj ├── study_c3_i4_1147.obj ├── study_c3_i4_1272.obj ├── study_c3_i4_269.obj └── study_c5_i0_1154.obj ├── topology_34 ├── shape_c0_i17_34.obj ├── shape_c44_i0_34.obj ├── shape_c4_i8_1568.obj ├── shape_c5_i3_7.obj ├── shape_c7_i4_1037.obj ├── shape_c8_i2_94.obj ├── study_c4_i5_7.obj ├── study_c4_i8_7.obj └── study_c5_i3_7.obj ├── topology_35 ├── shape_c0_i11_448.obj ├── shape_c0_i15_1038.obj ├── shape_c12_i1_2.obj ├── shape_c13_i0_0.obj ├── shape_c5_i5_1039.obj ├── shape_c6_i4_2.obj ├── shape_c6_i4_508.obj ├── shape_c8_i3_1.obj ├── shape_c8_i4_3.obj ├── shape_c8_i4_35.obj ├── shape_c9_i4_4.obj ├── study_c0_i10_448.obj └── study_c0_i11_448.obj ├── topology_36 ├── shape_c0_i14_2868.obj ├── shape_c4_i4_1570.obj ├── shape_c8_i0_1275.obj ├── study_c1_i16_1570.obj ├── study_c2_i13_1570.obj ├── study_c2_i14_1570.obj ├── study_c4_i1_1275.obj └── study_c4_i4_1275.obj ├── topology_37 ├── shape_c0_i12_10.obj ├── shape_c0_i12_14.obj ├── shape_c0_i12_17.obj ├── shape_c0_i12_20.obj ├── shape_c0_i12_25.obj ├── shape_c0_i12_5.obj ├── shape_c0_i12_6.obj ├── shape_c0_i14_1123.obj ├── shape_c0_i14_32.obj ├── shape_c0_i14_37.obj ├── shape_c0_i14_57.obj ├── shape_c0_i14_686.obj ├── shape_c0_i15_1040.obj ├── shape_c0_i15_31.obj ├── shape_c0_i16_0.obj ├── shape_c0_i16_187.obj ├── shape_c0_i16_38.obj ├── shape_c0_i16_54.obj ├── shape_c0_i8_0.obj ├── shape_c0_i8_1.obj ├── shape_c0_i8_10.obj ├── shape_c0_i8_12.obj ├── shape_c0_i8_13.obj ├── shape_c0_i8_14.obj ├── shape_c0_i8_17.obj ├── shape_c0_i8_18.obj ├── shape_c0_i8_19.obj ├── shape_c0_i8_2.obj ├── shape_c0_i8_2338.obj ├── shape_c0_i8_3.obj ├── shape_c0_i8_332.obj ├── shape_c0_i8_5.obj ├── shape_c0_i8_6.obj ├── shape_c0_i8_7.obj ├── shape_c0_i8_9.obj ├── shape_c1_i13_509.obj ├── shape_c1_i14_115.obj ├── shape_c1_i14_1630.obj ├── shape_c1_i14_603.obj ├── shape_c2_i10_39.obj ├── shape_c2_i14_49.obj ├── shape_c2_i4_29.obj ├── shape_c2_i6_27.obj ├── shape_c2_i8_15.obj ├── shape_c3_i4_1251.obj ├── shape_c4_i0_0.obj ├── shape_c4_i0_1.obj ├── shape_c4_i0_11.obj ├── shape_c4_i0_13.obj ├── shape_c4_i0_15.obj ├── shape_c4_i0_19.obj ├── shape_c4_i0_2.obj ├── shape_c4_i0_21.obj ├── shape_c4_i0_4.obj ├── shape_c4_i0_6.obj ├── shape_c4_i0_7.obj ├── shape_c4_i0_8.obj ├── shape_c5_i3_273.obj ├── shape_c6_i6_26.obj ├── shape_c7_i1_391.obj ├── shape_c8_i0_3.obj ├── shape_c8_i0_5.obj ├── shape_c8_i0_8.obj ├── study_c0_i12_10.obj ├── study_c0_i12_5.obj ├── study_c0_i8_10.obj ├── study_c0_i8_13.obj ├── study_c0_i8_2.obj ├── study_c0_i8_20.obj ├── study_c0_i8_21.obj ├── study_c0_i8_23.obj ├── study_c0_i8_29.obj ├── study_c0_i8_3.obj ├── study_c0_i8_bestlooking.obj ├── study_c0_i9_25.obj ├── study_c2_i4_29.obj ├── study_c3_i4_1251.obj ├── study_c4_i0_0.obj ├── study_c4_i0_21.obj ├── study_c4_i0_27.obj ├── study_c4_i0_28.obj ├── study_c4_i0_32.obj ├── study_c4_i0_7.obj └── study_c8_i0_8.obj ├── topology_38 ├── shape_c0_i11_130.obj ├── shape_c0_i11_147.obj ├── shape_c0_i16_129.obj ├── shape_c19_i0_215.obj ├── shape_c1_i8_1100.obj ├── shape_c5_i4_1218.obj ├── shape_c5_i7_923.obj ├── shape_c6_i2_1336.obj ├── shape_c6_i2_38.obj ├── shape_c6_i4_157.obj ├── shape_c6_i4_511.obj ├── study_c0_i10_130.obj ├── study_c0_i10_147.obj ├── study_c0_i11_130.obj ├── study_c0_i11_147.obj ├── study_c0_i16_38.obj ├── study_c1_i12_38.obj ├── study_c1_i8_1100.obj ├── study_c1_i9_1100.obj ├── study_c5_i4_1336.obj └── study_c5_i5_1336.obj ├── topology_39 ├── shape_c0_i14_1160.obj ├── shape_c0_i15_426.obj ├── shape_c0_i16_1278.obj ├── shape_c0_i16_216.obj ├── shape_c0_i16_334.obj ├── shape_c0_i17_3638.obj ├── shape_c0_i18_125.obj ├── shape_c17_i0_216.obj ├── shape_c1_i9_1318.obj ├── shape_c2_i6_640.obj ├── shape_c4_i6_335.obj ├── shape_c4_i6_99.obj ├── shape_c4_i7_1160.obj ├── shape_c7_i4_275.obj └── study_c2_i6_640.obj ├── topology_4 ├── shape_c0_i16_100.obj ├── shape_c0_i18_589.obj ├── shape_c0_i8_1243.obj ├── shape_c1_i10_45.obj ├── shape_c1_i8_144.obj ├── shape_c2_i11_13.obj ├── shape_c2_i15_257.obj ├── shape_c3_i7_64.obj ├── shape_c4_i9_6.obj ├── shape_c56_i0_4.obj ├── shape_c5_i11_5.obj ├── shape_c5_i5_182.obj ├── shape_c5_i5_713.obj ├── shape_c6_i10_4.obj ├── shape_c6_i4_890.obj ├── shape_c6_i5_1007.obj ├── shape_c7_i3_64.obj ├── shape_c7_i6_1.obj ├── shape_c7_i8_0.obj └── study_c0_i8_1243.obj ├── topology_40 ├── shape_c0_i13_2105.obj ├── shape_c0_i18_120.obj ├── shape_c1_i9_2341.obj ├── shape_c2_i8_217.obj ├── shape_c6_i2_748.obj ├── shape_c8_i0_40.obj ├── study_c2_i7_217.obj ├── study_c2_i8_217.obj ├── study_c5_i2_748.obj └── study_c8_i0_40.obj ├── topology_41 ├── shape_c0_i20_1988.obj ├── shape_c0_i20_808.obj ├── shape_c1_i8_204.obj ├── shape_c20_i0_41.obj ├── shape_c3_i6_985.obj ├── shape_c5_i4_101.obj ├── shape_c6_i3_1103.obj ├── shape_c8_i2_41.obj ├── shape_c8_i2_691.obj └── study_c1_i8_204.obj ├── topology_42 ├── shape_c0_i12_0.obj ├── shape_c0_i12_2.obj ├── shape_c0_i12_3.obj ├── shape_c0_i12_5.obj ├── shape_c0_i12_9.obj ├── shape_c0_i16_101.obj ├── shape_c0_i16_142.obj ├── shape_c0_i16_2164.obj ├── shape_c0_i4_0.obj ├── shape_c0_i4_1.obj ├── shape_c0_i4_10.obj ├── shape_c0_i4_2.obj ├── shape_c0_i4_2138.obj ├── shape_c0_i4_23.obj ├── shape_c0_i4_28.obj ├── shape_c0_i4_383.obj ├── shape_c0_i4_4.obj ├── shape_c0_i4_41.obj ├── shape_c0_i4_47.obj ├── shape_c0_i4_53.obj ├── shape_c0_i4_532.obj ├── shape_c0_i4_61.obj ├── shape_c0_i4_62.obj ├── shape_c0_i4_7.obj ├── shape_c0_i4_optimalsymmetric.obj ├── shape_c0_i6_0.obj ├── shape_c0_i6_4.obj ├── shape_c0_i8_13.obj ├── shape_c0_i8_337.obj ├── shape_c0_i8_65.obj ├── shape_c12_i4_0.obj ├── shape_c1_i16_100.obj ├── shape_c1_i16_1163.obj ├── shape_c1_i4_84.obj ├── shape_c1_i4_890.obj ├── shape_c1_i7_1129.obj ├── shape_c2_i3_1491.obj ├── shape_c2_i4_0.obj ├── shape_c2_i4_1.obj ├── shape_c2_i4_13.obj ├── shape_c2_i4_2343.obj ├── shape_c2_i4_3051.obj ├── shape_c2_i6_24.obj ├── shape_c2_i6_39.obj ├── shape_c2_i6_49.obj ├── shape_c2_i6_5.obj ├── shape_c2_i6_59.obj ├── shape_c2_i6_7.obj ├── shape_c2_i7_448.obj ├── shape_c2_i8_63.obj ├── shape_c3_i3_1104.obj ├── shape_c3_i4_927.obj ├── shape_c3_i5_1579.obj ├── shape_c4_i0_24.obj ├── shape_c4_i0_4.obj ├── shape_c4_i12_18.obj ├── shape_c4_i12_57.obj ├── shape_c4_i3_1975.obj ├── shape_c4_i4_1250.obj ├── shape_c4_i6_13.obj ├── shape_c4_i6_19.obj ├── shape_c5_i5_1105.obj ├── shape_c5_i5_1164.obj ├── shape_c5_i5_869.obj ├── shape_c6_i4_692.obj ├── shape_c8_i0_0.obj ├── shape_c8_i0_1.obj ├── shape_c8_i0_10.obj ├── shape_c8_i0_12.obj ├── shape_c8_i0_13.obj ├── shape_c8_i0_14.obj ├── shape_c8_i0_16.obj ├── shape_c8_i0_2.obj ├── shape_c8_i0_3.obj ├── shape_c8_i0_4.obj ├── shape_c8_i0_5.obj ├── shape_c8_i0_7.obj ├── shape_c8_i0_8.obj ├── study_c0_i12_15.obj ├── study_c0_i12_16.obj ├── study_c0_i4_0.obj ├── study_c0_i4_10.obj ├── study_c0_i4_34.obj ├── study_c0_i4_53.obj ├── study_c0_i4_62.obj ├── study_c0_i6_0.obj ├── study_c0_i6_4.obj ├── study_c0_i8_337.obj ├── study_c0_i8_65.obj ├── study_c1_i3_84.obj ├── study_c2_i3_573.obj ├── study_c2_i4_13.obj ├── study_c2_i4_29.obj ├── study_c2_i4_573.obj ├── study_c2_i6_24.obj ├── study_c2_i6_7.obj ├── study_c8_i0_15.obj └── study_c8_i0_22.obj ├── topology_43 ├── shape_c0_i23_748.obj ├── shape_c19_i0_102.obj ├── shape_c5_i5_516.obj ├── shape_c6_i2_1046.obj ├── shape_c6_i2_161.obj ├── shape_c6_i3_457.obj ├── shape_c7_i3_43.obj ├── study_c6_i1_1046.obj └── study_c6_i2_1046.obj ├── topology_44 ├── shape_c0_i10_267.obj ├── shape_c0_i10_839.obj ├── shape_c0_i11_141.obj ├── shape_c0_i12_1207.obj ├── shape_c0_i12_1749.obj ├── shape_c0_i12_2640.obj ├── shape_c0_i13_1827.obj ├── shape_c0_i13_646.obj ├── shape_c0_i13_722.obj ├── shape_c0_i13_995.obj ├── shape_c0_i14_3112.obj ├── shape_c0_i15_1047.obj ├── shape_c0_i15_1457.obj ├── shape_c0_i16_124.obj ├── shape_c0_i16_1323.obj ├── shape_c0_i16_2178.obj ├── shape_c0_i16_280.obj ├── shape_c0_i16_3466.obj ├── shape_c0_i16_44.obj ├── shape_c0_i17_1303.obj ├── shape_c0_i18_1137.obj ├── shape_c17_i0_457.obj ├── shape_c1_i8_1637.obj ├── shape_c1_i9_398.obj ├── shape_c1_i9_576.obj ├── shape_c2_i15_1518.obj ├── shape_c2_i6_12.obj ├── shape_c2_i6_2168.obj ├── shape_c2_i6_7.obj ├── shape_c2_i8_576.obj ├── shape_c2_i9_2758.obj ├── shape_c3_i10_1049.obj ├── shape_c3_i7_635.obj ├── shape_c3_i7_930.obj ├── shape_c4_i4_1519.obj ├── shape_c4_i5_45.obj ├── shape_c4_i6_104.obj ├── shape_c4_i6_340.obj ├── shape_c5_i2_162.obj ├── shape_c5_i3_398.obj ├── shape_c5_i5_812.obj ├── shape_c5_i7_1460.obj ├── study_c0_i10_141.obj ├── study_c0_i10_267.obj ├── study_c0_i10_839.obj ├── study_c0_i11_141.obj ├── study_c0_i11_267.obj ├── study_c0_i12_1207.obj ├── study_c0_i12_1749.obj ├── study_c0_i12_2640.obj ├── study_c0_i13_2640.obj ├── study_c1_i8_1637.obj ├── study_c2_i6_12.obj ├── study_c2_i6_2168.obj ├── study_c2_i6_7.obj ├── study_c4_i4_1519.obj └── study_c4_i4_398.obj ├── topology_45 ├── shape_c0_i13_45.obj ├── shape_c10_i3_45.obj ├── shape_c18_i0_281.obj ├── shape_c1_i9_46.obj ├── shape_c2_i8_636.obj ├── shape_c3_i5_104.obj ├── shape_c3_i5_1225.obj ├── shape_c4_i6_695.obj ├── shape_c5_i6_399.obj ├── shape_c6_i4_459.obj ├── shape_c7_i3_636.obj ├── shape_c8_i4_45.obj ├── study_c1_i9_1225.obj └── study_c3_i5_104.obj ├── topology_46 ├── shape_c0_i24_374.obj ├── shape_c15_i0_164.obj ├── shape_c18_i0_518.obj ├── shape_c2_i7_1499.obj ├── shape_c6_i2_754.obj ├── shape_c6_i4_106.obj ├── shape_c7_i0_106.obj ├── shape_c7_i0_1285.obj ├── shape_c7_i0_1521.obj ├── study_c1_i7_0.obj ├── study_c1_i7_1499.obj ├── study_c6_i2_754.obj ├── study_c7_i0_1285.obj └── study_c7_i0_1521.obj ├── topology_47 ├── shape_c0_i17_265.obj ├── shape_c17_i0_106.obj ├── shape_c2_i4_1168.obj ├── shape_c3_i4_224.obj ├── shape_c4_i4_1463.obj ├── shape_c5_i5_520.obj ├── shape_c6_i1_932.obj ├── shape_c7_i1_165.obj ├── study_c2_i4_0.obj ├── study_c2_i4_1168.obj ├── study_c3_i3_224.obj └── study_c7_i1_165.obj ├── topology_48 ├── shape_c0_i14_756.obj ├── shape_c18_i0_166.obj ├── shape_c1_i8_414.obj ├── shape_c3_i6_1316.obj ├── shape_c3_i7_226.obj ├── shape_c4_i6_108.obj ├── shape_c5_i4_403.obj ├── shape_c5_i5_521.obj ├── shape_c6_i1_520.obj ├── shape_c6_i3_756.obj ├── shape_c6_i3_757.obj ├── shape_c6_i4_462.obj ├── shape_c6_i4_639.obj ├── shape_c7_i3_108.obj ├── shape_c7_i3_875.obj ├── shape_c7_i6_1660.obj ├── shape_c8_i0_638.obj ├── study_c1_i8_414.obj ├── study_c5_i2_520.obj └── study_c6_i2_638.obj ├── topology_49 ├── shape_c0_i10_21.obj ├── shape_c0_i10_29.obj ├── shape_c0_i10_55.obj ├── shape_c0_i12_0.obj ├── shape_c0_i12_1.obj ├── shape_c0_i12_10.obj ├── shape_c0_i12_100.obj ├── shape_c0_i12_101.obj ├── shape_c0_i12_13.obj ├── shape_c0_i12_14.obj ├── shape_c0_i12_16.obj ├── shape_c0_i12_17.obj ├── shape_c0_i12_19.obj ├── shape_c0_i12_2.obj ├── shape_c0_i12_22.obj ├── shape_c0_i16_61.obj ├── shape_c0_i16_65.obj ├── shape_c0_i16_68.obj ├── shape_c0_i16_7.obj ├── shape_c0_i18_36.obj ├── shape_c0_i8_12.obj ├── shape_c0_i8_18.obj ├── shape_c0_i8_20.obj ├── shape_c0_i8_27.obj ├── shape_c0_i8_28.obj ├── shape_c0_i8_34.obj ├── shape_c0_i8_48.obj ├── shape_c0_i8_5.obj ├── shape_c0_i8_58.obj ├── shape_c0_i8_71.obj ├── shape_c0_i8_85.obj ├── shape_c0_i8_86.obj ├── shape_c0_i8_92.obj ├── shape_c10_i0_23.obj ├── shape_c10_i2_15.obj ├── shape_c10_i2_20.obj ├── shape_c12_i0_1.obj ├── shape_c12_i0_12.obj ├── shape_c12_i0_9.obj ├── shape_c12_i4_33.obj ├── shape_c12_i5_24.obj ├── shape_c12_i5_99.obj ├── shape_c2_i10_18.obj ├── shape_c2_i12_18.obj ├── shape_c2_i6_1111.obj ├── shape_c2_i6_2114.obj ├── shape_c2_i8_1451.obj ├── shape_c3_i7_1256.obj ├── shape_c4_i1_521.obj ├── shape_c4_i2_7.obj ├── shape_c4_i4_10.obj ├── shape_c4_i4_13.obj ├── shape_c4_i4_15.obj ├── shape_c4_i4_17.obj ├── shape_c4_i4_2.obj ├── shape_c4_i6_50.obj ├── shape_c4_i8_12.obj ├── shape_c4_i8_39.obj ├── shape_c4_i9_62.obj ├── shape_c5_i7_2205.obj ├── shape_c6_i2_21.obj ├── shape_c6_i2_25.obj ├── shape_c6_i2_3.obj ├── shape_c6_i6_22.obj ├── shape_c6_i8_23.obj ├── shape_c6_i8_27.obj ├── shape_c6_i8_57.obj ├── shape_c6_i8_73.obj ├── shape_c6_i9_38.obj ├── shape_c6_i9_48.obj ├── shape_c7_i7_697.obj ├── shape_c8_i0_0.obj ├── shape_c8_i0_5.obj ├── shape_c8_i2_2.obj ├── shape_c8_i4_24.obj ├── shape_c8_i4_5.obj ├── shape_c8_i8_1.obj ├── shape_c8_i8_15.obj ├── shape_c8_i8_45.obj ├── shape_c8_i9_10.obj ├── shape_c8_i9_96.obj ├── study_c0_i11_101.obj ├── study_c0_i11_59.obj ├── study_c0_i12_10.obj ├── study_c0_i12_13.obj ├── study_c0_i12_25.obj ├── study_c0_i12_26.obj ├── study_c0_i12_95.obj ├── study_c0_i8_58.obj ├── study_c0_i8_92.obj ├── study_c0_i9_29.obj ├── study_c4_i1_0.obj ├── study_c4_i4_3.obj ├── study_c4_i4_9.obj └── study_c8_i0_0.obj ├── topology_5 ├── shape_c0_i19_90.obj ├── shape_c1_i14_172.obj ├── shape_c1_i14_31.obj ├── shape_c23_i0_64.obj ├── shape_c2_i10_38.obj ├── shape_c2_i12_18.obj ├── shape_c2_i5_1402.obj ├── shape_c3_i10_7.obj ├── shape_c4_i11_0.obj ├── shape_c5_i11_0.obj ├── shape_c7_i3_419.obj ├── shape_c7_i8_162.obj └── study_c2_i5_1402.obj ├── topology_50 ├── shape_c0_i14_34.obj ├── shape_c0_i14_35.obj ├── shape_c0_i15_1149.obj ├── shape_c0_i16_13.obj ├── shape_c0_i16_3.obj ├── shape_c0_i17_1747.obj ├── shape_c20_i0_50.obj ├── shape_c2_i10_12.obj ├── shape_c2_i4_13.obj ├── shape_c2_i6_32.obj ├── shape_c2_i6_33.obj ├── shape_c6_i2_1230.obj ├── shape_c7_i2_818.obj ├── study_c2_i4_0.obj ├── study_c2_i4_13.obj ├── study_c2_i5_33.obj ├── study_c2_i6_32.obj ├── study_c2_i6_33.obj └── study_c6_i2_1230.obj ├── topology_51 ├── shape_c0_i15_110.obj ├── shape_c0_i16_3414.obj ├── shape_c1_i8_527.obj ├── shape_c48_i0_51.obj ├── shape_c4_i3_288.obj ├── shape_c7_i1_464.obj ├── shape_c7_i3_229.obj ├── study_c1_i8_527.obj ├── study_c6_i4_464.obj └── study_c6_i5_464.obj ├── topology_52 ├── shape_c0_i10_417.obj ├── shape_c0_i12_288.obj ├── shape_c0_i12_88.obj ├── shape_c0_i14_10.obj ├── shape_c0_i14_1564.obj ├── shape_c0_i17_1135.obj ├── shape_c0_i17_7.obj ├── shape_c16_i0_288.obj ├── shape_c1_i12_78.obj ├── shape_c1_i13_15.obj ├── shape_c1_i13_444.obj ├── shape_c1_i13_76.obj ├── shape_c1_i7_140.obj ├── shape_c1_i7_1455.obj ├── shape_c1_i7_1940.obj ├── shape_c1_i7_465.obj ├── shape_c1_i7_561.obj ├── shape_c1_i8_10.obj ├── shape_c1_i8_1609.obj ├── shape_c1_i8_179.obj ├── shape_c1_i8_2589.obj ├── shape_c1_i8_2825.obj ├── shape_c1_i8_348.obj ├── shape_c2_i6_1011.obj ├── shape_c2_i6_1531.obj ├── shape_c2_i6_1560.obj ├── shape_c2_i6_1881.obj ├── shape_c2_i6_192.obj ├── shape_c2_i6_2064.obj ├── shape_c2_i6_220.obj ├── shape_c2_i6_2589.obj ├── shape_c2_i7_1765.obj ├── shape_c2_i8_1427.obj ├── shape_c3_i5_819.obj ├── shape_c3_i6_1704.obj ├── shape_c3_i6_288.obj ├── shape_c3_i6_937.obj ├── shape_c3_i7_1056.obj ├── shape_c3_i9_1763.obj ├── shape_c4_i10_426.obj ├── shape_c4_i4_1055.obj ├── shape_c4_i4_229.obj ├── shape_c4_i4_406.obj ├── shape_c4_i4_524.obj ├── shape_c4_i4_583.obj ├── shape_c4_i5_1527.obj ├── shape_c4_i5_53.obj ├── shape_c4_i5_997.obj ├── shape_c4_i6_1409.obj ├── shape_c4_i6_702.obj ├── shape_c5_i3_330.obj ├── shape_c5_i3_642.obj ├── shape_c5_i5_761.obj ├── shape_c6_i4_702.obj ├── shape_c7_i1_701.obj ├── shape_c8_i0_347.obj ├── shape_c8_i0_466.obj ├── study_c0_i10_417.obj ├── study_c0_i12_288.obj ├── study_c0_i12_88.obj ├── study_c1_i6_465.obj ├── study_c1_i7_1455.obj ├── study_c1_i7_348.obj ├── study_c1_i8_1609.obj ├── study_c1_i9_179.obj ├── study_c2_i5_1881.obj ├── study_c2_i5_192.obj ├── study_c2_i6_1531.obj ├── study_c2_i6_1765.obj ├── study_c4_i4_1055.obj ├── study_c4_i4_406.obj ├── study_c4_i4_583.obj └── study_c6_i2_347.obj ├── topology_53 ├── shape_c0_i10_525.obj ├── shape_c0_i11_820.obj ├── shape_c0_i12_938.obj ├── shape_c0_i13_771.obj ├── shape_c0_i14_1203.obj ├── shape_c0_i14_1396.obj ├── shape_c0_i14_1705.obj ├── shape_c0_i14_2000.obj ├── shape_c0_i14_2118.obj ├── shape_c0_i14_230.obj ├── shape_c0_i14_584.obj ├── shape_c0_i14_702.obj ├── shape_c0_i15_731.obj ├── shape_c0_i16_1391.obj ├── shape_c0_i16_1555.obj ├── shape_c0_i16_53.obj ├── shape_c0_i16_938.obj ├── shape_c0_i16_96.obj ├── shape_c0_i17_111.obj ├── shape_c0_i17_348.obj ├── shape_c0_i18_112.obj ├── shape_c0_i18_1882.obj ├── shape_c11_i3_53.obj ├── shape_c1_i8_1174.obj ├── shape_c2_i6_1351.obj ├── shape_c2_i6_187.obj ├── shape_c2_i6_3357.obj ├── shape_c2_i6_466.obj ├── shape_c2_i6_997.obj ├── shape_c2_i7_3003.obj ├── shape_c2_i8_1251.obj ├── shape_c2_i8_1587.obj ├── shape_c2_i9_1587.obj ├── shape_c3_i6_1410.obj ├── shape_c3_i7_2209.obj ├── shape_c4_i5_54.obj ├── shape_c4_i6_1116.obj ├── shape_c4_i6_992.obj ├── shape_c5_i5_1057.obj ├── shape_c5_i7_1823.obj ├── shape_c5_i7_250.obj ├── shape_c5_i9_3121.obj ├── shape_c70_i0_53.obj ├── study_c0_i11_820.obj ├── study_c0_i12_938.obj ├── study_c1_i7_187.obj ├── study_c2_i6_1251.obj ├── study_c2_i6_1351.obj ├── study_c2_i6_187.obj ├── study_c2_i6_3003.obj ├── study_c2_i6_3357.obj ├── study_c2_i6_466.obj ├── study_c2_i6_997.obj └── study_c2_i8_1587.obj ├── topology_54 ├── shape_c0_i10_438.obj ├── shape_c0_i13_284.obj ├── shape_c0_i13_518.obj ├── shape_c0_i13_54.obj ├── shape_c0_i13_880.obj ├── shape_c0_i14_1116.obj ├── shape_c0_i14_998.obj ├── shape_c0_i15_1506.obj ├── shape_c0_i15_172.obj ├── shape_c0_i15_2119.obj ├── shape_c0_i15_264.obj ├── shape_c0_i16_231.obj ├── shape_c0_i16_8.obj ├── shape_c0_i18_190.obj ├── shape_c18_i0_54.obj ├── shape_c1_i12_39.obj ├── shape_c1_i13_1830.obj ├── shape_c1_i13_40.obj ├── shape_c1_i14_340.obj ├── shape_c1_i8_11.obj ├── shape_c1_i8_1824.obj ├── shape_c3_i4_751.obj ├── shape_c3_i6_54.obj ├── shape_c3_i8_233.obj ├── shape_c4_i4_585.obj ├── shape_c4_i5_1176.obj ├── shape_c4_i5_291.obj ├── shape_c4_i5_645.obj ├── shape_c5_i3_762.obj ├── shape_c5_i6_703.obj ├── shape_c6_i2_703.obj ├── shape_c7_i1_1293.obj ├── shape_c7_i3_55.obj ├── study_c0_i10_438.obj ├── study_c1_i8_11.obj ├── study_c1_i8_1824.obj ├── study_c3_i4_751.obj ├── study_c4_i3_585.obj ├── study_c4_i4_585.obj ├── study_c4_i5_1293.obj └── study_c5_i3_762.obj ├── topology_55 ├── shape_c0_i16_0.obj ├── shape_c0_i16_1.obj ├── shape_c0_i16_10.obj ├── shape_c0_i16_118.obj ├── shape_c0_i16_125.obj ├── shape_c0_i16_163.obj ├── shape_c0_i16_180.obj ├── shape_c0_i16_187.obj ├── shape_c0_i16_189.obj ├── shape_c0_i16_2.obj ├── shape_c0_i16_3.obj ├── shape_c0_i16_31.obj ├── shape_c0_i16_33.obj ├── shape_c0_i16_4.obj ├── shape_c0_i16_5.obj ├── shape_c0_i16_59.obj ├── shape_c0_i16_6.obj ├── shape_c0_i16_66.obj ├── shape_c0_i16_7.obj ├── shape_c0_i16_78.obj ├── shape_c0_i18_117.obj ├── shape_c10_i0_13.obj ├── shape_c10_i0_18.obj ├── shape_c10_i0_6.obj ├── shape_c10_i2_9.obj ├── shape_c12_i0_11.obj ├── shape_c12_i0_17.obj ├── shape_c1_i16_114.obj ├── shape_c4_i4_5.obj ├── shape_c4_i4_823.obj ├── shape_c6_i6_1.obj ├── shape_c6_i6_15.obj ├── shape_c8_i2_8.obj ├── shape_c8_i4_10.obj ├── shape_c8_i4_14.obj └── study_c4_i4_5.obj ├── topology_56 ├── shape_c0_i10_1095.obj ├── shape_c0_i10_424.obj ├── shape_c0_i10_469.obj ├── shape_c0_i11_115.obj ├── shape_c0_i11_1177.obj ├── shape_c0_i11_1397.obj ├── shape_c0_i11_1542.obj ├── shape_c0_i11_1971.obj ├── shape_c0_i11_3183.obj ├── shape_c0_i11_631.obj ├── shape_c0_i12_1364.obj ├── shape_c0_i12_1598.obj ├── shape_c0_i12_1826.obj ├── shape_c0_i12_1944.obj ├── shape_c0_i12_2040.obj ├── shape_c0_i12_470.obj ├── shape_c0_i13_662.obj ├── shape_c0_i14_1000.obj ├── shape_c0_i14_350.obj ├── shape_c0_i14_480.obj ├── shape_c0_i14_701.obj ├── shape_c0_i15_1299.obj ├── shape_c0_i15_174.obj ├── shape_c0_i15_351.obj ├── shape_c0_i16_1039.obj ├── shape_c1_i11_233.obj ├── shape_c1_i13_2003.obj ├── shape_c1_i14_1676.obj ├── shape_c1_i7_2711.obj ├── shape_c1_i8_1036.obj ├── shape_c1_i8_1059.obj ├── shape_c1_i8_1702.obj ├── shape_c2_i14_115.obj ├── shape_c2_i6_2003.obj ├── shape_c2_i6_2180.obj ├── shape_c3_i14_38.obj ├── shape_c3_i4_1637.obj ├── shape_c3_i5_705.obj ├── shape_c3_i7_116.obj ├── shape_c3_i7_234.obj ├── shape_c3_i7_293.obj ├── shape_c4_i4_410.obj ├── shape_c4_i5_1119.obj ├── shape_c4_i5_57.obj ├── shape_c4_i5_647.obj ├── shape_c5_i5_116.obj ├── shape_c6_i8_115.obj ├── shape_c7_i1_115.obj ├── shape_c8_i0_233.obj ├── study_c0_i10_115.obj ├── study_c0_i10_1177.obj ├── study_c0_i10_1397.obj ├── study_c0_i10_631.obj ├── study_c0_i11_115.obj ├── study_c0_i11_1177.obj ├── study_c0_i12_1598.obj ├── study_c0_i12_1944.obj ├── study_c1_i7_1036.obj ├── study_c1_i7_2711.obj ├── study_c1_i8_1036.obj ├── study_c1_i9_0.obj ├── study_c2_i6_2003.obj ├── study_c2_i6_2180.obj └── study_c2_i7_2003.obj ├── topology_57 ├── shape_c0_i16_2063.obj ├── shape_c0_i17_1237.obj ├── shape_c0_i17_1296.obj ├── shape_c0_i17_1495.obj ├── shape_c0_i17_23.obj ├── shape_c0_i17_595.obj ├── shape_c0_i17_706.obj ├── shape_c4_i4_1120.obj ├── shape_c55_i0_57.obj ├── shape_c5_i5_21.obj ├── shape_c7_i3_27.obj ├── shape_c7_i4_7.obj ├── shape_c8_i3_13.obj └── shape_c9_i2_18.obj ├── topology_58 ├── shape_c0_i12_118.obj ├── shape_c0_i12_119.obj ├── shape_c0_i12_15.obj ├── shape_c0_i12_19.obj ├── shape_c0_i12_25.obj ├── shape_c0_i12_28.obj ├── shape_c0_i12_45.obj ├── shape_c0_i12_46.obj ├── shape_c0_i12_67.obj ├── shape_c0_i12_72.obj ├── shape_c0_i12_73.obj ├── shape_c0_i12_75.obj ├── shape_c0_i12_76.obj ├── shape_c0_i14_102.obj ├── shape_c0_i14_33.obj ├── shape_c0_i14_5.obj ├── shape_c0_i14_8.obj ├── shape_c0_i14_86.obj ├── shape_c0_i16_0.obj ├── shape_c0_i16_1.obj ├── shape_c0_i16_10.obj ├── shape_c0_i16_2.obj ├── shape_c0_i16_3.obj ├── shape_c0_i16_4.obj ├── shape_c0_i16_5.obj ├── shape_c0_i16_6.obj ├── shape_c0_i16_69.obj ├── shape_c0_i16_7.obj ├── shape_c0_i16_8.obj ├── shape_c0_i16_9.obj ├── shape_c2_i12_14.obj ├── shape_c4_i0_11.obj ├── shape_c4_i0_15.obj ├── shape_c4_i0_19.obj ├── shape_c4_i0_2.obj ├── shape_c4_i0_20.obj ├── shape_c4_i0_21.obj ├── shape_c4_i0_24.obj ├── shape_c4_i0_3.obj ├── shape_c4_i0_4.obj ├── shape_c4_i0_6.obj ├── shape_c4_i4_0.obj ├── shape_c4_i4_16.obj ├── shape_c4_i4_3.obj ├── shape_c4_i4_4.obj ├── shape_c4_i4_5.obj ├── shape_c4_i4_7.obj ├── shape_c4_i4_8.obj ├── shape_c6_i3_177.obj ├── shape_c7_i3_58.obj ├── shape_c8_i0_2.obj ├── study_c0_i10_28.obj ├── study_c0_i10_62.obj ├── study_c0_i11_118.obj ├── study_c0_i11_25.obj ├── study_c0_i11_72.obj ├── study_c0_i11_75.obj ├── study_c0_i12_25.obj ├── study_c0_i12_28.obj ├── study_c0_i12_67.obj ├── study_c0_i12_72.obj ├── study_c0_i12_75.obj ├── study_c0_i12_76.obj ├── study_c4_i0_11.obj ├── study_c4_i0_19.obj ├── study_c4_i0_24.obj ├── study_c4_i0_26.obj ├── study_c4_i0_3.obj ├── study_c4_i0_4.obj ├── study_c4_i0_6.obj ├── study_c4_i4_16.obj ├── study_c4_i4_3.obj └── study_c4_i4_4.obj ├── topology_6 ├── shape_c0_i12_0.obj ├── shape_c0_i12_2.obj ├── shape_c0_i12_3.obj ├── shape_c0_i12_36.obj ├── shape_c0_i12_41.obj ├── shape_c0_i12_54.obj ├── shape_c0_i14_28.obj ├── shape_c0_i14_58.obj ├── shape_c0_i16_70.obj ├── shape_c0_i18_284.obj ├── shape_c0_i8_0.obj ├── shape_c0_i8_1.obj ├── shape_c0_i8_10.obj ├── shape_c0_i8_1093.obj ├── shape_c0_i8_12.obj ├── shape_c0_i8_124.obj ├── shape_c0_i8_13.obj ├── shape_c0_i8_15.obj ├── shape_c0_i8_1574.obj ├── shape_c0_i8_17.obj ├── shape_c0_i8_2.obj ├── shape_c0_i8_20.obj ├── shape_c0_i8_21.obj ├── shape_c0_i8_2172.obj ├── shape_c0_i8_22.obj ├── shape_c0_i8_25.obj ├── shape_c0_i8_26.obj ├── shape_c0_i8_3.obj ├── shape_c0_i8_4.obj ├── shape_c0_i8_6.obj ├── shape_c0_i8_7.obj ├── shape_c0_i8_8.obj ├── shape_c0_i8_9.obj ├── shape_c10_i0_0.obj ├── shape_c10_i0_2.obj ├── shape_c10_i2_1.obj ├── shape_c10_i2_12.obj ├── shape_c10_i2_13.obj ├── shape_c10_i2_14.obj ├── shape_c10_i2_18.obj ├── shape_c10_i2_21.obj ├── shape_c12_i0_19.obj ├── shape_c18_i0_360.obj ├── shape_c1_i8_1522.obj ├── shape_c1_i8_478.obj ├── shape_c1_i9_144.obj ├── shape_c2_i6_11.obj ├── shape_c2_i6_7.obj ├── shape_c2_i8_24.obj ├── shape_c2_i8_537.obj ├── shape_c2_i9_20.obj ├── shape_c3_i8_15.obj ├── shape_c4_i4_1.obj ├── shape_c4_i4_10.obj ├── shape_c4_i4_2.obj ├── shape_c4_i6_420.obj ├── shape_c4_i8_1.obj ├── shape_c5_i10_0.obj ├── shape_c5_i8_1.obj ├── shape_c6_i10_74.obj ├── shape_c6_i2_17.obj ├── shape_c6_i2_9.obj ├── shape_c6_i4_10.obj ├── shape_c6_i6_8.obj ├── shape_c6_i8_16.obj ├── shape_c6_i8_64.obj ├── shape_c8_i2_1069.obj ├── shape_c8_i3_1658.obj ├── shape_c8_i4_3.obj ├── shape_c8_i8_0.obj ├── shape_c8_i8_1.obj ├── study_c0_i8_0.obj ├── study_c0_i8_10.obj ├── study_c0_i8_13.obj ├── study_c0_i8_2.obj ├── study_c0_i8_25.obj ├── study_c0_i8_830.obj ├── study_c0_i8_9.obj ├── study_c0_i8_optimal.obj ├── study_c4_i4_1.obj └── study_c4_i4_2.obj ├── topology_7 ├── shape_c0_i10_1666.obj ├── shape_c0_i10_1848.obj ├── shape_c0_i10_679.obj ├── shape_c0_i15_2.obj ├── shape_c0_i16_148.obj ├── shape_c0_i16_1777.obj ├── shape_c0_i17_996.obj ├── shape_c1_i11_5.obj ├── shape_c2_i7_106.obj ├── shape_c2_i7_118.obj ├── shape_c30_i0_66.obj ├── shape_c3_i7_187.obj ├── shape_c4_i12_1.obj ├── shape_c4_i6_716.obj ├── shape_c6_i2_184.obj ├── shape_c7_i3_8.obj ├── study_c0_i10_1666.obj ├── study_c0_i10_1848.obj ├── study_c0_i10_679.obj ├── study_c2_i7_106.obj ├── study_c2_i7_118.obj ├── study_c2_i8_106.obj ├── study_c4_i6_184.obj └── study_c4_i7_184.obj ├── topology_8 ├── shape_c0_i17_990.obj ├── shape_c18_i0_598.obj ├── shape_c2_i6_185.obj ├── shape_c3_i12_2.obj ├── shape_c3_i7_101.obj ├── shape_c3_i8_58.obj ├── shape_c3_i9_9.obj ├── shape_c4_i11_0.obj ├── shape_c4_i5_15.obj ├── shape_c4_i5_599.obj ├── shape_c4_i6_599.obj ├── shape_c4_i8_300.obj ├── shape_c5_i4_775.obj ├── shape_c5_i5_304.obj ├── shape_c6_i4_1012.obj ├── shape_c7_i3_894.obj ├── shape_c7_i4_834.obj ├── shape_c8_i2_952.obj └── study_c2_i6_185.obj ├── topology_9 ├── shape_c0_i14_1189.obj ├── shape_c0_i15_1714.obj ├── shape_c0_i15_186.obj ├── shape_c0_i15_645.obj ├── shape_c0_i16_235.obj ├── shape_c0_i16_343.obj ├── shape_c0_i16_703.obj ├── shape_c0_i17_185.obj ├── shape_c17_i0_245.obj ├── shape_c2_i10_8.obj ├── 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