```mermaid flowchart LR subgraph path8 [Path] 8["Path
[341, 388, 1]"] 31["Segment
[394, 462, 1]"] 32["Segment
[468, 568, 1]"] 33["Segment
[574, 691, 1]"] 34["Segment
[697, 782, 1]"] 35["Segment
[788, 795, 1]"] 105[Solid2d] end subgraph path9 [Path] 9["Path
[819, 854, 1]"] 36["Segment
[819, 854, 1]"] 100[Solid2d] end subgraph path10 [Path] 10["Path
[879, 1026, 1]"] 37["Segment
[879, 1026, 1]"] 114[Solid2d] end subgraph path11 [Path] 11["Path
[1051, 1199, 1]"] 38["Segment
[1051, 1199, 1]"] 104[Solid2d] end subgraph path12 [Path] 12["Path
[1224, 1372, 1]"] 39["Segment
[1224, 1372, 1]"] 110[Solid2d] end subgraph path13 [Path] 13["Path
[1397, 1546, 1]"] 40["Segment
[1397, 1546, 1]"] 115[Solid2d] end subgraph path14 [Path] 14["Path
[1714, 1770, 1]"] 41["Segment
[1776, 1841, 1]"] 42["Segment
[1847, 1899, 1]"] 43["Segment
[1905, 1956, 1]"] 44["Segment
[1962, 2014, 1]"] 45["Segment
[2020, 2086, 1]"] 46["Segment
[2092, 2144, 1]"] 47["Segment
[2150, 2182, 1]"] 48["Segment
[2188, 2253, 1]"] 49["Segment
[2259, 2266, 1]"] 101[Solid2d] end subgraph path15 [Path] 15["Path
[2615, 2728, 1]"] 50["Segment
[2734, 2789, 1]"] 51["Segment
[2795, 2830, 1]"] 52["Segment
[2836, 2891, 1]"] 53["Segment
[2897, 2933, 1]"] 54["Segment
[2939, 2994, 1]"] 55["Segment
[3000, 3036, 1]"] 56["Segment
[3042, 3097, 1]"] 57["Segment
[3103, 3159, 1]"] end subgraph path16 [Path] 16["Path
[3308, 3359, 1]"] 58["Segment
[3308, 3359, 1]"] 113[Solid2d] end subgraph path17 [Path] 17["Path
[3538, 3600, 1]"] 59["Segment
[3606, 3674, 1]"] 60["Segment
[3680, 3780, 1]"] 61["Segment
[3786, 3903, 1]"] 62["Segment
[3909, 3994, 1]"] 63["Segment
[4000, 4007, 1]"] 107[Solid2d] end subgraph path18 [Path] 18["Path
[4031, 4082, 1]"] 64["Segment
[4031, 4082, 1]"] 99[Solid2d] end subgraph path19 [Path] 19["Path
[4107, 4254, 1]"] 65["Segment
[4107, 4254, 1]"] 108[Solid2d] end subgraph path20 [Path] 20["Path
[4279, 4427, 1]"] 66["Segment
[4279, 4427, 1]"] 106[Solid2d] end subgraph path21 [Path] 21["Path
[4452, 4600, 1]"] 67["Segment
[4452, 4600, 1]"] 103[Solid2d] end subgraph path22 [Path] 22["Path
[4625, 4774, 1]"] 68["Segment
[4625, 4774, 1]"] 98[Solid2d] end subgraph path23 [Path] 23["Path
[4916, 4954, 1]"] 69["Segment
[4916, 4954, 1]"] 118[Solid2d] end subgraph path24 [Path] 24["Path
[5027, 5063, 1]"] 70["Segment
[5027, 5063, 1]"] 111[Solid2d] end subgraph path25 [Path] 25["Path
[295, 345, 3]"] 71["Segment
[295, 345, 3]"] 102[Solid2d] end subgraph path26 [Path] 26["Path
[520, 555, 3]"] 72["Segment
[520, 555, 3]"] 112[Solid2d] end subgraph path27 [Path] 27["Path
[234, 273, 4]"] 73["Segment
[279, 309, 4]"] 74["Segment
[315, 354, 4]"] 75["Segment
[360, 384, 4]"] 76["Segment
[390, 414, 4]"] 77["Segment
[420, 461, 4]"] 78["Segment
[467, 505, 4]"] 79["Segment
[511, 534, 4]"] 80["Segment
[540, 557, 4]"] 81["Segment
[563, 584, 4]"] 82["Segment
[590, 677, 4]"] 83["Segment
[683, 720, 4]"] 84["Segment
[726, 763, 4]"] 85["Segment
[769, 776, 4]"] 109[Solid2d] end subgraph path28 [Path] 28["Path
[1131, 1221, 4]"] 87["Segment
[1229, 1298, 4]"] 89["Segment
[1306, 1606, 4]"] 91["Segment
[1614, 1916, 4]"] 93["Segment
[1924, 2143, 4]"] 94["Segment
[2151, 2158, 4]"] 97[Solid2d] end subgraph path29 [Path] 29["Path
[1131, 1221, 4]"] 96["Segment
[2151, 2158, 4]"] 116[Solid2d] end subgraph path30 [Path] 30["Path
[1131, 1221, 4]"] 86["Segment
[1229, 1298, 4]"] 88["Segment
[1306, 1606, 4]"] 90["Segment
[1614, 1916, 4]"] 92["Segment
[1924, 2143, 4]"] 95["Segment
[2151, 2158, 4]"] 117[Solid2d] end 1["Plane
[318, 335, 1]"] 2["Plane
[222, 249, 3]"] 3["Plane
[485, 513, 3]"] 4["Plane
[211, 228, 4]"] 5["Plane
[1084, 1122, 4]"] 6["Plane
[1084, 1122, 4]"] 7["Plane
[1084, 1122, 4]"] 119["Sweep Extrusion
[1553, 1572, 1]"] 120["Sweep Extrusion
[2406, 2426, 1]"] 121["Sweep Extrusion
[2406, 2426, 1]"] 122["Sweep Extrusion
[2406, 2426, 1]"] 123["Sweep Extrusion
[2406, 2426, 1]"] 124["Sweep Extrusion
[3165, 3200, 1]"] 125["Sweep Extrusion
[3365, 3403, 1]"] 126["Sweep Extrusion
[4781, 4800, 1]"] 127["Sweep Extrusion
[4960, 4980, 1]"] 128["Sweep Extrusion
[5069, 5090, 1]"] 129["Sweep Extrusion
[351, 371, 3]"] 130["Sweep Extrusion
[561, 582, 3]"] 131["Sweep Revolve
[782, 864, 4]"] 132["Sweep Loft
[2472, 2491, 4]"] 133[Wall] %% face_code_ref=Missing NodePath 134[Wall] %% face_code_ref=Missing NodePath 135[Wall] %% face_code_ref=Missing NodePath 136[Wall] %% face_code_ref=Missing NodePath 137[Wall] %% face_code_ref=Missing NodePath 138[Wall] %% face_code_ref=Missing NodePath 139[Wall] %% face_code_ref=Missing NodePath 140[Wall] %% face_code_ref=Missing NodePath 141[Wall] %% face_code_ref=Missing NodePath 142[Wall] %% face_code_ref=Missing NodePath 143[Wall] %% face_code_ref=Missing NodePath 144[Wall] %% face_code_ref=Missing NodePath 145[Wall] %% face_code_ref=Missing NodePath 146[Wall] %% face_code_ref=Missing NodePath 147[Wall] %% face_code_ref=Missing NodePath 148[Wall] %% face_code_ref=Missing NodePath 149[Wall] %% face_code_ref=Missing NodePath 150[Wall] %% face_code_ref=Missing NodePath 151[Wall] %% face_code_ref=Missing NodePath 152[Wall] %% face_code_ref=Missing NodePath 153[Wall] %% face_code_ref=Missing NodePath 154[Wall] %% face_code_ref=Missing NodePath 155[Wall] %% face_code_ref=Missing NodePath 156[Wall] %% face_code_ref=Missing NodePath 157[Wall] %% face_code_ref=Missing NodePath 158[Wall] %% face_code_ref=Missing NodePath 159[Wall] %% face_code_ref=Missing NodePath 160[Wall] %% face_code_ref=Missing NodePath 161[Wall] %% face_code_ref=Missing NodePath 162[Wall] %% face_code_ref=Missing NodePath 163[Wall] %% face_code_ref=Missing NodePath 164[Wall] %% face_code_ref=Missing NodePath 165[Wall] %% face_code_ref=Missing NodePath 166[Wall] %% face_code_ref=Missing NodePath 167[Wall] %% face_code_ref=Missing NodePath 168[Wall] %% face_code_ref=Missing NodePath 169[Wall] %% face_code_ref=Missing NodePath 170[Wall] %% face_code_ref=Missing NodePath 171[Wall] %% face_code_ref=Missing NodePath 172[Wall] %% face_code_ref=Missing NodePath 173[Wall] %% face_code_ref=Missing NodePath 174[Wall] %% face_code_ref=Missing NodePath 175[Wall] %% face_code_ref=Missing NodePath 176[Wall] %% face_code_ref=Missing NodePath 177[Wall] %% face_code_ref=Missing NodePath 178["Cap Start"] %% face_code_ref=Missing NodePath 179["Cap Start"] %% face_code_ref=Missing NodePath 180["Cap Start"] %% face_code_ref=Missing NodePath 181["Cap Start"] %% face_code_ref=Missing NodePath 182["Cap End"] %% face_code_ref=Missing NodePath 183["Cap End"] %% face_code_ref=Missing NodePath 184["Cap End"] %% face_code_ref=Missing NodePath 185["Cap End"] %% face_code_ref=Missing NodePath 186["Cap End"] %% face_code_ref=Missing NodePath 187["Cap End"] %% face_code_ref=Missing NodePath 188["Cap End"] %% face_code_ref=Missing NodePath 189["Cap End"] %% face_code_ref=Missing NodePath 190["SweepEdge Opposite"] 191["SweepEdge Opposite"] 192["SweepEdge Opposite"] 193["SweepEdge Opposite"] 194["SweepEdge Opposite"] 195["SweepEdge Opposite"] 196["SweepEdge Opposite"] 197["SweepEdge Opposite"] 198["SweepEdge Opposite"] 199["SweepEdge Opposite"] 200["SweepEdge Opposite"] 201["SweepEdge Opposite"] 202["SweepEdge Opposite"] 203["SweepEdge Opposite"] 204["SweepEdge Opposite"] 205["SweepEdge Opposite"] 206["SweepEdge Opposite"] 207["SweepEdge Opposite"] 208["SweepEdge Opposite"] 209["SweepEdge Opposite"] 210["SweepEdge Opposite"] 211["SweepEdge Opposite"] 212["SweepEdge Opposite"] 213["SweepEdge Opposite"] 214["SweepEdge Opposite"] 215["SweepEdge Opposite"] 216["SweepEdge Opposite"] 217["SweepEdge Opposite"] 218["SweepEdge Opposite"] 219["SweepEdge Opposite"] 220["SweepEdge Opposite"] 221["SweepEdge Opposite"] 222["SweepEdge Opposite"] 223["SweepEdge Adjacent"] 224["SweepEdge Adjacent"] 225["SweepEdge Adjacent"] 226["SweepEdge Adjacent"] 227["SweepEdge Adjacent"] 228["SweepEdge Adjacent"] 229["SweepEdge Adjacent"] 230["SweepEdge Adjacent"] 231["SweepEdge Adjacent"] 232["SweepEdge Adjacent"] 233["SweepEdge Adjacent"] 234["SweepEdge Adjacent"] 235["SweepEdge Adjacent"] 236["SweepEdge Adjacent"] 237["SweepEdge Adjacent"] 238["SweepEdge Adjacent"] 239["SweepEdge Adjacent"] 240["SweepEdge Adjacent"] 241["SweepEdge Adjacent"] 242["SweepEdge Adjacent"] 243["SweepEdge Adjacent"] 244["SweepEdge Adjacent"] 245["SweepEdge Adjacent"] 246["SweepEdge Adjacent"] 247["SweepEdge Adjacent"] 248["SweepEdge Adjacent"] 249["SweepEdge Adjacent"] 250["SweepEdge Adjacent"] 251["SweepEdge Adjacent"] 252["SweepEdge Adjacent"] 253["SweepEdge Adjacent"] 254["SweepEdge Adjacent"] 255["SweepEdge Adjacent"] 256["SweepEdge Adjacent"] 257["SweepEdge Adjacent"] 258["SweepEdge Adjacent"] 259["SweepEdge Adjacent"] 260["SweepEdge Adjacent"] 261["SweepEdge Adjacent"] 262["SweepEdge Adjacent"] 263["SweepEdge Adjacent"] 264["SweepEdge Adjacent"] 265["SweepEdge Adjacent"] 266["SweepEdge Adjacent"] 267["EdgeCut Fillet
[5131, 5642, 1]"] 268["EdgeCut Fillet
[5131, 5642, 1]"] 269["EdgeCut Fillet
[5131, 5642, 1]"] 270["EdgeCut Fillet
[5131, 5642, 1]"] 271["EdgeCut Fillet
[5131, 5642, 1]"] 272["EdgeCut Fillet
[5131, 5642, 1]"] 273["EdgeCut Fillet
[5131, 5642, 1]"] 274["EdgeCut Fillet
[5131, 5642, 1]"] 275["EdgeCut Fillet
[412, 470, 3]"] 276["EdgeCut Fillet
[412, 470, 3]"] 1 --- 8 1 --- 9 1 --- 10 1 --- 11 1 --- 12 1 --- 13 2 --- 25 3 --- 26 4 --- 27 5 --- 29 6 --- 28 7 --- 30 8 --- 31 8 --- 32 8 --- 33 8 --- 34 8 --- 35 8 --- 105 8 ---- 119 9 --- 36 9 --- 100 10 --- 37 10 --- 114 11 --- 38 11 --- 104 12 --- 39 12 --- 110 13 --- 40 13 --- 115 14 --- 41 14 --- 42 14 --- 43 14 --- 44 14 --- 45 14 --- 46 14 --- 47 14 --- 48 14 --- 49 14 --- 101 14 ---- 122 184 --- 14 15 --- 50 15 --- 51 15 --- 52 15 --- 53 15 --- 54 15 --- 55 15 --- 56 15 --- 57 15 ---- 124 184 --- 15 16 --- 58 16 --- 113 16 ---- 125 185 --- 16 17 --- 59 17 --- 60 17 --- 61 17 --- 62 17 --- 63 17 --- 107 17 ---- 126 185 --- 17 18 --- 64 18 --- 99 185 --- 18 19 --- 65 19 --- 108 185 --- 19 20 --- 66 20 --- 106 185 --- 20 21 --- 67 21 --- 103 185 --- 21 22 --- 68 22 --- 98 185 --- 22 23 --- 69 23 --- 118 23 ---- 127 184 --- 23 24 --- 70 24 --- 111 24 ---- 128 183 --- 24 25 --- 71 25 --- 102 25 ---- 129 26 --- 72 26 --- 112 26 ---- 130 27 --- 73 27 --- 74 27 --- 75 27 --- 76 27 --- 77 27 --- 78 27 --- 79 27 --- 80 27 --- 81 27 --- 82 27 --- 83 27 --- 84 27 --- 85 27 --- 109 27 ---- 131 28 --- 87 28 --- 89 28 --- 91 28 --- 93 28 --- 94 28 --- 97 28 x---> 132 29 --- 96 29 --- 116 29 x---> 132 29 x--> 212 29 x--> 213 29 x--> 214 29 x--> 215 30 --- 86 30 --- 88 30 --- 90 30 --- 92 30 --- 95 30 --- 117 30 ---- 132 31 --- 135 31 x--> 179 31 --- 190 31 --- 223 32 --- 134 32 x--> 179 32 --- 191 32 --- 224 33 --- 133 33 x--> 179 33 --- 192 33 --- 225 34 --- 136 34 x--> 179 34 --- 193 34 --- 226 41 --- 158 41 x--> 184 41 --- 196 41 --- 240 42 --- 151 42 x--> 184 42 --- 197 42 --- 241 43 --- 157 43 x--> 184 43 --- 198 43 --- 242 44 --- 155 44 x--> 184 44 --- 199 44 --- 243 45 --- 156 45 x--> 184 45 --- 200 45 --- 244 46 --- 154 46 x--> 184 46 --- 201 46 --- 245 47 --- 152 47 x--> 184 47 --- 202 47 --- 246 48 --- 153 48 x--> 184 48 --- 203 48 --- 247 50 --- 163 50 x--> 184 50 --- 204 50 --- 248 51 --- 161 51 x--> 184 51 --- 205 51 --- 249 52 --- 159 52 x--> 184 52 --- 206 52 --- 250 53 --- 166 53 x--> 184 53 --- 207 53 --- 251 54 --- 164 54 x--> 184 54 --- 208 54 --- 252 55 --- 165 55 x--> 184 55 --- 209 55 --- 253 56 --- 160 56 x--> 184 56 --- 210 56 --- 254 57 --- 162 57 x--> 184 57 --- 211 57 --- 255 58 --- 177 58 x--> 185 58 --- 222 58 --- 266 59 --- 172 59 x--> 180 59 --- 216 59 --- 260 60 --- 171 60 x--> 180 60 --- 217 60 --- 261 61 --- 174 61 x--> 180 61 --- 218 61 --- 262 62 --- 173 62 x--> 180 62 --- 219 62 --- 263 69 --- 150 69 x--> 184 69 --- 195 69 --- 239 70 --- 176 70 x--> 183 70 --- 221 70 --- 265 71 --- 175 71 x--> 178 71 --- 220 71 --- 264 71 --- 276 72 --- 149 72 x--> 181 72 --- 194 72 --- 238 131 <--x 73 73 --- 141 73 x--> 227 131 <--x 74 74 --- 137 74 --- 227 131 <--x 75 75 --- 145 75 --- 228 131 <--x 76 76 --- 139 76 --- 229 131 <--x 77 77 --- 146 77 --- 230 131 <--x 78 78 --- 138 78 --- 231 131 <--x 79 79 --- 147 79 --- 232 131 <--x 80 80 --- 148 80 --- 233 131 <--x 81 81 --- 140 81 --- 234 131 <--x 82 82 --- 143 82 --- 235 131 <--x 83 83 --- 142 83 --- 236 131 <--x 84 84 --- 144 84 --- 237 86 --- 168 86 x--> 188 86 --- 212 86 --- 256 88 --- 169 88 x--> 188 88 --- 213 88 --- 257 90 --- 167 90 x--> 188 90 --- 214 90 --- 258 92 --- 170 92 x--> 188 92 --- 215 92 --- 259 119 --- 133 119 --- 134 119 --- 135 119 --- 136 119 --- 179 119 --- 184 119 --- 190 119 --- 191 119 --- 192 119 --- 193 119 --- 223 119 --- 224 119 --- 225 119 --- 226 122 --- 151 122 --- 152 122 --- 153 122 --- 154 122 --- 155 122 --- 156 122 --- 157 122 --- 158 122 --- 196 122 --- 197 122 --- 198 122 --- 199 122 --- 200 122 --- 201 122 --- 202 122 --- 203 122 --- 240 122 --- 241 122 --- 242 122 --- 243 122 --- 244 122 --- 245 122 --- 246 122 --- 247 124 --- 159 124 --- 160 124 --- 161 124 --- 162 124 --- 163 124 --- 164 124 --- 165 124 --- 166 124 --- 185 124 --- 204 124 --- 205 124 --- 206 124 --- 207 124 --- 208 124 --- 209 124 --- 210 124 --- 211 124 --- 248 124 --- 249 124 --- 250 124 --- 251 124 --- 252 124 --- 253 124 --- 254 124 --- 255 125 --- 177 125 --- 222 125 --- 266 126 --- 171 126 --- 172 126 --- 173 126 --- 174 126 --- 180 126 --- 186 126 --- 216 126 --- 217 126 --- 218 126 --- 219 126 --- 260 126 --- 261 126 --- 262 126 --- 263 127 --- 150 127 --- 183 127 --- 195 127 --- 239 128 --- 176 128 --- 221 128 --- 265 129 --- 175 129 --- 178 129 --- 182 129 --- 220 129 --- 264 130 --- 149 130 --- 181 130 --- 187 130 --- 194 130 --- 238 131 --- 137 131 --- 138 131 --- 139 131 --- 140 131 --- 141 131 --- 142 131 --- 143 131 --- 144 131 --- 145 131 --- 146 131 --- 147 131 --- 148 131 --- 227 131 --- 228 131 --- 229 131 --- 230 131 --- 231 131 --- 232 131 --- 233 131 --- 234 131 --- 235 131 --- 236 131 --- 237 132 --- 167 132 --- 168 132 --- 169 132 --- 170 132 --- 188 132 --- 189 132 --- 212 132 --- 213 132 --- 214 132 --- 215 132 --- 256 132 --- 257 132 --- 258 132 --- 259 133 --- 192 224 <--x 133 133 --- 225 134 --- 191 223 <--x 134 134 --- 224 135 --- 190 135 --- 223 226 <--x 135 136 --- 193 225 <--x 136 136 --- 226 137 --- 227 230 <--x 138 138 --- 231 228 <--x 139 139 --- 229 233 <--x 140 140 --- 234 141 --- 227 237 <--x 141 235 <--x 142 142 --- 236 234 <--x 143 143 --- 235 236 <--x 144 144 --- 237 145 --- 228 229 <--x 146 146 --- 230 231 <--x 147 147 --- 232 232 <--x 148 148 --- 233 149 --- 194 149 --- 238 150 --- 195 150 --- 239 151 --- 197 151 --- 241 242 <--x 151 152 --- 202 152 --- 246 247 <--x 152 153 --- 203 240 <--x 153 153 --- 247 154 --- 201 154 --- 245 246 <--x 154 155 --- 199 155 --- 243 244 <--x 155 156 --- 200 156 --- 244 245 <--x 156 157 --- 198 157 --- 242 243 <--x 157 158 --- 196 158 --- 240 241 <--x 158 159 --- 206 249 <--x 159 159 --- 250 160 --- 210 253 <--x 160 160 --- 254 161 --- 205 248 <--x 161 161 --- 249 162 --- 211 254 <--x 162 162 --- 255 163 --- 204 163 --- 248 255 <--x 163 164 --- 208 251 <--x 164 164 --- 252 165 --- 209 252 <--x 165 165 --- 253 166 --- 207 250 <--x 166 166 --- 251 167 --- 214 167 --- 258 259 <--x 167 168 --- 212 168 --- 256 257 <--x 168 169 --- 213 169 --- 257 258 <--x 169 170 --- 215 256 <--x 170 170 --- 259 171 --- 217 260 <--x 171 171 --- 261 172 --- 216 172 --- 260 263 <--x 172 173 --- 219 262 <--x 173 173 --- 263 174 --- 218 261 <--x 174 174 --- 262 175 --- 220 175 --- 264 176 --- 221 176 --- 265 177 --- 222 177 --- 266 196 <--x 179 197 <--x 179 198 <--x 179 199 <--x 179 200 <--x 179 201 <--x 179 202 <--x 179 203 <--x 179 220 <--x 182 195 <--x 183 190 <--x 184 191 <--x 184 192 <--x 184 193 <--x 184 221 <--x 184 222 <--x 184 204 <--x 185 205 <--x 185 206 <--x 185 207 <--x 185 208 <--x 185 209 <--x 185 210 <--x 185 211 <--x 185 216 <--x 186 217 <--x 186 218 <--x 186 219 <--x 186 194 <--x 187 212 <--x 189 213 <--x 189 214 <--x 189 215 <--x 189 220 <--x 275 223 <--x 270 224 <--x 274 225 <--x 273 226 <--x 267 260 <--x 271 261 <--x 268 262 <--x 269 263 <--x 272 ```