```mermaid flowchart LR subgraph path17 [Path] 17["Path
[672, 709, 0]"] 30["Segment
[715, 747, 0]"] 31["Segment
[753, 785, 0]"] 32["Segment
[791, 824, 0]"] 33["Segment
[830, 886, 0]"] 34["Segment
[892, 899, 0]"] 98[Solid2d] end subgraph path18 [Path] 18["Path
[1292, 1348, 0]"] 35["Segment
[1354, 1386, 0]"] 36["Segment
[1392, 1424, 0]"] 37["Segment
[1430, 1463, 0]"] 38["Segment
[1469, 1525, 0]"] 39["Segment
[1531, 1538, 0]"] 101[Solid2d] end subgraph path19 [Path] 19["Path
[1803, 1859, 0]"] 40["Segment
[1865, 1897, 0]"] 41["Segment
[1903, 1935, 0]"] 42["Segment
[1941, 1974, 0]"] 43["Segment
[1980, 2036, 0]"] 44["Segment
[2042, 2049, 0]"] 97[Solid2d] end subgraph path20 [Path] 20["Path
[2445, 2503, 0]"] 45["Segment
[2509, 2541, 0]"] 46["Segment
[2547, 2579, 0]"] 47["Segment
[2585, 2618, 0]"] 48["Segment
[2624, 2680, 0]"] 49["Segment
[2686, 2693, 0]"] 94[Solid2d] end subgraph path21 [Path] 21["Path
[2995, 3036, 0]"] 50["Segment
[3042, 3074, 0]"] 51["Segment
[3080, 3106, 0]"] 52["Segment
[3112, 3145, 0]"] 53["Segment
[3151, 3207, 0]"] 54["Segment
[3213, 3220, 0]"] 102[Solid2d] end subgraph path22 [Path] 22["Path
[3403, 3459, 0]"] 55["Segment
[3465, 3497, 0]"] 56["Segment
[3503, 3535, 0]"] 57["Segment
[3541, 3574, 0]"] 58["Segment
[3580, 3636, 0]"] 59["Segment
[3642, 3649, 0]"] 92[Solid2d] end subgraph path23 [Path] 23["Path
[3877, 3917, 0]"] 60["Segment
[3923, 3949, 0]"] 61["Segment
[3955, 3981, 0]"] 62["Segment
[3987, 4014, 0]"] 63["Segment
[4020, 4076, 0]"] 64["Segment
[4082, 4089, 0]"] 96[Solid2d] end subgraph path24 [Path] 24["Path
[4376, 4447, 0]"] 65["Segment
[4453, 4479, 0]"] 66["Segment
[4485, 4511, 0]"] 67["Segment
[4517, 4544, 0]"] 68["Segment
[4550, 4606, 0]"] 69["Segment
[4612, 4619, 0]"] 100[Solid2d] end subgraph path25 [Path] 25["Path
[4813, 4965, 0]"] 70["Segment
[4971, 5020, 0]"] 71["Segment
[5026, 5074, 0]"] 72["Segment
[5080, 5128, 0]"] 73["Segment
[5134, 5190, 0]"] 74["Segment
[5196, 5203, 0]"] 91[Solid2d] end subgraph path26 [Path] 26["Path
[5735, 5779, 0]"] 75["Segment
[5785, 5817, 0]"] 76["Segment
[5823, 5848, 0]"] 77["Segment
[5854, 5887, 0]"] 78["Segment
[5893, 5949, 0]"] 79["Segment
[5955, 5962, 0]"] 95[Solid2d] end subgraph path27 [Path] 27["Path
[6249, 6293, 0]"] 80["Segment
[6299, 6325, 0]"] 81["Segment
[6331, 6363, 0]"] 82["Segment
[6369, 6396, 0]"] 83["Segment
[6402, 6458, 0]"] 84["Segment
[6464, 6471, 0]"] 99[Solid2d] end subgraph path28 [Path] 28["Path
[6948, 7001, 0]"] 85["Segment
[7007, 7044, 0]"] 86["Segment
[7050, 7143, 0]"] 87["Segment
[7149, 7185, 0]"] 88["Segment
[7191, 7292, 0]"] 89["Segment
[7298, 7334, 0]"] end subgraph path29 [Path] 29["Path
[7397, 7508, 0]"] 90["Segment
[7397, 7508, 0]"] 93[Solid2d] end 1["Plane
[565, 582, 0]"] 2["Plane
[1219, 1273, 0]"] 3["Plane
[2299, 2350, 0]"] 4["Plane
[2938, 2975, 0]"] 5["Plane
[3823, 3860, 0]"] 6["Plane
[5673, 5722, 0]"] 7["Plane
[6874, 6925, 0]"] 8["Plane
[7356, 7373, 0]"] 9["StartSketchOnPlane
[3809, 3861, 0]"] 10["StartSketchOnPlane
[2285, 2351, 0]"] 11["StartSketchOnPlane
[6860, 6926, 0]"] 12["StartSketchOnPlane
[5659, 5723, 0]"] 13["StartSketchOnPlane
[2924, 2976, 0]"] 14["StartSketchOnPlane
[1205, 1274, 0]"] 15["StartSketchOnFace
[4316, 4357, 0]"] 16["StartSketchOnFace
[4756, 4795, 0]"] 103["Sweep Extrusion
[1060, 1087, 0]"] 104["Sweep Extrusion
[1060, 1087, 0]"] 105["Sweep Extrusion
[1060, 1087, 0]"] 106["Sweep Extrusion
[1060, 1087, 0]"] 107["Sweep Extrusion
[1060, 1087, 0]"] 108["Sweep Extrusion
[1060, 1087, 0]"] 109["Sweep Extrusion
[1060, 1087, 0]"] 110["Sweep Extrusion
[1060, 1087, 0]"] 111["Sweep Extrusion
[1701, 1735, 0]"] 112["Sweep Extrusion
[1701, 1735, 0]"] 113["Sweep Extrusion
[1701, 1735, 0]"] 114["Sweep Extrusion
[1701, 1735, 0]"] 115["Sweep Extrusion
[1701, 1735, 0]"] 116["Sweep Extrusion
[1701, 1735, 0]"] 117["Sweep Extrusion
[2148, 2182, 0]"] 118["Sweep Extrusion
[2148, 2182, 0]"] 119["Sweep Extrusion
[2856, 2891, 0]"] 120["Sweep Extrusion
[2856, 2891, 0]"] 121["Sweep Extrusion
[2856, 2891, 0]"] 122["Sweep Extrusion
[2856, 2891, 0]"] 123["Sweep Extrusion
[2856, 2891, 0]"] 124["Sweep Extrusion
[2856, 2891, 0]"] 125["Sweep Extrusion
[3300, 3335, 0]"] 126["Sweep Extrusion
[3300, 3335, 0]"] 127["Sweep Extrusion
[3748, 3783, 0]"] 128["Sweep Extrusion
[3748, 3783, 0]"] 129["Sweep Extrusion
[4095, 4128, 0]"] 130["Sweep Extrusion
[4709, 4736, 0]"] 131["Sweep Extrusion
[4709, 4736, 0]"] 132["Sweep Extrusion
[5292, 5320, 0]"] 133["Sweep Extrusion
[5292, 5320, 0]"] 134["Sweep Extrusion
[6061, 6089, 0]"] 135["Sweep Extrusion
[6061, 6089, 0]"] 136["Sweep Extrusion
[6061, 6089, 0]"] 137["Sweep Extrusion
[6061, 6089, 0]"] 138["Sweep Extrusion
[6061, 6089, 0]"] 139["Sweep Extrusion
[6061, 6089, 0]"] 140["Sweep Extrusion
[6553, 6581, 0]"] 141["Sweep Extrusion
[6553, 6581, 0]"] 142["Sweep Sweep
[7522, 7575, 0]"] 143[Wall] 144[Wall] 145[Wall] 146[Wall] 147[Wall] 148[Wall] 149[Wall] 150[Wall] 151[Wall] 152[Wall] 153[Wall] 154[Wall] 155[Wall] 156[Wall] 157[Wall] 158[Wall] 159[Wall] 160[Wall] 161[Wall] 162[Wall] 163[Wall] 164[Wall] 165[Wall] 166[Wall] 167[Wall] 168[Wall] 169[Wall] 170[Wall] 171[Wall] 172[Wall] 173[Wall] 174[Wall] 175[Wall] 176[Wall] 177[Wall] 178[Wall] 179[Wall] 180[Wall] 181[Wall] 182[Wall] 183[Wall] 184[Wall] 185[Wall] 186[Wall] 187[Wall] 188["Cap Start"] 189["Cap Start"] 190["Cap Start"] 191["Cap Start"] 192["Cap Start"] 193["Cap Start"] 194["Cap Start"] 195["Cap Start"] 196["Cap Start"] 197["Cap Start"] 198["Cap Start"] 199["Cap Start"] 200["Cap End"] 201["Cap End"] 202["Cap End"] 203["Cap End"] 204["Cap End"] 205["Cap End"] 206["Cap End"] 207["Cap End"] 208["Cap End"] 209["Cap End"] 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 Opposite"] 224["SweepEdge Opposite"] 225["SweepEdge Opposite"] 226["SweepEdge Opposite"] 227["SweepEdge Opposite"] 228["SweepEdge Opposite"] 229["SweepEdge Opposite"] 230["SweepEdge Opposite"] 231["SweepEdge Opposite"] 232["SweepEdge Opposite"] 233["SweepEdge Opposite"] 234["SweepEdge Opposite"] 235["SweepEdge Opposite"] 236["SweepEdge Opposite"] 237["SweepEdge Opposite"] 238["SweepEdge Opposite"] 239["SweepEdge Opposite"] 240["SweepEdge Opposite"] 241["SweepEdge Opposite"] 242["SweepEdge Opposite"] 243["SweepEdge Opposite"] 244["SweepEdge Opposite"] 245["SweepEdge Opposite"] 246["SweepEdge Opposite"] 247["SweepEdge Opposite"] 248["SweepEdge Opposite"] 249["SweepEdge Opposite"] 250["SweepEdge Opposite"] 251["SweepEdge Opposite"] 252["SweepEdge Opposite"] 253["SweepEdge Opposite"] 254["SweepEdge Opposite"] 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["SweepEdge Adjacent"] 268["SweepEdge Adjacent"] 269["SweepEdge Adjacent"] 270["SweepEdge Adjacent"] 271["SweepEdge Adjacent"] 272["SweepEdge Adjacent"] 273["SweepEdge Adjacent"] 274["SweepEdge Adjacent"] 275["SweepEdge Adjacent"] 276["SweepEdge Adjacent"] 277["SweepEdge Adjacent"] 278["SweepEdge Adjacent"] 279["SweepEdge Adjacent"] 280["SweepEdge Adjacent"] 281["SweepEdge Adjacent"] 282["SweepEdge Adjacent"] 283["SweepEdge Adjacent"] 284["SweepEdge Adjacent"] 285["SweepEdge Adjacent"] 286["SweepEdge Adjacent"] 287["SweepEdge Adjacent"] 288["SweepEdge Adjacent"] 289["SweepEdge Adjacent"] 290["SweepEdge Adjacent"] 291["SweepEdge Adjacent"] 292["SweepEdge Adjacent"] 293["SweepEdge Adjacent"] 294["SweepEdge Adjacent"] 295["SweepEdge Adjacent"] 296["SweepEdge Adjacent"] 297["SweepEdge Adjacent"] 298["SweepEdge Adjacent"] 299["SweepEdge Adjacent"] 1 --- 17 2 <--x 14 2 --- 18 2 --- 19 3 <--x 10 3 --- 20 4 <--x 13 4 --- 21 4 --- 22 5 <--x 9 5 --- 23 6 <--x 12 6 --- 26 6 --- 27 7 <--x 11 7 --- 28 8 --- 29 190 x--> 15 202 x--> 16 17 --- 30 17 --- 31 17 --- 32 17 --- 33 17 --- 34 17 --- 98 17 ---- 104 18 --- 35 18 --- 36 18 --- 37 18 --- 38 18 --- 39 18 --- 101 18 ---- 114 19 --- 40 19 --- 41 19 --- 42 19 --- 43 19 --- 44 19 --- 97 19 ---- 117 20 --- 45 20 --- 46 20 --- 47 20 --- 48 20 --- 49 20 --- 94 20 ---- 119 21 --- 50 21 --- 51 21 --- 52 21 --- 53 21 --- 54 21 --- 102 21 ---- 126 22 --- 55 22 --- 56 22 --- 57 22 --- 58 22 --- 59 22 --- 92 22 ---- 128 23 --- 60 23 --- 61 23 --- 62 23 --- 63 23 --- 64 23 --- 96 23 ---- 129 24 --- 65 24 --- 66 24 --- 67 24 --- 68 24 --- 69 24 --- 100 24 ---- 130 190 --- 24 25 --- 70 25 --- 71 25 --- 72 25 --- 73 25 --- 74 25 --- 91 25 ---- 133 202 --- 25 26 --- 75 26 --- 76 26 --- 77 26 --- 78 26 --- 79 26 --- 95 26 ---- 139 27 --- 80 27 --- 81 27 --- 82 27 --- 83 27 --- 84 27 --- 99 27 ---- 141 28 --- 85 28 --- 86 28 --- 87 28 --- 88 28 --- 89 29 --- 90 29 --- 93 29 ---- 142 30 --- 158 30 x--> 191 30 --- 223 30 --- 269 31 --- 156 31 x--> 191 31 --- 222 31 --- 267 32 --- 155 32 x--> 191 32 --- 224 32 --- 270 33 --- 157 33 x--> 191 33 --- 225 33 --- 268 35 --- 172 35 x--> 196 35 --- 242 35 --- 286 36 --- 175 36 x--> 196 36 --- 240 36 --- 285 37 --- 174 37 x--> 196 37 --- 241 37 --- 287 38 --- 173 38 x--> 196 38 --- 239 38 --- 284 40 --- 150 40 x--> 189 40 --- 215 40 --- 259 41 --- 147 41 x--> 189 41 --- 214 41 --- 261 42 --- 148 42 x--> 189 42 --- 217 42 --- 260 43 --- 149 43 x--> 189 43 --- 216 43 --- 262 45 --- 145 45 x--> 188 45 --- 210 45 --- 258 46 --- 143 46 x--> 188 46 --- 213 46 --- 256 47 --- 146 47 x--> 188 47 --- 212 47 --- 255 48 --- 144 48 x--> 188 48 --- 211 48 --- 257 50 --- 177 50 x--> 207 50 --- 246 50 --- 291 51 --- 179 51 x--> 207 51 --- 243 51 --- 289 52 --- 176 52 x--> 207 52 --- 244 52 --- 288 53 --- 178 53 x--> 207 53 --- 245 53 --- 290 55 --- 183 55 x--> 208 55 --- 249 55 --- 292 56 --- 181 56 x--> 208 56 --- 247 56 --- 294 57 --- 182 57 x--> 208 57 --- 250 57 --- 293 58 --- 180 58 x--> 208 58 --- 248 58 --- 295 60 --- 151 60 x--> 202 60 --- 220 60 --- 265 61 --- 154 61 x--> 202 61 --- 218 61 --- 264 62 --- 153 62 x--> 202 62 --- 221 62 --- 263 63 --- 152 63 x--> 202 63 --- 219 63 --- 266 65 --- 160 65 x--> 190 65 --- 230 65 --- 274 66 --- 163 66 x--> 190 66 --- 227 66 --- 272 67 --- 162 67 x--> 190 67 --- 229 67 --- 275 68 --- 161 68 x--> 190 68 --- 228 68 --- 273 70 --- 169 70 x--> 202 70 --- 237 70 --- 283 71 --- 171 71 x--> 202 71 --- 238 71 --- 281 72 --- 170 72 x--> 202 72 --- 236 72 --- 280 73 --- 168 73 x--> 202 73 --- 235 73 --- 282 75 --- 165 75 x--> 194 75 --- 234 75 --- 278 76 --- 164 76 x--> 194 76 --- 231 76 --- 277 77 --- 167 77 x--> 194 77 --- 233 77 --- 276 78 --- 166 78 x--> 194 78 --- 232 78 --- 279 80 --- 186 80 x--> 199 80 --- 254 80 --- 296 81 --- 187 81 x--> 199 81 --- 253 81 --- 297 82 --- 184 82 x--> 199 82 --- 252 82 --- 299 83 --- 185 83 x--> 199 83 --- 251 83 --- 298 90 --- 159 90 x--> 193 90 --- 226 90 --- 271 104 --- 155 104 --- 156 104 --- 157 104 --- 158 104 --- 191 104 --- 203 104 --- 222 104 --- 223 104 --- 224 104 --- 225 104 --- 267 104 --- 268 104 --- 269 104 --- 270 114 --- 172 114 --- 173 114 --- 174 114 --- 175 114 --- 196 114 --- 206 114 --- 239 114 --- 240 114 --- 241 114 --- 242 114 --- 284 114 --- 285 114 --- 286 114 --- 287 117 --- 147 117 --- 148 117 --- 149 117 --- 150 117 --- 189 117 --- 201 117 --- 214 117 --- 215 117 --- 216 117 --- 217 117 --- 259 117 --- 260 117 --- 261 117 --- 262 119 --- 143 119 --- 144 119 --- 145 119 --- 146 119 --- 188 119 --- 200 119 --- 210 119 --- 211 119 --- 212 119 --- 213 119 --- 255 119 --- 256 119 --- 257 119 --- 258 126 --- 176 126 --- 177 126 --- 178 126 --- 179 126 --- 197 126 --- 207 126 --- 243 126 --- 244 126 --- 245 126 --- 246 126 --- 288 126 --- 289 126 --- 290 126 --- 291 128 --- 180 128 --- 181 128 --- 182 128 --- 183 128 --- 198 128 --- 208 128 --- 247 128 --- 248 128 --- 249 128 --- 250 128 --- 292 128 --- 293 128 --- 294 128 --- 295 129 --- 151 129 --- 152 129 --- 153 129 --- 154 129 --- 190 129 --- 202 129 --- 218 129 --- 219 129 --- 220 129 --- 221 129 --- 263 129 --- 264 129 --- 265 129 --- 266 130 --- 160 130 --- 161 130 --- 162 130 --- 163 130 --- 204 130 --- 227 130 --- 228 130 --- 229 130 --- 230 130 --- 272 130 --- 273 130 --- 274 130 --- 275 133 --- 168 133 --- 169 133 --- 170 133 --- 171 133 --- 195 133 --- 235 133 --- 236 133 --- 237 133 --- 238 133 --- 280 133 --- 281 133 --- 282 133 --- 283 139 --- 164 139 --- 165 139 --- 166 139 --- 167 139 --- 194 139 --- 205 139 --- 231 139 --- 232 139 --- 233 139 --- 234 139 --- 276 139 --- 277 139 --- 278 139 --- 279 141 --- 184 141 --- 185 141 --- 186 141 --- 187 141 --- 199 141 --- 209 141 --- 251 141 --- 252 141 --- 253 141 --- 254 141 --- 296 141 --- 297 141 --- 298 141 --- 299 142 --- 159 142 --- 192 142 --- 193 142 --- 226 142 --- 271 213 <--x 143 256 <--x 143 258 <--x 143 211 <--x 144 255 <--x 144 257 <--x 144 210 <--x 145 257 <--x 145 258 <--x 145 212 <--x 146 255 <--x 146 256 <--x 146 214 <--x 147 259 <--x 147 261 <--x 147 217 <--x 148 260 <--x 148 261 <--x 148 216 <--x 149 260 <--x 149 262 <--x 149 215 <--x 150 259 <--x 150 262 <--x 150 220 <--x 151 265 <--x 151 266 <--x 151 219 <--x 152 263 <--x 152 266 <--x 152 221 <--x 153 263 <--x 153 264 <--x 153 218 <--x 154 264 <--x 154 265 <--x 154 224 <--x 155 267 <--x 155 270 <--x 155 222 <--x 156 267 <--x 156 269 <--x 156 225 <--x 157 268 <--x 157 270 <--x 157 223 <--x 158 268 <--x 158 269 <--x 158 226 <--x 159 271 <--x 159 230 <--x 160 273 <--x 160 274 <--x 160 228 <--x 161 273 <--x 161 275 <--x 161 229 <--x 162 272 <--x 162 275 <--x 162 227 <--x 163 272 <--x 163 274 <--x 163 231 <--x 164 277 <--x 164 278 <--x 164 234 <--x 165 278 <--x 165 279 <--x 165 232 <--x 166 276 <--x 166 279 <--x 166 233 <--x 167 276 <--x 167 277 <--x 167 235 <--x 168 280 <--x 168 282 <--x 168 237 <--x 169 282 <--x 169 283 <--x 169 236 <--x 170 280 <--x 170 281 <--x 170 238 <--x 171 281 <--x 171 283 <--x 171 242 <--x 172 284 <--x 172 286 <--x 172 239 <--x 173 284 <--x 173 287 <--x 173 241 <--x 174 285 <--x 174 287 <--x 174 240 <--x 175 285 <--x 175 286 <--x 175 244 <--x 176 288 <--x 176 289 <--x 176 246 <--x 177 290 <--x 177 291 <--x 177 245 <--x 178 288 <--x 178 290 <--x 178 243 <--x 179 289 <--x 179 291 <--x 179 248 <--x 180 293 <--x 180 295 <--x 180 247 <--x 181 292 <--x 181 294 <--x 181 250 <--x 182 293 <--x 182 294 <--x 182 249 <--x 183 292 <--x 183 295 <--x 183 252 <--x 184 297 <--x 184 299 <--x 184 251 <--x 185 298 <--x 185 299 <--x 185 254 <--x 186 296 <--x 186 298 <--x 186 253 <--x 187 296 <--x 187 297 <--x 187 218 <--x 190 219 <--x 190 220 <--x 190 221 <--x 190 226 <--x 192 235 <--x 195 236 <--x 195 237 <--x 195 238 <--x 195 243 <--x 197 244 <--x 197 245 <--x 197 246 <--x 197 247 <--x 198 248 <--x 198 249 <--x 198 250 <--x 198 210 <--x 200 211 <--x 200 212 <--x 200 213 <--x 200 214 <--x 201 215 <--x 201 216 <--x 201 217 <--x 201 222 <--x 203 223 <--x 203 224 <--x 203 225 <--x 203 227 <--x 204 228 <--x 204 229 <--x 204 230 <--x 204 231 <--x 205 232 <--x 205 233 <--x 205 234 <--x 205 239 <--x 206 240 <--x 206 241 <--x 206 242 <--x 206 251 <--x 209 252 <--x 209 253 <--x 209 254 <--x 209 ```