```mermaid flowchart LR subgraph path2 [Path] 2["Path
[672, 706, 0]"] 3["Segment
[712, 744, 0]"] 4["Segment
[750, 782, 0]"] 5["Segment
[788, 821, 0]"] 6["Segment
[827, 883, 0]"] 7["Segment
[889, 896, 0]"] 8[Solid2d] end subgraph path32 [Path] 32["Path
[1289, 1342, 0]"] 33["Segment
[1348, 1380, 0]"] 34["Segment
[1386, 1418, 0]"] 35["Segment
[1424, 1457, 0]"] 36["Segment
[1463, 1519, 0]"] 37["Segment
[1525, 1532, 0]"] 38[Solid2d] end subgraph path59 [Path] 59["Path
[1797, 1850, 0]"] 60["Segment
[1856, 1888, 0]"] 61["Segment
[1894, 1926, 0]"] 62["Segment
[1932, 1965, 0]"] 63["Segment
[1971, 2027, 0]"] 64["Segment
[2033, 2040, 0]"] 65[Solid2d] end subgraph path83 [Path] 83["Path
[2436, 2491, 0]"] 84["Segment
[2497, 2529, 0]"] 85["Segment
[2535, 2567, 0]"] 86["Segment
[2573, 2606, 0]"] 87["Segment
[2612, 2668, 0]"] 88["Segment
[2674, 2681, 0]"] 89[Solid2d] end subgraph path111 [Path] 111["Path
[2983, 3021, 0]"] 112["Segment
[3027, 3059, 0]"] 113["Segment
[3065, 3091, 0]"] 114["Segment
[3097, 3130, 0]"] 115["Segment
[3136, 3192, 0]"] 116["Segment
[3198, 3205, 0]"] 117[Solid2d] end subgraph path134 [Path] 134["Path
[3388, 3441, 0]"] 135["Segment
[3447, 3479, 0]"] 136["Segment
[3485, 3517, 0]"] 137["Segment
[3523, 3556, 0]"] 138["Segment
[3562, 3618, 0]"] 139["Segment
[3624, 3631, 0]"] 140[Solid2d] end subgraph path158 [Path] 158["Path
[3859, 3896, 0]"] 159["Segment
[3902, 3928, 0]"] 160["Segment
[3934, 3960, 0]"] 161["Segment
[3966, 3993, 0]"] 162["Segment
[3999, 4055, 0]"] 163["Segment
[4061, 4068, 0]"] 164[Solid2d] end subgraph path180 [Path] 180["Path
[4350, 4418, 0]"] 181["Segment
[4424, 4450, 0]"] 182["Segment
[4456, 4482, 0]"] 183["Segment
[4488, 4515, 0]"] 184["Segment
[4521, 4577, 0]"] 185["Segment
[4583, 4590, 0]"] 186[Solid2d] end subgraph path202 [Path] 202["Path
[4779, 4900, 0]"] 203["Segment
[4906, 4955, 0]"] 204["Segment
[4961, 5009, 0]"] 205["Segment
[5015, 5063, 0]"] 206["Segment
[5069, 5125, 0]"] 207["Segment
[5131, 5138, 0]"] 208[Solid2d] end subgraph path225 [Path] 225["Path
[5670, 5711, 0]"] 226["Segment
[5717, 5749, 0]"] 227["Segment
[5755, 5780, 0]"] 228["Segment
[5786, 5819, 0]"] 229["Segment
[5825, 5881, 0]"] 230["Segment
[5887, 5894, 0]"] 231[Solid2d] end subgraph path252 [Path] 252["Path
[6181, 6222, 0]"] 253["Segment
[6228, 6254, 0]"] 254["Segment
[6260, 6292, 0]"] 255["Segment
[6298, 6325, 0]"] 256["Segment
[6331, 6387, 0]"] 257["Segment
[6393, 6400, 0]"] 258[Solid2d] end subgraph path276 [Path] 276["Path
[6877, 6927, 0]"] 277["Segment
[6933, 6970, 0]"] 278["Segment
[6976, 7060, 0]"] 279["Segment
[7066, 7102, 0]"] 280["Segment
[7108, 7200, 0]"] 281["Segment
[7206, 7242, 0]"] end subgraph path283 [Path] 283["Path
[7305, 7416, 0]"] 284["Segment
[7305, 7416, 0]"] 285[Solid2d] end 1["Plane
[565, 582, 0]"] 9["Sweep Extrusion
[1057, 1084, 0]"] 10[Wall] 11[Wall] 12[Wall] 13[Wall] 14["Cap Start"] 15["Cap End"] 16["SweepEdge Opposite"] 17["SweepEdge Adjacent"] 18["SweepEdge Opposite"] 19["SweepEdge Adjacent"] 20["SweepEdge Opposite"] 21["SweepEdge Adjacent"] 22["SweepEdge Opposite"] 23["SweepEdge Adjacent"] 24["Sweep Extrusion
[1057, 1084, 0]"] 25["Sweep Extrusion
[1057, 1084, 0]"] 26["Sweep Extrusion
[1057, 1084, 0]"] 27["Sweep Extrusion
[1057, 1084, 0]"] 28["Sweep Extrusion
[1057, 1084, 0]"] 29["Sweep Extrusion
[1057, 1084, 0]"] 30["Sweep Extrusion
[1057, 1084, 0]"] 31["Plane
[1216, 1270, 0]"] 39["Sweep Extrusion
[1695, 1729, 0]"] 40[Wall] 41[Wall] 42[Wall] 43[Wall] 44["Cap Start"] 45["Cap End"] 46["SweepEdge Opposite"] 47["SweepEdge Adjacent"] 48["SweepEdge Opposite"] 49["SweepEdge Adjacent"] 50["SweepEdge Opposite"] 51["SweepEdge Adjacent"] 52["SweepEdge Opposite"] 53["SweepEdge Adjacent"] 54["Sweep Extrusion
[1695, 1729, 0]"] 55["Sweep Extrusion
[1695, 1729, 0]"] 56["Sweep Extrusion
[1695, 1729, 0]"] 57["Sweep Extrusion
[1695, 1729, 0]"] 58["Sweep Extrusion
[1695, 1729, 0]"] 66["Sweep Extrusion
[2139, 2173, 0]"] 67[Wall] 68[Wall] 69[Wall] 70[Wall] 71["Cap Start"] 72["Cap End"] 73["SweepEdge Opposite"] 74["SweepEdge Adjacent"] 75["SweepEdge Opposite"] 76["SweepEdge Adjacent"] 77["SweepEdge Opposite"] 78["SweepEdge Adjacent"] 79["SweepEdge Opposite"] 80["SweepEdge Adjacent"] 81["Sweep Extrusion
[2139, 2173, 0]"] 82["Plane
[2290, 2341, 0]"] 90["Sweep Extrusion
[2844, 2879, 0]"] 91[Wall] 92[Wall] 93[Wall] 94[Wall] 95["Cap Start"] 96["Cap End"] 97["SweepEdge Opposite"] 98["SweepEdge Adjacent"] 99["SweepEdge Opposite"] 100["SweepEdge Adjacent"] 101["SweepEdge Opposite"] 102["SweepEdge Adjacent"] 103["SweepEdge Opposite"] 104["SweepEdge Adjacent"] 105["Sweep Extrusion
[2844, 2879, 0]"] 106["Sweep Extrusion
[2844, 2879, 0]"] 107["Sweep Extrusion
[2844, 2879, 0]"] 108["Sweep Extrusion
[2844, 2879, 0]"] 109["Sweep Extrusion
[2844, 2879, 0]"] 110["Plane
[2926, 2963, 0]"] 118["Sweep Extrusion
[3285, 3320, 0]"] 119[Wall] 120[Wall] 121[Wall] 122[Wall] 123["Cap Start"] 124["Cap End"] 125["SweepEdge Opposite"] 126["SweepEdge Adjacent"] 127["SweepEdge Opposite"] 128["SweepEdge Adjacent"] 129["SweepEdge Opposite"] 130["SweepEdge Adjacent"] 131["SweepEdge Opposite"] 132["SweepEdge Adjacent"] 133["Sweep Extrusion
[3285, 3320, 0]"] 141["Sweep Extrusion
[3730, 3765, 0]"] 142[Wall] 143[Wall] 144[Wall] 145[Wall] 146["Cap Start"] 147["Cap End"] 148["SweepEdge Opposite"] 149["SweepEdge Adjacent"] 150["SweepEdge Opposite"] 151["SweepEdge Adjacent"] 152["SweepEdge Opposite"] 153["SweepEdge Adjacent"] 154["SweepEdge Opposite"] 155["SweepEdge Adjacent"] 156["Sweep Extrusion
[3730, 3765, 0]"] 157["Plane
[3805, 3842, 0]"] 165["Sweep Extrusion
[4074, 4107, 0]"] 166[Wall] 167[Wall] 168[Wall] 169[Wall] 170["Cap Start"] 171["Cap End"] 172["SweepEdge Opposite"] 173["SweepEdge Adjacent"] 174["SweepEdge Opposite"] 175["SweepEdge Adjacent"] 176["SweepEdge Opposite"] 177["SweepEdge Adjacent"] 178["SweepEdge Opposite"] 179["SweepEdge Adjacent"] 187["Sweep Extrusion
[4680, 4707, 0]"] 188[Wall] 189[Wall] 190[Wall] 191[Wall] 192["Cap End"] 193["SweepEdge Opposite"] 194["SweepEdge Adjacent"] 195["SweepEdge Opposite"] 196["SweepEdge Adjacent"] 197["SweepEdge Opposite"] 198["SweepEdge Adjacent"] 199["SweepEdge Opposite"] 200["SweepEdge Adjacent"] 201["Sweep Extrusion
[4680, 4707, 0]"] 209["Sweep Extrusion
[5227, 5255, 0]"] 210[Wall] 211[Wall] 212[Wall] 213[Wall] 214["Cap Start"] 215["SweepEdge Opposite"] 216["SweepEdge Adjacent"] 217["SweepEdge Opposite"] 218["SweepEdge Adjacent"] 219["SweepEdge Opposite"] 220["SweepEdge Adjacent"] 221["SweepEdge Opposite"] 222["SweepEdge Adjacent"] 223["Sweep Extrusion
[5227, 5255, 0]"] 224["Plane
[5608, 5657, 0]"] 232["Sweep Extrusion
[5993, 6021, 0]"] 233[Wall] 234[Wall] 235[Wall] 236[Wall] 237["Cap Start"] 238["Cap End"] 239["SweepEdge Opposite"] 240["SweepEdge Adjacent"] 241["SweepEdge Opposite"] 242["SweepEdge Adjacent"] 243["SweepEdge Opposite"] 244["SweepEdge Adjacent"] 245["SweepEdge Opposite"] 246["SweepEdge Adjacent"] 247["Sweep Extrusion
[5993, 6021, 0]"] 248["Sweep Extrusion
[5993, 6021, 0]"] 249["Sweep Extrusion
[5993, 6021, 0]"] 250["Sweep Extrusion
[5993, 6021, 0]"] 251["Sweep Extrusion
[5993, 6021, 0]"] 259["Sweep Extrusion
[6482, 6510, 0]"] 260[Wall] 261[Wall] 262[Wall] 263[Wall] 264["Cap Start"] 265["Cap End"] 266["SweepEdge Opposite"] 267["SweepEdge Adjacent"] 268["SweepEdge Opposite"] 269["SweepEdge Adjacent"] 270["SweepEdge Opposite"] 271["SweepEdge Adjacent"] 272["SweepEdge Opposite"] 273["SweepEdge Adjacent"] 274["Sweep Extrusion
[6482, 6510, 0]"] 275["Plane
[6803, 6854, 0]"] 282["Plane
[7264, 7281, 0]"] 286["Sweep Sweep
[7430, 7483, 0]"] 287[Wall] 288["Cap Start"] 289["Cap Start"] 290["SweepEdge Opposite"] 291["SweepEdge Adjacent"] 292["StartSketchOnPlane
[1202, 1271, 0]"] 293["StartSketchOnPlane
[2276, 2342, 0]"] 294["StartSketchOnPlane
[2912, 2964, 0]"] 295["StartSketchOnPlane
[3791, 3843, 0]"] 296["StartSketchOnFace
[4295, 4331, 0]"] 297["StartSketchOnFace
[4727, 4761, 0]"] 298["StartSketchOnPlane
[5594, 5658, 0]"] 299["StartSketchOnPlane
[6789, 6855, 0]"] 1 --- 2 2 --- 3 2 --- 4 2 --- 5 2 --- 6 2 --- 7 2 ---- 9 2 --- 8 3 --- 13 3 --- 22 3 --- 23 4 --- 12 4 --- 20 4 --- 21 5 --- 11 5 --- 18 5 --- 19 6 --- 10 6 --- 16 6 --- 17 9 --- 10 9 --- 11 9 --- 12 9 --- 13 9 --- 14 9 --- 15 9 --- 16 9 --- 17 9 --- 18 9 --- 19 9 --- 20 9 --- 21 9 --- 22 9 --- 23 31 --- 32 31 --- 59 32 --- 33 32 --- 34 32 --- 35 32 --- 36 32 --- 37 32 ---- 39 32 --- 38 33 --- 43 33 --- 52 33 --- 53 34 --- 42 34 --- 50 34 --- 51 35 --- 41 35 --- 48 35 --- 49 36 --- 40 36 --- 46 36 --- 47 39 --- 40 39 --- 41 39 --- 42 39 --- 43 39 --- 44 39 --- 45 39 --- 46 39 --- 47 39 --- 48 39 --- 49 39 --- 50 39 --- 51 39 --- 52 39 --- 53 59 --- 60 59 --- 61 59 --- 62 59 --- 63 59 --- 64 59 ---- 66 59 --- 65 60 --- 70 60 --- 79 60 --- 80 61 --- 69 61 --- 77 61 --- 78 62 --- 68 62 --- 75 62 --- 76 63 --- 67 63 --- 73 63 --- 74 66 --- 67 66 --- 68 66 --- 69 66 --- 70 66 --- 71 66 --- 72 66 --- 73 66 --- 74 66 --- 75 66 --- 76 66 --- 77 66 --- 78 66 --- 79 66 --- 80 82 --- 83 83 --- 84 83 --- 85 83 --- 86 83 --- 87 83 --- 88 83 ---- 90 83 --- 89 84 --- 94 84 --- 103 84 --- 104 85 --- 93 85 --- 101 85 --- 102 86 --- 92 86 --- 99 86 --- 100 87 --- 91 87 --- 97 87 --- 98 90 --- 91 90 --- 92 90 --- 93 90 --- 94 90 --- 95 90 --- 96 90 --- 97 90 --- 98 90 --- 99 90 --- 100 90 --- 101 90 --- 102 90 --- 103 90 --- 104 110 --- 111 110 --- 134 111 --- 112 111 --- 113 111 --- 114 111 --- 115 111 --- 116 111 ---- 118 111 --- 117 112 --- 122 112 --- 131 112 --- 132 113 --- 121 113 --- 129 113 --- 130 114 --- 120 114 --- 127 114 --- 128 115 --- 119 115 --- 125 115 --- 126 118 --- 119 118 --- 120 118 --- 121 118 --- 122 118 --- 123 118 --- 124 118 --- 125 118 --- 126 118 --- 127 118 --- 128 118 --- 129 118 --- 130 118 --- 131 118 --- 132 134 --- 135 134 --- 136 134 --- 137 134 --- 138 134 --- 139 134 ---- 141 134 --- 140 135 --- 145 135 --- 154 135 --- 155 136 --- 144 136 --- 152 136 --- 153 137 --- 143 137 --- 150 137 --- 151 138 --- 142 138 --- 148 138 --- 149 141 --- 142 141 --- 143 141 --- 144 141 --- 145 141 --- 146 141 --- 147 141 --- 148 141 --- 149 141 --- 150 141 --- 151 141 --- 152 141 --- 153 141 --- 154 141 --- 155 157 --- 158 158 --- 159 158 --- 160 158 --- 161 158 --- 162 158 --- 163 158 ---- 165 158 --- 164 159 --- 169 159 --- 178 159 --- 179 160 --- 168 160 --- 176 160 --- 177 161 --- 167 161 --- 174 161 --- 175 162 --- 166 162 --- 172 162 --- 173 165 --- 166 165 --- 167 165 --- 168 165 --- 169 165 --- 170 165 --- 171 165 --- 172 165 --- 173 165 --- 174 165 --- 175 165 --- 176 165 --- 177 165 --- 178 165 --- 179 170 --- 180 171 --- 202 180 --- 181 180 --- 182 180 --- 183 180 --- 184 180 --- 185 180 ---- 187 180 --- 186 181 --- 188 181 --- 193 181 --- 194 182 --- 189 182 --- 195 182 --- 196 183 --- 190 183 --- 197 183 --- 198 184 --- 191 184 --- 199 184 --- 200 187 --- 188 187 --- 189 187 --- 190 187 --- 191 187 --- 192 187 --- 193 187 --- 194 187 --- 195 187 --- 196 187 --- 197 187 --- 198 187 --- 199 187 --- 200 202 --- 203 202 --- 204 202 --- 205 202 --- 206 202 --- 207 202 ---- 209 202 --- 208 203 --- 213 203 --- 221 203 --- 222 204 --- 212 204 --- 219 204 --- 220 205 --- 211 205 --- 217 205 --- 218 206 --- 210 206 --- 215 206 --- 216 209 --- 210 209 --- 211 209 --- 212 209 --- 213 209 --- 214 209 --- 215 209 --- 216 209 --- 217 209 --- 218 209 --- 219 209 --- 220 209 --- 221 209 --- 222 224 --- 225 224 --- 252 225 --- 226 225 --- 227 225 --- 228 225 --- 229 225 --- 230 225 ---- 232 225 --- 231 226 --- 236 226 --- 245 226 --- 246 227 --- 235 227 --- 243 227 --- 244 228 --- 234 228 --- 241 228 --- 242 229 --- 233 229 --- 239 229 --- 240 232 --- 233 232 --- 234 232 --- 235 232 --- 236 232 --- 237 232 --- 238 232 --- 239 232 --- 240 232 --- 241 232 --- 242 232 --- 243 232 --- 244 232 --- 245 232 --- 246 252 --- 253 252 --- 254 252 --- 255 252 --- 256 252 --- 257 252 ---- 259 252 --- 258 253 --- 263 253 --- 272 253 --- 273 254 --- 262 254 --- 270 254 --- 271 255 --- 261 255 --- 268 255 --- 269 256 --- 260 256 --- 266 256 --- 267 259 --- 260 259 --- 261 259 --- 262 259 --- 263 259 --- 264 259 --- 265 259 --- 266 259 --- 267 259 --- 268 259 --- 269 259 --- 270 259 --- 271 259 --- 272 259 --- 273 275 --- 276 276 --- 277 276 --- 278 276 --- 279 276 --- 280 276 --- 281 282 --- 283 283 --- 284 283 ---- 286 283 --- 285 284 --- 287 284 --- 290 284 --- 291 286 --- 287 286 --- 288 286 --- 289 286 --- 290 286 --- 291 31 <--x 292 82 <--x 293 110 <--x 294 157 <--x 295 170 <--x 296 171 <--x 297 224 <--x 298 275 <--x 299 ```