```mermaid flowchart LR subgraph path16 [Path] 16["Path
[265, 309, 0]"] 29["Segment
[315, 379, 0]"] 30["Segment
[385, 483, 0]"] 31["Segment
[489, 606, 0]"] 32["Segment
[612, 668, 0]"] 33["Segment
[674, 681, 0]"] 102[Solid2d] end subgraph path17 [Path] 17["Path
[971, 1015, 0]"] 34["Segment
[1021, 1040, 0]"] 35["Segment
[1046, 1080, 0]"] 36["Segment
[1086, 1137, 0]"] 37["Segment
[1143, 1194, 0]"] 38["Segment
[1200, 1251, 0]"] 39["Segment
[1257, 1315, 0]"] 40["Segment
[1321, 1370, 0]"] 41["Segment
[1376, 1416, 0]"] 42["Segment
[1422, 1441, 0]"] 43["Segment
[1447, 1500, 0]"] 44["Segment
[1506, 1555, 0]"] 45["Segment
[1561, 1631, 0]"] 46["Segment
[1637, 1688, 0]"] 47["Segment
[1694, 1764, 0]"] 48["Segment
[1770, 1821, 0]"] 49["Segment
[1827, 1883, 0]"] 50["Segment
[1889, 1896, 0]"] 108[Solid2d] end subgraph path18 [Path] 18["Path
[2163, 2222, 0]"] 51["Segment
[2163, 2222, 0]"] 106[Solid2d] end subgraph path19 [Path] 19["Path
[2328, 2358, 0]"] 52["Segment
[2364, 2383, 0]"] 53["Segment
[2389, 2439, 0]"] 54["Segment
[2445, 2501, 0]"] 55["Segment
[2507, 2514, 0]"] 97[Solid2d] end subgraph path20 [Path] 20["Path
[2752, 2783, 0]"] 56["Segment
[2789, 2834, 0]"] 57["Segment
[2840, 2917, 0]"] 58["Segment
[2923, 2962, 0]"] 59["Segment
[2968, 3014, 0]"] 60["Segment
[3020, 3045, 0]"] 61["Segment
[3051, 3107, 0]"] 62["Segment
[3113, 3120, 0]"] 105[Solid2d] end subgraph path21 [Path] 21["Path
[3200, 3227, 0]"] 63["Segment
[3233, 3253, 0]"] 64["Segment
[3259, 3302, 0]"] 65["Segment
[3308, 3326, 0]"] 66["Segment
[3332, 3352, 0]"] 67["Segment
[3358, 3378, 0]"] 68["Segment
[3384, 3424, 0]"] 69["Segment
[3430, 3486, 0]"] 70["Segment
[3492, 3499, 0]"] 104[Solid2d] end subgraph path22 [Path] 22["Path
[3603, 3662, 0]"] 71["Segment
[3603, 3662, 0]"] 109[Solid2d] end subgraph path23 [Path] 23["Path
[3686, 3723, 0]"] 72["Segment
[3686, 3723, 0]"] 103[Solid2d] end subgraph path24 [Path] 24["Path
[3867, 3905, 0]"] 73["Segment
[3867, 3905, 0]"] 101[Solid2d] end subgraph path25 [Path] 25["Path
[4183, 4221, 0]"] 74["Segment
[4183, 4221, 0]"] 98[Solid2d] end subgraph path26 [Path] 26["Path
[4473, 4525, 0]"] 75["Segment
[4473, 4525, 0]"] 100[Solid2d] end subgraph path27 [Path] 27["Path
[4770, 4814, 0]"] 76["Segment
[4820, 4860, 0]"] 77["Segment
[4866, 4885, 0]"] 78["Segment
[4891, 4910, 0]"] 79["Segment
[4916, 4935, 0]"] 80["Segment
[4941, 4966, 0]"] 81["Segment
[4972, 5080, 0]"] 82["Segment
[5086, 5142, 0]"] 83["Segment
[5148, 5155, 0]"] 107[Solid2d] end subgraph path28 [Path] 28["Path
[5285, 5314, 0]"] 84["Segment
[5320, 5341, 0]"] 85["Segment
[5347, 5387, 0]"] 86["Segment
[5393, 5433, 0]"] 87["Segment
[5439, 5480, 0]"] 88["Segment
[5486, 5508, 0]"] 89["Segment
[5514, 5535, 0]"] 90["Segment
[5541, 5566, 0]"] 91["Segment
[5572, 5612, 0]"] 92["Segment
[5618, 5659, 0]"] 93["Segment
[5665, 5706, 0]"] 94["Segment
[5712, 5733, 0]"] 95["Segment
[5739, 5795, 0]"] 96["Segment
[5801, 5808, 0]"] 99[Solid2d] end 1["Plane
[242, 259, 0]"] 2["Plane
[942, 965, 0]"] 3["Plane
[2129, 2156, 0]"] 4["Plane
[2729, 2746, 0]"] 5["Plane
[3177, 3194, 0]"] 6["Plane
[3566, 3596, 0]"] 7["Plane
[4450, 4467, 0]"] 8["Plane
[4747, 4764, 0]"] 9["Plane
[5233, 5278, 0]"] 10["StartSketchOnPlane
[5219, 5279, 0]"] 11["StartSketchOnPlane
[2115, 2157, 0]"] 12["StartSketchOnPlane
[3552, 3597, 0]"] 13["StartSketchOnFace
[2285, 2322, 0]"] 14["StartSketchOnFace
[4140, 4177, 0]"] 15["StartSketchOnFace
[3824, 3861, 0]"] 110["Sweep Revolve
[687, 717, 0]"] 111["Sweep Extrusion
[1902, 1924, 0]"] 112["Sweep Extrusion
[2237, 2271, 0]"] 113["Sweep Extrusion
[2663, 2698, 0]"] 114["Sweep Extrusion
[2663, 2698, 0]"] 115["Sweep Extrusion
[2663, 2698, 0]"] 116["Sweep Revolve
[3126, 3143, 0]"] 117["Sweep Revolve
[3505, 3522, 0]"] 118["Sweep Extrusion
[3739, 3773, 0]"] 119["Sweep Extrusion
[4054, 4089, 0]"] 120["Sweep Extrusion
[4054, 4089, 0]"] 121["Sweep Extrusion
[4054, 4089, 0]"] 122["Sweep Extrusion
[4054, 4089, 0]"] 123["Sweep Extrusion
[4054, 4089, 0]"] 124["Sweep Extrusion
[4054, 4089, 0]"] 125["Sweep Extrusion
[4054, 4089, 0]"] 126["Sweep Extrusion
[4054, 4089, 0]"] 127["Sweep Extrusion
[4370, 4405, 0]"] 128["Sweep Extrusion
[4370, 4405, 0]"] 129["Sweep Extrusion
[4370, 4405, 0]"] 130["Sweep Extrusion
[4370, 4405, 0]"] 131["Sweep Extrusion
[4621, 4662, 0]"] 132["Sweep Revolve
[5161, 5178, 0]"] 133["Sweep Extrusion
[5822, 5867, 0]"] 134[Wall] 135[Wall] 136[Wall] 137[Wall] 138[Wall] 139[Wall] 140[Wall] 141[Wall] 142[Wall] 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[Wall] 189[Wall] 190[Wall] 191[Wall] 192[Wall] 193[Wall] 194["Cap Start"] 195["Cap Start"] 196["Cap Start"] 197["Cap Start"] 198["Cap Start"] 199["Cap End"] 200["Cap End"] 201["Cap End"] 202["Cap End"] 203["Cap End"] 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 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 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["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"] 1 --- 16 2 --- 17 3 <--x 11 3 --- 18 4 --- 20 5 --- 21 6 <--x 12 6 --- 22 6 --- 23 7 --- 26 8 --- 27 9 <--x 10 9 --- 28 200 x--> 13 203 x--> 14 203 x--> 15 16 --- 29 16 --- 30 16 --- 31 16 --- 32 16 --- 33 16 --- 102 16 ---- 110 17 --- 34 17 --- 35 17 --- 36 17 --- 37 17 --- 38 17 --- 39 17 --- 40 17 --- 41 17 --- 42 17 --- 43 17 --- 44 17 --- 45 17 --- 46 17 --- 47 17 --- 48 17 --- 49 17 --- 50 17 --- 108 17 ---- 111 18 --- 51 18 --- 106 18 ---- 112 19 --- 52 19 --- 53 19 --- 54 19 --- 55 19 --- 97 19 ---- 114 200 --- 19 20 --- 56 20 --- 57 20 --- 58 20 --- 59 20 --- 60 20 --- 61 20 --- 62 20 --- 105 20 ---- 116 21 --- 63 21 --- 64 21 --- 65 21 --- 66 21 --- 67 21 --- 68 21 --- 69 21 --- 70 21 --- 104 21 ---- 117 22 --- 71 22 --- 109 22 ---- 118 23 --- 72 23 --- 103 24 --- 73 24 --- 101 24 ---- 125 203 --- 24 25 --- 74 25 --- 98 25 ---- 127 203 --- 25 26 --- 75 26 --- 100 26 ---- 131 27 --- 76 27 --- 77 27 --- 78 27 --- 79 27 --- 80 27 --- 81 27 --- 82 27 --- 83 27 --- 107 27 ---- 132 28 --- 84 28 --- 85 28 --- 86 28 --- 87 28 --- 88 28 --- 89 28 --- 90 28 --- 91 28 --- 92 28 --- 93 28 --- 94 28 --- 95 28 --- 96 28 --- 99 28 ---- 133 110 <--x 29 29 --- 140 29 x--> 243 110 <--x 30 30 --- 138 30 --- 243 110 <--x 31 31 --- 137 31 --- 245 110 <--x 32 32 --- 139 32 --- 244 34 --- 189 34 x--> 194 34 --- 228 34 --- 291 35 --- 185 35 x--> 194 35 --- 227 35 --- 295 36 --- 182 36 x--> 194 36 --- 233 36 --- 286 37 --- 186 37 x--> 194 37 --- 226 37 --- 292 38 --- 190 38 x--> 194 38 --- 235 38 --- 293 39 --- 193 39 x--> 194 39 --- 236 39 --- 294 40 --- 180 40 x--> 194 40 --- 231 40 --- 298 41 --- 191 41 x--> 194 41 --- 234 41 --- 285 42 --- 184 42 x--> 194 42 --- 225 42 --- 297 43 --- 183 43 x--> 194 43 --- 230 43 --- 288 44 --- 192 44 x--> 194 44 --- 232 44 --- 290 45 --- 188 45 x--> 194 45 --- 229 45 --- 287 46 --- 178 46 x--> 194 46 --- 239 46 --- 284 47 --- 181 47 x--> 194 47 --- 224 47 --- 289 48 --- 187 48 x--> 194 48 --- 238 48 --- 283 49 --- 179 49 x--> 194 49 --- 237 49 --- 296 51 --- 141 51 x--> 195 51 --- 207 51 --- 246 52 --- 154 52 x--> 200 52 --- 220 52 --- 260 53 --- 155 53 x--> 200 53 --- 221 53 --- 259 54 --- 156 54 x--> 200 54 --- 222 54 --- 261 116 <--x 56 56 --- 160 56 --- 262 116 <--x 57 57 --- 158 57 --- 266 116 <--x 58 58 --- 157 58 --- 265 116 <--x 59 59 --- 159 59 --- 264 116 <--x 60 60 --- 162 60 --- 267 116 <--x 61 61 --- 161 61 --- 263 117 <--x 63 63 --- 163 63 --- 269 117 <--x 64 64 --- 165 64 --- 272 117 <--x 65 65 --- 166 65 --- 268 117 <--x 66 66 --- 164 66 --- 271 117 <--x 67 67 --- 167 67 --- 274 117 <--x 68 68 --- 169 68 --- 273 117 <--x 69 69 --- 168 69 --- 270 71 --- 136 71 x--> 198 71 --- 206 71 --- 242 73 --- 170 73 x--> 203 73 --- 223 73 --- 275 74 --- 134 74 x--> 203 74 --- 204 74 --- 240 75 --- 135 75 x--> 196 75 --- 205 75 --- 241 132 <--x 76 76 --- 177 76 --- 278 132 <--x 77 77 --- 175 77 --- 282 132 <--x 78 78 --- 173 78 --- 280 132 <--x 79 79 --- 172 79 --- 281 132 <--x 80 80 --- 174 80 --- 277 132 <--x 81 81 --- 176 81 --- 276 132 <--x 82 82 --- 171 82 --- 279 84 --- 145 84 x--> 202 84 --- 210 84 --- 253 85 --- 152 85 x--> 202 85 --- 208 85 --- 256 86 --- 148 86 x--> 202 86 --- 215 86 --- 249 87 --- 149 87 x--> 202 87 --- 214 87 --- 251 88 --- 153 88 x--> 202 88 --- 213 88 --- 258 89 --- 151 89 x--> 202 89 --- 219 89 --- 257 90 --- 144 90 x--> 202 90 --- 217 90 --- 247 91 --- 142 91 x--> 202 91 --- 209 91 --- 252 92 --- 147 92 x--> 202 92 --- 218 92 --- 248 93 --- 150 93 x--> 202 93 --- 211 93 --- 255 94 --- 143 94 x--> 202 94 --- 212 94 --- 250 95 --- 146 95 x--> 202 95 --- 216 95 --- 254 110 --- 137 110 --- 138 110 --- 139 110 --- 140 110 --- 243 110 --- 244 110 --- 245 111 --- 178 111 --- 179 111 --- 180 111 --- 181 111 --- 182 111 --- 183 111 --- 184 111 --- 185 111 --- 186 111 --- 187 111 --- 188 111 --- 189 111 --- 190 111 --- 191 111 --- 192 111 --- 193 111 --- 194 111 --- 199 111 --- 224 111 --- 225 111 --- 226 111 --- 227 111 --- 228 111 --- 229 111 --- 230 111 --- 231 111 --- 232 111 --- 233 111 --- 234 111 --- 235 111 --- 236 111 --- 237 111 --- 238 111 --- 239 111 --- 283 111 --- 284 111 --- 285 111 --- 286 111 --- 287 111 --- 288 111 --- 289 111 --- 290 111 --- 291 111 --- 292 111 --- 293 111 --- 294 111 --- 295 111 --- 296 111 --- 297 111 --- 298 112 --- 141 112 --- 195 112 --- 200 112 --- 207 112 --- 246 114 --- 154 114 --- 155 114 --- 156 114 --- 220 114 --- 221 114 --- 222 114 --- 259 114 --- 260 114 --- 261 116 --- 157 116 --- 158 116 --- 159 116 --- 160 116 --- 161 116 --- 162 116 --- 262 116 --- 263 116 --- 264 116 --- 265 116 --- 266 116 --- 267 117 --- 163 117 --- 164 117 --- 165 117 --- 166 117 --- 167 117 --- 168 117 --- 169 117 --- 268 117 --- 269 117 --- 270 117 --- 271 117 --- 272 117 --- 273 117 --- 274 118 --- 136 118 --- 198 118 --- 203 118 --- 206 118 --- 242 125 --- 170 125 --- 223 125 --- 275 127 --- 134 127 --- 204 127 --- 240 131 --- 135 131 --- 196 131 --- 201 131 --- 205 131 --- 241 132 --- 171 132 --- 172 132 --- 173 132 --- 174 132 --- 175 132 --- 176 132 --- 177 132 --- 276 132 --- 277 132 --- 278 132 --- 279 132 --- 280 132 --- 281 132 --- 282 133 --- 142 133 --- 143 133 --- 144 133 --- 145 133 --- 146 133 --- 147 133 --- 148 133 --- 149 133 --- 150 133 --- 151 133 --- 152 133 --- 153 133 --- 197 133 --- 202 133 --- 208 133 --- 209 133 --- 210 133 --- 211 133 --- 212 133 --- 213 133 --- 214 133 --- 215 133 --- 216 133 --- 217 133 --- 218 133 --- 219 133 --- 247 133 --- 248 133 --- 249 133 --- 250 133 --- 251 133 --- 252 133 --- 253 133 --- 254 133 --- 255 133 --- 256 133 --- 257 133 --- 258 204 <--x 134 240 <--x 134 205 <--x 135 241 <--x 135 206 <--x 136 242 <--x 136 245 <--x 137 243 <--x 138 244 <--x 139 245 <--x 139 243 <--x 140 244 <--x 140 207 <--x 141 246 <--x 141 209 <--x 142 247 <--x 142 252 <--x 142 212 <--x 143 250 <--x 143 255 <--x 143 217 <--x 144 247 <--x 144 257 <--x 144 210 <--x 145 253 <--x 145 254 <--x 145 216 <--x 146 250 <--x 146 254 <--x 146 218 <--x 147 248 <--x 147 252 <--x 147 215 <--x 148 249 <--x 148 256 <--x 148 214 <--x 149 249 <--x 149 251 <--x 149 211 <--x 150 248 <--x 150 255 <--x 150 219 <--x 151 257 <--x 151 258 <--x 151 208 <--x 152 253 <--x 152 256 <--x 152 213 <--x 153 251 <--x 153 258 <--x 153 220 <--x 154 260 <--x 154 261 <--x 154 221 <--x 155 259 <--x 155 260 <--x 155 222 <--x 156 259 <--x 156 261 <--x 156 265 <--x 157 266 <--x 157 262 <--x 158 266 <--x 158 264 <--x 159 265 <--x 159 262 <--x 160 263 <--x 160 263 <--x 161 267 <--x 161 264 <--x 162 267 <--x 162 269 <--x 163 270 <--x 163 268 <--x 164 271 <--x 164 269 <--x 165 272 <--x 165 268 <--x 166 272 <--x 166 271 <--x 167 274 <--x 167 270 <--x 168 273 <--x 168 273 <--x 169 274 <--x 169 223 <--x 170 275 <--x 170 276 <--x 171 279 <--x 171 280 <--x 172 281 <--x 172 280 <--x 173 282 <--x 173 277 <--x 174 281 <--x 174 278 <--x 175 282 <--x 175 276 <--x 176 277 <--x 176 278 <--x 177 279 <--x 177 239 <--x 178 284 <--x 178 289 <--x 178 237 <--x 179 291 <--x 179 296 <--x 179 231 <--x 180 285 <--x 180 298 <--x 180 224 <--x 181 283 <--x 181 289 <--x 181 233 <--x 182 286 <--x 182 292 <--x 182 230 <--x 183 288 <--x 183 290 <--x 183 225 <--x 184 288 <--x 184 297 <--x 184 227 <--x 185 286 <--x 185 295 <--x 185 226 <--x 186 292 <--x 186 293 <--x 186 238 <--x 187 283 <--x 187 296 <--x 187 229 <--x 188 284 <--x 188 287 <--x 188 228 <--x 189 291 <--x 189 295 <--x 189 235 <--x 190 293 <--x 190 294 <--x 190 234 <--x 191 285 <--x 191 297 <--x 191 232 <--x 192 287 <--x 192 290 <--x 192 236 <--x 193 294 <--x 193 298 <--x 193 220 <--x 195 221 <--x 195 222 <--x 195 208 <--x 197 209 <--x 197 210 <--x 197 211 <--x 197 212 <--x 197 213 <--x 197 214 <--x 197 215 <--x 197 216 <--x 197 217 <--x 197 218 <--x 197 219 <--x 197 204 <--x 198 223 <--x 198 224 <--x 199 225 <--x 199 226 <--x 199 227 <--x 199 228 <--x 199 229 <--x 199 230 <--x 199 231 <--x 199 232 <--x 199 233 <--x 199 234 <--x 199 235 <--x 199 236 <--x 199 237 <--x 199 238 <--x 199 239 <--x 199 207 <--x 200 205 <--x 201 206 <--x 203 ```