```mermaid flowchart LR subgraph path9 [Path] 9["Path
[362, 400, 0]"] 17["Segment
[406, 439, 0]"] 18["Segment
[445, 508, 0]"] 19["Segment
[514, 541, 0]"] 20["Segment
[547, 577, 0]"] 21["Segment
[583, 618, 0]"] 22["Segment
[624, 697, 0]"] 23["Segment
[703, 733, 0]"] 24["Segment
[739, 797, 0]"] 25["Segment
[803, 830, 0]"] 26["Segment
[836, 858, 0]"] 27["Segment
[864, 899, 0]"] 28["Segment
[905, 951, 0]"] 29["Segment
[957, 964, 0]"] 80[Solid2d] end subgraph path10 [Path] 10["Path
[1129, 1167, 0]"] 30["Segment
[1173, 1206, 0]"] 31["Segment
[1212, 1275, 0]"] 32["Segment
[1281, 1308, 0]"] 33["Segment
[1314, 1344, 0]"] 34["Segment
[1350, 1385, 0]"] 35["Segment
[1391, 1464, 0]"] 36["Segment
[1470, 1500, 0]"] 37["Segment
[1506, 1564, 0]"] 38["Segment
[1570, 1597, 0]"] 39["Segment
[1603, 1625, 0]"] 40["Segment
[1631, 1666, 0]"] 41["Segment
[1672, 1718, 0]"] 42["Segment
[1724, 1731, 0]"] 78[Solid2d] end subgraph path11 [Path] 11["Path
[1995, 2020, 0]"] 43["Segment
[2026, 2068, 0]"] 44["Segment
[2074, 2114, 0]"] 45["Segment
[2120, 2127, 0]"] 79[Solid2d] end subgraph path12 [Path] 12["Path
[2261, 2286, 0]"] 46["Segment
[2292, 2319, 0]"] 47["Segment
[2325, 2359, 0]"] 48["Segment
[2365, 2400, 0]"] 49["Segment
[2406, 2487, 0]"] 50["Segment
[2493, 2522, 0]"] 51["Segment
[2528, 2581, 0]"] 52["Segment
[2587, 2614, 0]"] 53["Segment
[2620, 2649, 0]"] 54["Segment
[2655, 2788, 0]"] 55["Segment
[2794, 2848, 0]"] 56["Segment
[2854, 2876, 0]"] 57["Segment
[2882, 2901, 0]"] 82[Solid2d] end subgraph path13 [Path] 13["Path
[3161, 3186, 0]"] 58["Segment
[3192, 3219, 0]"] 59["Segment
[3225, 3257, 0]"] 60["Segment
[3263, 3403, 0]"] 61["Segment
[3409, 3464, 0]"] 62["Segment
[3470, 3506, 0]"] 63["Segment
[3512, 3519, 0]"] 76[Solid2d] end subgraph path14 [Path] 14["Path
[3614, 3664, 0]"] 64["Segment
[3670, 3702, 0]"] 65["Segment
[3708, 3735, 0]"] 66["Segment
[3741, 3763, 0]"] 67["Segment
[3769, 3776, 0]"] 81[Solid2d] end subgraph path15 [Path] 15["Path
[3869, 3894, 0]"] 68["Segment
[3900, 3934, 0]"] 69["Segment
[3940, 3967, 0]"] 70["Segment
[3973, 3995, 0]"] 71["Segment
[4001, 4008, 0]"] 77[Solid2d] end subgraph path16 [Path] 16["Path
[4301, 4350, 0]"] 72["Segment
[4356, 4388, 0]"] 73["Segment
[4394, 4442, 0]"] 74["Segment
[4448, 4482, 0]"] 75["Segment
[4488, 4495, 0]"] 83[Solid2d] end 1["Plane
[338, 356, 0]"] 2["Plane
[1105, 1123, 0]"] 3["Plane
[1963, 1989, 0]"] 4["Plane
[3128, 3155, 0]"] 5["Plane
[4268, 4295, 0]"] 6["StartSketchOnFace
[2219, 2255, 0]"] 7["StartSketchOnFace
[3827, 3863, 0]"] 8["StartSketchOnFace
[3570, 3608, 0]"] 84["Sweep Revolve
[975, 1091, 0]"] 85["Sweep Extrusion
[1737, 1774, 0]"] 86["Sweep Extrusion
[2133, 2164, 0]"] 87["Sweep Extrusion
[2907, 2938, 0]"] 88["Sweep Extrusion
[3525, 3556, 0]"] 89["Sweep Extrusion
[3782, 3813, 0]"] 90["Sweep Extrusion
[4014, 4064, 0]"] 91["Sweep Extrusion
[4501, 4533, 0]"] 92[Wall] 93[Wall] 94[Wall] 95[Wall] 96[Wall] 97[Wall] 98[Wall] 99[Wall] 100[Wall] 101[Wall] 102[Wall] 103[Wall] 104[Wall] 105[Wall] 106[Wall] 107[Wall] 108[Wall] 109[Wall] 110[Wall] 111[Wall] 112[Wall] 113[Wall] 114[Wall] 115[Wall] 116[Wall] 117[Wall] 118[Wall] 119[Wall] 120[Wall] 121[Wall] 122[Wall] 123[Wall] 124[Wall] 125[Wall] 126[Wall] 127[Wall] 128[Wall] 129[Wall] 130[Wall] 131[Wall] 132[Wall] 133[Wall] 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["Cap Start"] 152["Cap Start"] 153["Cap Start"] 154["Cap Start"] 155["Cap Start"] 156["Cap Start"] 157["Cap Start"] 158["Cap Start"] 159["Cap End"] 160["Cap End"] 161["Cap End"] 162["Cap End"] 163["Cap End"] 164["Cap End"] 165["Cap End"] 166["SweepEdge Opposite"] 167["SweepEdge Opposite"] 168["SweepEdge Opposite"] 169["SweepEdge Opposite"] 170["SweepEdge Opposite"] 171["SweepEdge Opposite"] 172["SweepEdge Opposite"] 173["SweepEdge Opposite"] 174["SweepEdge Opposite"] 175["SweepEdge Opposite"] 176["SweepEdge Opposite"] 177["SweepEdge Opposite"] 178["SweepEdge Opposite"] 179["SweepEdge Opposite"] 180["SweepEdge Opposite"] 181["SweepEdge Opposite"] 182["SweepEdge Opposite"] 183["SweepEdge Opposite"] 184["SweepEdge Opposite"] 185["SweepEdge Opposite"] 186["SweepEdge Opposite"] 187["SweepEdge Opposite"] 188["SweepEdge Opposite"] 189["SweepEdge Opposite"] 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 Opposite"] 224["SweepEdge Opposite"] 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["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"] 1 --- 9 2 --- 10 3 --- 11 4 --- 13 5 --- 16 160 x--> 6 159 x--> 7 97 x--> 8 9 --- 17 9 --- 18 9 --- 19 9 --- 20 9 --- 21 9 --- 22 9 --- 23 9 --- 24 9 --- 25 9 --- 26 9 --- 27 9 --- 28 9 --- 29 9 --- 80 9 ---- 84 10 --- 30 10 --- 31 10 --- 32 10 --- 33 10 --- 34 10 --- 35 10 --- 36 10 --- 37 10 --- 38 10 --- 39 10 --- 40 10 --- 41 10 --- 42 10 --- 78 10 ---- 85 11 --- 43 11 --- 44 11 --- 45 11 --- 79 11 ---- 86 12 --- 46 12 --- 47 12 --- 48 12 --- 49 12 --- 50 12 --- 51 12 --- 52 12 --- 53 12 --- 54 12 --- 55 12 --- 56 12 --- 57 12 --- 82 12 ---- 87 160 --- 12 13 --- 58 13 --- 59 13 --- 60 13 --- 61 13 --- 62 13 --- 63 13 --- 76 13 ---- 88 14 --- 64 14 --- 65 14 --- 66 14 --- 67 14 --- 81 14 ---- 89 97 --- 14 15 --- 68 15 --- 69 15 --- 70 15 --- 71 15 --- 77 15 ---- 90 159 --- 15 16 --- 72 16 --- 73 16 --- 74 16 --- 75 16 --- 83 16 ---- 91 17 --- 104 17 x--> 154 17 --- 183 17 --- 234 18 --- 103 18 x--> 154 18 --- 176 18 --- 238 19 --- 105 19 x--> 154 19 --- 182 19 --- 233 20 --- 101 20 x--> 154 20 --- 177 20 --- 235 21 --- 100 21 x--> 154 21 --- 175 21 --- 241 22 --- 107 22 x--> 154 22 --- 181 22 --- 240 23 --- 109 23 x--> 154 23 --- 173 23 --- 237 24 --- 108 24 x--> 154 24 --- 180 24 --- 243 25 --- 98 25 x--> 154 25 --- 178 25 --- 242 26 --- 99 26 x--> 154 26 --- 179 26 --- 231 27 --- 110 27 x--> 154 27 --- 172 27 --- 239 28 --- 106 28 x--> 154 28 --- 184 28 --- 232 29 --- 102 29 x--> 154 29 --- 174 29 --- 236 30 --- 118 30 x--> 152 30 --- 195 30 --- 254 31 --- 117 31 x--> 152 31 --- 192 31 --- 253 32 --- 113 32 x--> 152 32 --- 196 32 --- 246 33 --- 114 33 x--> 152 33 --- 186 33 --- 250 34 --- 112 34 x--> 152 34 --- 190 34 --- 247 35 --- 122 35 x--> 152 35 --- 191 35 --- 248 36 --- 115 36 x--> 152 36 --- 197 36 --- 244 37 --- 121 37 x--> 152 37 --- 188 37 --- 256 38 --- 123 38 x--> 152 38 --- 187 38 --- 249 39 --- 119 39 x--> 152 39 --- 189 39 --- 255 40 --- 111 40 x--> 152 40 --- 185 40 --- 251 41 --- 116 41 x--> 152 41 --- 193 41 --- 245 42 --- 120 42 x--> 152 42 --- 194 42 --- 252 43 --- 148 43 x--> 158 43 --- 223 43 --- 282 44 --- 150 44 x--> 158 44 --- 222 44 --- 281 45 --- 149 45 x--> 158 45 --- 224 45 --- 283 46 --- 141 46 x--> 151 46 --- 215 46 --- 273 47 --- 137 47 x--> 151 47 --- 214 47 --- 275 48 --- 145 48 x--> 151 48 --- 212 48 --- 271 49 --- 142 49 x--> 151 49 --- 221 49 --- 274 50 --- 143 50 x--> 151 50 --- 213 50 --- 280 51 --- 138 51 x--> 151 51 --- 216 51 --- 278 52 --- 147 52 x--> 151 52 --- 219 52 --- 272 53 --- 144 53 x--> 151 53 --- 211 53 --- 270 54 --- 139 54 x--> 151 54 --- 218 54 --- 276 55 --- 136 55 x--> 151 55 --- 210 55 --- 269 56 --- 146 56 x--> 151 56 --- 220 56 --- 277 57 --- 140 57 x--> 151 57 --- 217 57 --- 279 58 --- 94 58 x--> 153 58 --- 168 58 --- 227 59 --- 95 59 x--> 153 59 --- 171 59 --- 229 60 --- 93 60 x--> 153 60 --- 170 60 --- 230 61 --- 92 61 x--> 153 61 --- 169 61 --- 228 62 --- 97 62 x--> 153 62 --- 166 62 --- 225 63 --- 96 63 x--> 153 63 --- 167 63 --- 226 64 --- 127 64 x--> 156 64 --- 200 64 --- 258 65 --- 124 65 x--> 156 65 --- 201 65 --- 257 66 --- 126 66 x--> 156 66 --- 199 66 --- 260 67 --- 125 67 x--> 156 67 --- 198 67 --- 259 68 --- 134 68 x--> 155 68 --- 208 68 --- 266 69 --- 135 69 x--> 155 69 --- 206 69 --- 265 70 --- 133 70 x--> 155 70 --- 207 70 --- 267 71 --- 132 71 x--> 155 71 --- 209 71 --- 268 72 --- 130 72 x--> 164 72 --- 205 72 --- 261 73 --- 128 73 x--> 164 73 --- 203 73 --- 263 74 --- 131 74 x--> 164 74 --- 202 74 --- 264 75 --- 129 75 x--> 164 75 --- 204 75 --- 262 84 --- 98 84 --- 99 84 --- 100 84 --- 101 84 --- 102 84 --- 103 84 --- 104 84 --- 105 84 --- 106 84 --- 107 84 --- 108 84 --- 109 84 --- 110 84 --- 154 84 --- 172 84 --- 173 84 --- 174 84 --- 175 84 --- 176 84 --- 177 84 --- 178 84 --- 179 84 --- 180 84 --- 181 84 --- 182 84 --- 183 84 --- 184 84 --- 231 84 --- 232 84 --- 233 84 --- 234 84 --- 235 84 --- 236 84 --- 237 84 --- 238 84 --- 239 84 --- 240 84 --- 241 84 --- 242 84 --- 243 85 --- 111 85 --- 112 85 --- 113 85 --- 114 85 --- 115 85 --- 116 85 --- 117 85 --- 118 85 --- 119 85 --- 120 85 --- 121 85 --- 122 85 --- 123 85 --- 152 85 --- 160 85 --- 185 85 --- 186 85 --- 187 85 --- 188 85 --- 189 85 --- 190 85 --- 191 85 --- 192 85 --- 193 85 --- 194 85 --- 195 85 --- 196 85 --- 197 85 --- 244 85 --- 245 85 --- 246 85 --- 247 85 --- 248 85 --- 249 85 --- 250 85 --- 251 85 --- 252 85 --- 253 85 --- 254 85 --- 255 85 --- 256 86 --- 148 86 --- 149 86 --- 150 86 --- 158 86 --- 165 86 --- 222 86 --- 223 86 --- 224 86 --- 281 86 --- 282 86 --- 283 87 --- 136 87 --- 137 87 --- 138 87 --- 139 87 --- 140 87 --- 141 87 --- 142 87 --- 143 87 --- 144 87 --- 145 87 --- 146 87 --- 147 87 --- 151 87 --- 159 87 --- 210 87 --- 211 87 --- 212 87 --- 213 87 --- 214 87 --- 215 87 --- 216 87 --- 217 87 --- 218 87 --- 219 87 --- 220 87 --- 221 87 --- 269 87 --- 270 87 --- 271 87 --- 272 87 --- 273 87 --- 274 87 --- 275 87 --- 276 87 --- 277 87 --- 278 87 --- 279 87 --- 280 88 --- 92 88 --- 93 88 --- 94 88 --- 95 88 --- 96 88 --- 97 88 --- 153 88 --- 161 88 --- 166 88 --- 167 88 --- 168 88 --- 169 88 --- 170 88 --- 171 88 --- 225 88 --- 226 88 --- 227 88 --- 228 88 --- 229 88 --- 230 89 --- 124 89 --- 125 89 --- 126 89 --- 127 89 --- 156 89 --- 163 89 --- 198 89 --- 199 89 --- 200 89 --- 201 89 --- 257 89 --- 258 89 --- 259 89 --- 260 90 --- 132 90 --- 133 90 --- 134 90 --- 135 90 --- 155 90 --- 162 90 --- 206 90 --- 207 90 --- 208 90 --- 209 90 --- 265 90 --- 266 90 --- 267 90 --- 268 91 --- 128 91 --- 129 91 --- 130 91 --- 131 91 --- 157 91 --- 164 91 --- 202 91 --- 203 91 --- 204 91 --- 205 91 --- 261 91 --- 262 91 --- 263 91 --- 264 169 <--x 92 228 <--x 92 230 <--x 92 170 <--x 93 229 <--x 93 230 <--x 93 168 <--x 94 226 <--x 94 227 <--x 94 171 <--x 95 227 <--x 95 229 <--x 95 167 <--x 96 225 <--x 96 226 <--x 96 166 <--x 97 225 <--x 97 228 <--x 97 178 <--x 98 242 <--x 98 243 <--x 98 179 <--x 99 231 <--x 99 242 <--x 99 175 <--x 100 235 <--x 100 241 <--x 100 177 <--x 101 233 <--x 101 235 <--x 101 174 <--x 102 232 <--x 102 236 <--x 102 176 <--x 103 234 <--x 103 238 <--x 103 183 <--x 104 234 <--x 104 236 <--x 104 182 <--x 105 233 <--x 105 238 <--x 105 184 <--x 106 232 <--x 106 239 <--x 106 181 <--x 107 240 <--x 107 241 <--x 107 180 <--x 108 237 <--x 108 243 <--x 108 173 <--x 109 237 <--x 109 240 <--x 109 172 <--x 110 231 <--x 110 239 <--x 110 185 <--x 111 251 <--x 111 255 <--x 111 190 <--x 112 247 <--x 112 250 <--x 112 196 <--x 113 246 <--x 113 253 <--x 113 186 <--x 114 246 <--x 114 250 <--x 114 197 <--x 115 244 <--x 115 248 <--x 115 193 <--x 116 245 <--x 116 251 <--x 116 192 <--x 117 253 <--x 117 254 <--x 117 195 <--x 118 252 <--x 118 254 <--x 118 189 <--x 119 249 <--x 119 255 <--x 119 194 <--x 120 245 <--x 120 252 <--x 120 188 <--x 121 244 <--x 121 256 <--x 121 191 <--x 122 247 <--x 122 248 <--x 122 187 <--x 123 249 <--x 123 256 <--x 123 201 <--x 124 257 <--x 124 258 <--x 124 198 <--x 125 259 <--x 125 260 <--x 125 199 <--x 126 257 <--x 126 260 <--x 126 200 <--x 127 258 <--x 127 259 <--x 127 203 <--x 128 261 <--x 128 263 <--x 128 204 <--x 129 262 <--x 129 264 <--x 129 205 <--x 130 261 <--x 130 262 <--x 130 202 <--x 131 263 <--x 131 264 <--x 131 209 <--x 132 267 <--x 132 268 <--x 132 207 <--x 133 265 <--x 133 267 <--x 133 208 <--x 134 266 <--x 134 268 <--x 134 206 <--x 135 265 <--x 135 266 <--x 135 210 <--x 136 269 <--x 136 276 <--x 136 214 <--x 137 273 <--x 137 275 <--x 137 216 <--x 138 278 <--x 138 280 <--x 138 218 <--x 139 270 <--x 139 276 <--x 139 217 <--x 140 277 <--x 140 279 <--x 140 215 <--x 141 273 <--x 141 279 <--x 141 221 <--x 142 271 <--x 142 274 <--x 142 213 <--x 143 274 <--x 143 280 <--x 143 211 <--x 144 270 <--x 144 272 <--x 144 212 <--x 145 271 <--x 145 275 <--x 145 220 <--x 146 269 <--x 146 277 <--x 146 219 <--x 147 272 <--x 147 278 <--x 147 223 <--x 148 282 <--x 148 283 <--x 148 224 <--x 149 281 <--x 149 283 <--x 149 222 <--x 150 281 <--x 150 282 <--x 150 202 <--x 157 203 <--x 157 204 <--x 157 205 <--x 157 210 <--x 159 211 <--x 159 212 <--x 159 213 <--x 159 214 <--x 159 215 <--x 159 216 <--x 159 217 <--x 159 218 <--x 159 219 <--x 159 220 <--x 159 221 <--x 159 185 <--x 160 186 <--x 160 187 <--x 160 188 <--x 160 189 <--x 160 190 <--x 160 191 <--x 160 192 <--x 160 193 <--x 160 194 <--x 160 195 <--x 160 196 <--x 160 197 <--x 160 166 <--x 161 167 <--x 161 168 <--x 161 169 <--x 161 170 <--x 161 171 <--x 161 206 <--x 162 207 <--x 162 208 <--x 162 209 <--x 162 198 <--x 163 199 <--x 163 200 <--x 163 201 <--x 163 222 <--x 165 223 <--x 165 224 <--x 165 ```