```mermaid flowchart LR subgraph path2 [Path] 2["Path
[922, 947, 0]"] 3["Segment
[955, 977, 0]"] 4["Segment
[985, 1044, 0]"] 5["Segment
[1052, 1079, 0]"] 6["Segment
[1087, 1146, 0]"] 7["Segment
[1154, 1161, 0]"] 8[Solid2d] end subgraph path28 [Path] 28["Path
[922, 947, 0]"] 29["Segment
[955, 977, 0]"] 30["Segment
[985, 1044, 0]"] 31["Segment
[1052, 1079, 0]"] 32["Segment
[1087, 1146, 0]"] 33["Segment
[1154, 1161, 0]"] 34[Solid2d] end subgraph path54 [Path] 54["Path
[4777, 4857, 0]"] 55["Segment
[4777, 4857, 0]"] 56[Solid2d] end subgraph path58 [Path] 58["Path
[4408, 4433, 0]"] 59["Segment
[4441, 4482, 0]"] 60["Segment
[4490, 4531, 0]"] 61["Segment
[4539, 4592, 0]"] 62["Segment
[4600, 4621, 0]"] 63[Solid2d] end subgraph path65 [Path] 65["Path
[2753, 2840, 0]"] 66["Segment
[2848, 2927, 0]"] 67["Segment
[2935, 3041, 0]"] 68["Segment
[3049, 3131, 0]"] 69["Segment
[3139, 3185, 0]"] 70["Segment
[3193, 3272, 0]"] 71["Segment
[3280, 3388, 0]"] 72["Segment
[3396, 3475, 0]"] 73["Segment
[3483, 3529, 0]"] 74["Segment
[3537, 3619, 0]"] 75["Segment
[3627, 3736, 0]"] 76["Segment
[3744, 3823, 0]"] 77["Segment
[3831, 3896, 0]"] 78["Segment
[3904, 3986, 0]"] 79["Segment
[3994, 4103, 0]"] 80["Segment
[4111, 4193, 0]"] 81["Segment
[4201, 4250, 0]"] 82["Segment
[4258, 4265, 0]"] 83[Solid2d] end subgraph path100 [Path] 100["Path
[4408, 4433, 0]"] 101["Segment
[4441, 4482, 0]"] 102["Segment
[4490, 4531, 0]"] 103["Segment
[4539, 4592, 0]"] 104["Segment
[4600, 4621, 0]"] 105[Solid2d] end subgraph path106 [Path] 106["Path
[2753, 2840, 0]"] 107["Segment
[2848, 2927, 0]"] 108["Segment
[2935, 3041, 0]"] 109["Segment
[3049, 3131, 0]"] 110["Segment
[3139, 3185, 0]"] 111["Segment
[3193, 3272, 0]"] 112["Segment
[3280, 3388, 0]"] 113["Segment
[3396, 3475, 0]"] 114["Segment
[3483, 3529, 0]"] 115["Segment
[3537, 3619, 0]"] 116["Segment
[3627, 3736, 0]"] 117["Segment
[3744, 3823, 0]"] 118["Segment
[3831, 3896, 0]"] 119["Segment
[3904, 3986, 0]"] 120["Segment
[3994, 4103, 0]"] 121["Segment
[4111, 4193, 0]"] 122["Segment
[4201, 4250, 0]"] 123["Segment
[4258, 4265, 0]"] 124[Solid2d] end 1["Plane
[1247, 1285, 0]"] 9["Sweep Extrusion
[1234, 1328, 0]"] 10[Wall] 11[Wall] 12[Wall] 13[Wall] 14[Wall] 15["Cap Start"] 16["Cap End"] 17["SweepEdge Opposite"] 18["SweepEdge Adjacent"] 19["SweepEdge Opposite"] 20["SweepEdge Adjacent"] 21["SweepEdge Opposite"] 22["SweepEdge Adjacent"] 23["SweepEdge Opposite"] 24["SweepEdge Adjacent"] 25["SweepEdge Opposite"] 26["SweepEdge Adjacent"] 27["Plane
[1741, 1779, 0]"] 35["Sweep Revolve
[1728, 1810, 0]"] 36[Wall] 37[Wall] 38[Wall] 39[Wall] 40[Wall] 41["Cap Start"] 42["Cap End"] 43["SweepEdge Opposite"] 44["SweepEdge Adjacent"] 45["SweepEdge Opposite"] 46["SweepEdge Adjacent"] 47["SweepEdge Opposite"] 48["SweepEdge Adjacent"] 49["SweepEdge Opposite"] 50["SweepEdge Adjacent"] 51["SweepEdge Opposite"] 52["SweepEdge Adjacent"] 53["Plane
[4754, 4771, 0]"] 57["Plane
[4380, 4400, 0]"] 64["Plane
[2725, 2745, 0]"] 84["Sweep Extrusion
[5200, 5242, 0]"] 85[Wall] 86[Wall] 87[Wall] 88[Wall] 89["Cap Start"] 90["Cap End"] 91["SweepEdge Opposite"] 92["SweepEdge Adjacent"] 93["SweepEdge Opposite"] 94["SweepEdge Adjacent"] 95["SweepEdge Opposite"] 96["SweepEdge Adjacent"] 97["SweepEdge Opposite"] 98["SweepEdge Adjacent"] 99["Plane
[5736, 5771, 0]"] 125["Sweep Extrusion
[5854, 5905, 0]"] 126[Wall] 127[Wall] 128[Wall] 129[Wall] 130["Cap Start"] 131["Cap End"] 132["SweepEdge Opposite"] 133["SweepEdge Adjacent"] 134["SweepEdge Opposite"] 135["SweepEdge Adjacent"] 136["SweepEdge Opposite"] 137["SweepEdge Adjacent"] 138["SweepEdge Opposite"] 139["SweepEdge Adjacent"] 140["EdgeCut Fillet
[5305, 5644, 0]"] 141["EdgeCut Fillet
[5305, 5644, 0]"] 142["EdgeCut Fillet
[5305, 5644, 0]"] 143["EdgeCut Fillet
[5305, 5644, 0]"] 144["EdgeCut Fillet
[5969, 6313, 0]"] 145["EdgeCut Fillet
[5969, 6313, 0]"] 146["EdgeCut Fillet
[5969, 6313, 0]"] 147["EdgeCut Fillet
[5969, 6313, 0]"] 148["StartSketchOnPlane
[894, 914, 0]"] 149["StartSketchOnPlane
[894, 914, 0]"] 150["StartSketchOnPlane
[4380, 4400, 0]"] 151["StartSketchOnPlane
[2725, 2745, 0]"] 1 --- 2 2 --- 3 2 --- 4 2 --- 5 2 --- 6 2 --- 7 2 ---- 9 2 --- 8 3 --- 14 3 --- 25 3 --- 26 4 --- 13 4 --- 23 4 --- 24 5 --- 12 5 --- 21 5 --- 22 6 --- 11 6 --- 19 6 --- 20 7 --- 10 7 --- 17 7 --- 18 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 9 --- 24 9 --- 25 9 --- 26 27 --- 28 28 --- 29 28 --- 30 28 --- 31 28 --- 32 28 --- 33 28 ---- 35 28 --- 34 29 --- 36 29 --- 43 29 --- 44 30 --- 37 30 --- 45 30 --- 46 31 --- 38 31 --- 47 31 --- 48 32 --- 39 32 --- 49 32 --- 50 33 --- 40 33 --- 51 33 --- 52 35 --- 36 35 --- 37 35 --- 38 35 --- 39 35 --- 40 35 --- 41 35 --- 42 35 --- 43 35 --- 44 35 --- 45 35 --- 46 35 --- 47 35 --- 48 35 --- 49 35 --- 50 35 --- 51 35 --- 52 53 --- 54 54 --- 55 54 --- 56 57 --- 58 58 --- 59 58 --- 60 58 --- 61 58 --- 62 58 ---- 84 58 --- 63 59 --- 85 59 --- 91 59 --- 92 60 --- 86 60 --- 93 60 --- 94 61 --- 87 61 --- 95 61 --- 96 62 --- 88 62 --- 97 62 --- 98 64 --- 65 65 --- 66 65 --- 67 65 --- 68 65 --- 69 65 --- 70 65 --- 71 65 --- 72 65 --- 73 65 --- 74 65 --- 75 65 --- 76 65 --- 77 65 --- 78 65 --- 79 65 --- 80 65 --- 81 65 --- 82 65 --- 83 84 --- 85 84 --- 86 84 --- 87 84 --- 88 84 --- 89 84 --- 90 84 --- 91 84 --- 92 84 --- 93 84 --- 94 84 --- 95 84 --- 96 84 --- 97 84 --- 98 99 --- 100 99 --- 106 100 --- 101 100 --- 102 100 --- 103 100 --- 104 100 ---- 125 100 --- 105 101 --- 126 101 --- 132 101 --- 133 102 --- 127 102 --- 134 102 --- 135 103 --- 128 103 --- 136 103 --- 137 104 --- 129 104 --- 138 104 --- 139 106 --- 107 106 --- 108 106 --- 109 106 --- 110 106 --- 111 106 --- 112 106 --- 113 106 --- 114 106 --- 115 106 --- 116 106 --- 117 106 --- 118 106 --- 119 106 --- 120 106 --- 121 106 --- 122 106 --- 123 106 --- 124 125 --- 126 125 --- 127 125 --- 128 125 --- 129 125 --- 130 125 --- 131 125 --- 132 125 --- 133 125 --- 134 125 --- 135 125 --- 136 125 --- 137 125 --- 138 125 --- 139 92 <--x 140 98 <--x 141 96 <--x 142 94 <--x 143 133 <--x 144 139 <--x 145 137 <--x 146 135 <--x 147 1 <--x 148 27 <--x 149 99 <--x 150 99 <--x 151 ```