```mermaid
flowchart LR
subgraph path4 [Path]
4["Path
[43, 86, 0]"]
15["Segment
[92, 130, 0]"]
16["Segment
[136, 175, 0]"]
17["Segment
[181, 237, 0]"]
18["Segment
[243, 250, 0]"]
55[Solid2d]
end
subgraph path5 [Path]
5["Path
[362, 405, 0]"]
19["Segment
[411, 435, 0]"]
20["Segment
[441, 466, 0]"]
end
subgraph path6 [Path]
6["Path
[480, 522, 0]"]
21["Segment
[528, 593, 0]"]
22["Segment
[599, 667, 0]"]
23["Segment
[673, 761, 0]"]
24["Segment
[767, 823, 0]"]
25["Segment
[829, 836, 0]"]
56[Solid2d]
end
subgraph path7 [Path]
7["Path
[850, 892, 0]"]
26["Segment
[898, 918, 0]"]
27["Segment
[924, 950, 0]"]
28["Segment
[956, 1012, 0]"]
29["Segment
[1018, 1025, 0]"]
52[Solid2d]
end
subgraph path8 [Path]
8["Path
[1039, 1094, 0]"]
30["Segment
[1039, 1094, 0]"]
57[Solid2d]
end
subgraph path9 [Path]
9["Path
[1108, 1150, 0]"]
31["Segment
[1156, 1180, 0]"]
32["Segment
[1186, 1211, 0]"]
33["Segment
[1217, 1273, 0]"]
34["Segment
[1279, 1286, 0]"]
54[Solid2d]
end
subgraph path10 [Path]
10["Path
[1456, 1497, 0]"]
35["Segment
[1503, 1527, 0]"]
36["Segment
[1533, 1558, 0]"]
end
subgraph path11 [Path]
11["Path
[1572, 1614, 0]"]
37["Segment
[1620, 1644, 0]"]
38["Segment
[1650, 1675, 0]"]
39["Segment
[1681, 1737, 0]"]
40["Segment
[1743, 1750, 0]"]
51[Solid2d]
end
subgraph path12 [Path]
12["Path
[1764, 1806, 0]"]
41["Segment
[1812, 1835, 0]"]
42["Segment
[1841, 1866, 0]"]
43["Segment
[1872, 1928, 0]"]
44["Segment
[1934, 1941, 0]"]
53[Solid2d]
end
subgraph path13 [Path]
13["Path
[1955, 2011, 0]"]
45["Segment
[1955, 2011, 0]"]
59[Solid2d]
end
subgraph path14 [Path]
14["Path
[2025, 2068, 0]"]
46["Segment
[2074, 2139, 0]"]
47["Segment
[2145, 2213, 0]"]
48["Segment
[2219, 2307, 0]"]
49["Segment
[2313, 2369, 0]"]
50["Segment
[2375, 2382, 0]"]
58[Solid2d]
end
1["Plane
[12, 29, 0]"]
2["Plane
[1424, 1442, 0]"]
3["StartSketchOnFace
[309, 348, 0]"]
60["Sweep Extrusion
[264, 296, 0]"]
61["Sweep RevolveAboutEdge
[1300, 1366, 0]"]
62["Sweep Extrusion
[1380, 1411, 0]"]
63["Sweep Extrusion
[2396, 2429, 0]"]
64["Sweep RevolveAboutEdge
[2443, 2488, 0]"]
65[Wall]
66[Wall]
67[Wall]
68[Wall]
69[Wall]
70[Wall]
71[Wall]
72[Wall]
73[Wall]
74[Wall]
75[Wall]
76[Wall]
77[Wall]
78["Cap Start"]
79["Cap Start"]
80["Cap Start"]
81["Cap Start"]
82["Cap End"]
83["Cap End"]
84["Cap End"]
85["Cap End"]
86["SweepEdge Opposite"]
87["SweepEdge Opposite"]
88["SweepEdge Opposite"]
89["SweepEdge Opposite"]
90["SweepEdge Opposite"]
91["SweepEdge Opposite"]
92["SweepEdge Opposite"]
93["SweepEdge Opposite"]
94["SweepEdge Opposite"]
95["SweepEdge Opposite"]
96["SweepEdge Opposite"]
97["SweepEdge Opposite"]
98["SweepEdge Opposite"]
99["SweepEdge Adjacent"]
100["SweepEdge Adjacent"]
101["SweepEdge Adjacent"]
102["SweepEdge Adjacent"]
103["SweepEdge Adjacent"]
104["SweepEdge Adjacent"]
105["SweepEdge Adjacent"]
106["SweepEdge Adjacent"]
107["SweepEdge Adjacent"]
108["SweepEdge Adjacent"]
109["SweepEdge Adjacent"]
110["SweepEdge Adjacent"]
111["SweepEdge Adjacent"]
1 --- 4
2 --- 10
2 --- 11
2 --- 12
2 --- 13
2 --- 14
70 x--> 3
4 --- 15
4 --- 16
4 --- 17
4 --- 18
4 --- 55
4 ---- 60
5 --- 19
5 --- 20
70 --- 5
6 --- 21
6 --- 22
6 --- 23
6 --- 24
6 --- 25
6 --- 56
70 --- 6
7 --- 26
7 --- 27
7 --- 28
7 --- 29
7 --- 52
7 ---- 61
70 --- 7
8 --- 30
8 --- 57
70 --- 8
9 --- 31
9 --- 32
9 --- 33
9 --- 34
9 --- 54
9 ---- 62
70 --- 9
10 --- 35
10 --- 36
11 --- 37
11 --- 38
11 --- 39
11 --- 40
11 --- 51
11 ---- 64
12 --- 41
12 --- 42
12 --- 43
12 --- 44
12 --- 53
13 --- 45
13 --- 59
14 --- 46
14 --- 47
14 --- 48
14 --- 49
14 --- 50
14 --- 58
14 ---- 63
15 --- 69
15 x--> 81
15 --- 89
15 --- 103
16 --- 70
16 x--> 81
16 --- 91
16 --- 104
17 --- 68
17 x--> 81
17 --- 90
17 --- 102
31 --- 65
31 x--> 78
31 --- 88
31 --- 100
32 --- 67
32 x--> 78
32 --- 86
32 --- 99
33 --- 66
33 x--> 78
33 --- 87
33 --- 101
37 --- 72
37 x--> 79
37 --- 94
37 --- 106
38 --- 73
38 x--> 79
38 --- 93
38 --- 107
39 --- 71
39 x--> 79
39 --- 92
39 --- 105
46 --- 75
46 x--> 80
46 --- 95
46 --- 108
47 --- 76
47 x--> 80
47 --- 97
47 --- 109
48 --- 74
48 x--> 80
48 --- 98
48 --- 111
49 --- 77
49 x--> 80
49 --- 96
49 --- 110
60 --- 68
60 --- 69
60 --- 70
60 --- 81
60 --- 85
60 --- 89
60 --- 90
60 --- 91
60 --- 102
60 --- 103
60 --- 104
62 --- 65
62 --- 66
62 --- 67
62 --- 78
62 --- 82
62 --- 86
62 --- 87
62 --- 88
62 --- 99
62 --- 100
62 --- 101
63 --- 74
63 --- 75
63 --- 76
63 --- 77
63 --- 80
63 --- 84
63 --- 95
63 --- 96
63 --- 97
63 --- 98
63 --- 108
63 --- 109
63 --- 110
63 --- 111
64 --- 71
64 --- 72
64 --- 73
64 --- 79
64 --- 83
64 --- 92
64 --- 93
64 --- 94
64 --- 105
64 --- 106
64 --- 107
88 <--x 65
100 <--x 65
101 <--x 65
87 <--x 66
99 <--x 66
101 <--x 66
86 <--x 67
99 <--x 67
100 <--x 67
90 <--x 68
102 <--x 68
104 <--x 68
89 <--x 69
102 <--x 69
103 <--x 69
91 <--x 70
103 <--x 70
104 <--x 70
92 <--x 71
105 <--x 71
107 <--x 71
94 <--x 72
105 <--x 72
106 <--x 72
93 <--x 73
106 <--x 73
107 <--x 73
98 <--x 74
109 <--x 74
111 <--x 74
95 <--x 75
108 <--x 75
110 <--x 75
97 <--x 76
108 <--x 76
109 <--x 76
96 <--x 77
110 <--x 77
111 <--x 77
86 <--x 82
87 <--x 82
88 <--x 82
92 <--x 83
93 <--x 83
94 <--x 83
95 <--x 84
96 <--x 84
97 <--x 84
98 <--x 84
89 <--x 85
90 <--x 85
91 <--x 85
```