```mermaid
flowchart LR
subgraph path2 [Path]
2["Path
[412, 437, 0]"]
3["Segment
[443, 484, 0]"]
4["Segment
[490, 536, 0]"]
5["Segment
[542, 567, 0]"]
6["Segment
[573, 604, 0]"]
7["Segment
[610, 639, 0]"]
8["Segment
[645, 691, 0]"]
9["Segment
[697, 732, 0]"]
10["Segment
[738, 745, 0]"]
11[Solid2d]
end
subgraph path40 [Path]
40["Path
[810, 851, 0]"]
41["Segment
[857, 900, 0]"]
42["Segment
[906, 1006, 0]"]
43["Segment
[1012, 1041, 0]"]
44["Segment
[1047, 1054, 0]"]
45[Solid2d]
end
subgraph path62 [Path]
62["Path
[1384, 1433, 0]"]
63["Segment
[1439, 1479, 0]"]
64["Segment
[1485, 1585, 0]"]
65["Segment
[1591, 1628, 0]"]
66["Segment
[1634, 1641, 0]"]
67[Solid2d]
end
1["Plane
[389, 406, 0]"]
12["Sweep Extrusion
[751, 775, 0]"]
13[Wall]
14[Wall]
15[Wall]
16[Wall]
17[Wall]
18[Wall]
19[Wall]
20[Wall]
21["Cap Start"]
22["Cap End"]
23["SweepEdge Opposite"]
24["SweepEdge Adjacent"]
25["SweepEdge Opposite"]
26["SweepEdge Adjacent"]
27["SweepEdge Opposite"]
28["SweepEdge Adjacent"]
29["SweepEdge Opposite"]
30["SweepEdge Adjacent"]
31["SweepEdge Opposite"]
32["SweepEdge Adjacent"]
33["SweepEdge Opposite"]
34["SweepEdge Adjacent"]
35["SweepEdge Opposite"]
36["SweepEdge Adjacent"]
37["SweepEdge Opposite"]
38["SweepEdge Adjacent"]
39["Plane
[787, 804, 0]"]
46["Sweep Extrusion
[1060, 1098, 0]"]
47[Wall]
48[Wall]
49[Wall]
50[Wall]
51["Cap Start"]
52["Cap End"]
53["SweepEdge Opposite"]
54["SweepEdge Adjacent"]
55["SweepEdge Opposite"]
56["SweepEdge Adjacent"]
57["SweepEdge Opposite"]
58["SweepEdge Adjacent"]
59["SweepEdge Opposite"]
60["SweepEdge Adjacent"]
61["Plane
[1361, 1378, 0]"]
68["Sweep Extrusion
[1647, 1685, 0]"]
69[Wall]
70[Wall]
71[Wall]
72[Wall]
73["Cap Start"]
74["Cap End"]
75["SweepEdge Opposite"]
76["SweepEdge Adjacent"]
77["SweepEdge Opposite"]
78["SweepEdge Adjacent"]
79["SweepEdge Opposite"]
80["SweepEdge Adjacent"]
81["SweepEdge Opposite"]
82["SweepEdge Adjacent"]
1 --- 2
2 --- 3
2 --- 4
2 --- 5
2 --- 6
2 --- 7
2 --- 8
2 --- 9
2 --- 10
2 ---- 12
2 --- 11
3 --- 13
3 --- 23
3 --- 24
4 --- 14
4 --- 25
4 --- 26
5 --- 15
5 --- 27
5 --- 28
6 --- 16
6 --- 29
6 --- 30
7 --- 17
7 --- 31
7 --- 32
8 --- 18
8 --- 33
8 --- 34
9 --- 19
9 --- 35
9 --- 36
10 --- 20
10 --- 37
10 --- 38
12 --- 13
12 --- 14
12 --- 15
12 --- 16
12 --- 17
12 --- 18
12 --- 19
12 --- 20
12 --- 21
12 --- 22
12 --- 23
12 --- 24
12 --- 25
12 --- 26
12 --- 27
12 --- 28
12 --- 29
12 --- 30
12 --- 31
12 --- 32
12 --- 33
12 --- 34
12 --- 35
12 --- 36
12 --- 37
12 --- 38
39 --- 40
40 --- 41
40 --- 42
40 --- 43
40 --- 44
40 ---- 46
40 --- 45
41 --- 47
41 --- 53
41 --- 54
42 --- 48
42 --- 55
42 --- 56
43 --- 49
43 --- 57
43 --- 58
44 --- 50
44 --- 59
44 --- 60
46 --- 47
46 --- 48
46 --- 49
46 --- 50
46 --- 51
46 --- 52
46 --- 53
46 --- 54
46 --- 55
46 --- 56
46 --- 57
46 --- 58
46 --- 59
46 --- 60
61 --- 62
62 --- 63
62 --- 64
62 --- 65
62 --- 66
62 ---- 68
62 --- 67
63 --- 72
63 --- 81
63 --- 82
64 --- 71
64 --- 79
64 --- 80
65 --- 70
65 --- 77
65 --- 78
66 --- 69
66 --- 75
66 --- 76
68 --- 69
68 --- 70
68 --- 71
68 --- 72
68 --- 73
68 --- 74
68 --- 75
68 --- 76
68 --- 77
68 --- 78
68 --- 79
68 --- 80
68 --- 81
68 --- 82
```