* bump modeling-cmds, nuke slow world Signed-off-by: Jess Frazelle <github@jessfraz.com> * more stuffs Signed-off-by: Jess Frazelle <github@jessfraz.com> * updates Signed-off-by: Jess Frazelle <github@jessfraz.com> * updates Signed-off-by: Jess Frazelle <github@jessfraz.com> * i mechanical engineered today Signed-off-by: Jess Frazelle <github@jessfraz.com> * reverse uno your revolves Signed-off-by: Jess Frazelle <github@jessfraz.com> * updates Signed-off-by: Jess Frazelle <github@jessfraz.com> * updates Signed-off-by: Jess Frazelle <github@jessfraz.com> * updates Signed-off-by: Jess Frazelle <github@jessfraz.com> * retry logic Signed-off-by: Jess Frazelle <github@jessfraz.com> * updates Signed-off-by: Jess Frazelle <github@jessfraz.com> * updates Signed-off-by: Jess Frazelle <github@jessfraz.com> * fixes Signed-off-by: Jess Frazelle <github@jessfraz.com> * updates Signed-off-by: Jess Frazelle <github@jessfraz.com> --------- Signed-off-by: Jess Frazelle <github@jessfraz.com>
28 KiB
28 KiB
flowchart LR
subgraph path11 [Path]
11["Path<br>[372, 428, 1]"]
34["Segment<br>[372, 428, 1]"]
148[Solid2d]
end
subgraph path12 [Path]
12["Path<br>[452, 508, 1]"]
35["Segment<br>[452, 508, 1]"]
141[Solid2d]
end
subgraph path13 [Path]
13["Path<br>[675, 731, 1]"]
36["Segment<br>[675, 731, 1]"]
155[Solid2d]
end
subgraph path14 [Path]
14["Path<br>[755, 811, 1]"]
37["Segment<br>[755, 811, 1]"]
157[Solid2d]
end
subgraph path15 [Path]
15["Path<br>[957, 1011, 1]"]
38["Segment<br>[957, 1011, 1]"]
156[Solid2d]
end
subgraph path16 [Path]
16["Path<br>[1294, 1349, 1]"]
39["Segment<br>[1294, 1349, 1]"]
150[Solid2d]
end
subgraph path17 [Path]
17["Path<br>[1707, 1753, 1]"]
40["Segment<br>[1759, 1811, 1]"]
41["Segment<br>[1817, 1890, 1]"]
42["Segment<br>[1896, 1918, 1]"]
43["Segment<br>[1924, 1980, 1]"]
44["Segment<br>[1986, 1993, 1]"]
152[Solid2d]
end
subgraph path18 [Path]
18["Path<br>[2125, 2171, 1]"]
45["Segment<br>[2177, 2229, 1]"]
46["Segment<br>[2235, 2310, 1]"]
47["Segment<br>[2316, 2353, 1]"]
48["Segment<br>[2359, 2415, 1]"]
49["Segment<br>[2421, 2428, 1]"]
147[Solid2d]
end
subgraph path19 [Path]
19["Path<br>[2909, 2956, 1]"]
51["Segment<br>[2964, 3301, 1]"]
52["Segment<br>[3309, 3341, 1]"]
54["Segment<br>[3349, 3690, 1]"]
57["Segment<br>[3698, 3754, 1]"]
59["Segment<br>[3762, 3769, 1]"]
146[Solid2d]
end
subgraph path20 [Path]
20["Path<br>[2909, 2956, 1]"]
50["Segment<br>[2964, 3301, 1]"]
53["Segment<br>[3309, 3341, 1]"]
55["Segment<br>[3349, 3690, 1]"]
56["Segment<br>[3698, 3754, 1]"]
58["Segment<br>[3762, 3769, 1]"]
159[Solid2d]
end
subgraph path21 [Path]
21["Path<br>[4379, 4474, 1]"]
60["Segment<br>[4480, 4513, 1]"]
61["Segment<br>[4519, 4570, 1]"]
62["Segment<br>[4576, 4609, 1]"]
63["Segment<br>[4615, 4665, 1]"]
64["Segment<br>[4671, 4712, 1]"]
65["Segment<br>[4718, 4767, 1]"]
66["Segment<br>[4773, 4806, 1]"]
67["Segment<br>[4812, 4846, 1]"]
68["Segment<br>[4852, 4886, 1]"]
69["Segment<br>[4892, 4944, 1]"]
70["Segment<br>[4950, 4984, 1]"]
71["Segment<br>[4990, 5066, 1]"]
72["Segment<br>[5072, 5105, 1]"]
73["Segment<br>[5111, 5187, 1]"]
74["Segment<br>[5193, 5227, 1]"]
75["Segment<br>[5233, 5307, 1]"]
76["Segment<br>[5313, 5347, 1]"]
77["Segment<br>[5353, 5404, 1]"]
78["Segment<br>[5410, 5472, 1]"]
79["Segment<br>[5478, 5529, 1]"]
80["Segment<br>[5535, 5569, 1]"]
81["Segment<br>[5575, 5608, 1]"]
82["Segment<br>[5614, 5647, 1]"]
83["Segment<br>[5653, 5660, 1]"]
158[Solid2d]
end
subgraph path22 [Path]
22["Path<br>[589, 640, 3]"]
84["Segment<br>[589, 640, 3]"]
142[Solid2d]
end
subgraph path23 [Path]
23["Path<br>[830, 886, 3]"]
85["Segment<br>[830, 886, 3]"]
153[Solid2d]
end
subgraph path24 [Path]
24["Path<br>[1016, 1069, 3]"]
86["Segment<br>[1016, 1069, 3]"]
161[Solid2d]
end
subgraph path25 [Path]
25["Path<br>[1457, 1497, 3]"]
87["Segment<br>[1457, 1497, 3]"]
151[Solid2d]
end
subgraph path26 [Path]
26["Path<br>[1606, 1657, 3]"]
88["Segment<br>[1606, 1657, 3]"]
149[Solid2d]
end
subgraph path27 [Path]
27["Path<br>[1795, 1847, 3]"]
89["Segment<br>[1795, 1847, 3]"]
162[Solid2d]
end
subgraph path28 [Path]
28["Path<br>[2095, 2167, 3]"]
90["Segment<br>[2095, 2167, 3]"]
160[Solid2d]
end
subgraph path29 [Path]
29["Path<br>[2429, 2460, 3]"]
91["Segment<br>[2466, 2486, 3]"]
92["Segment<br>[2492, 2512, 3]"]
93["Segment<br>[2518, 2539, 3]"]
94["Segment<br>[2545, 2601, 3]"]
95["Segment<br>[2607, 2614, 3]"]
144[Solid2d]
end
subgraph path30 [Path]
30["Path<br>[2921, 2953, 3]"]
96["Segment<br>[2959, 2980, 3]"]
97["Segment<br>[2986, 3006, 3]"]
98["Segment<br>[3012, 3032, 3]"]
99["Segment<br>[3038, 3094, 3]"]
100["Segment<br>[3100, 3107, 3]"]
143[Solid2d]
end
subgraph path31 [Path]
31["Path<br>[529, 610, 4]"]
101["Segment<br>[616, 717, 4]"]
102["Segment<br>[723, 781, 4]"]
103["Segment<br>[787, 871, 4]"]
104["Segment<br>[877, 936, 4]"]
105["Segment<br>[942, 1027, 4]"]
106["Segment<br>[1033, 1092, 4]"]
107["Segment<br>[1098, 1221, 4]"]
108["Segment<br>[1227, 1286, 4]"]
109["Segment<br>[1292, 1427, 4]"]
110["Segment<br>[1433, 1492, 4]"]
111["Segment<br>[1498, 1622, 4]"]
112["Segment<br>[1628, 1687, 4]"]
113["Segment<br>[1693, 1778, 4]"]
114["Segment<br>[1784, 1843, 4]"]
115["Segment<br>[1849, 1934, 4]"]
116["Segment<br>[1940, 1998, 4]"]
117["Segment<br>[2004, 2011, 4]"]
154[Solid2d]
end
subgraph path32 [Path]
32["Path<br>[711, 751, 5]"]
118["Segment<br>[759, 806, 5]"]
119["Segment<br>[814, 850, 5]"]
120["Segment<br>[858, 888, 5]"]
121["Segment<br>[896, 935, 5]"]
122["Segment<br>[943, 983, 5]"]
123["Segment<br>[991, 1026, 5]"]
124["Segment<br>[1034, 1072, 5]"]
125["Segment<br>[1080, 1102, 5]"]
126["Segment<br>[1110, 1117, 5]"]
145[Solid2d]
end
subgraph path33 [Path]
33["Path<br>[505, 562, 6]"]
127["Segment<br>[568, 702, 6]"]
128["Segment<br>[708, 755, 6]"]
129["Segment<br>[761, 858, 6]"]
130["Segment<br>[864, 896, 6]"]
131["Segment<br>[902, 934, 6]"]
132["Segment<br>[940, 971, 6]"]
133["Segment<br>[977, 1092, 6]"]
134["Segment<br>[1098, 1130, 6]"]
135["Segment<br>[1136, 1168, 6]"]
136["Segment<br>[1174, 1205, 6]"]
137["Segment<br>[1211, 1304, 6]"]
138["Segment<br>[1310, 1357, 6]"]
139["Segment<br>[1363, 1436, 6]"]
140["Segment<br>[1442, 1449, 6]"]
163[Solid2d]
end
1["Plane<br>[349, 366, 1]"]
2["Plane<br>[1684, 1701, 1]"]
3["Plane<br>[2102, 2119, 1]"]
4["Plane<br>[2878, 2901, 1]"]
5["Plane<br>[2878, 2901, 1]"]
6["Plane<br>[4356, 4373, 1]"]
7["Plane<br>[566, 583, 3]"]
8["Plane<br>[506, 523, 4]"]
9["Plane<br>[677, 703, 5]"]
10["Plane<br>[482, 499, 6]"]
164["Sweep Extrusion<br>[515, 548, 1]"]
165["Sweep Extrusion<br>[818, 851, 1]"]
166["Sweep Extrusion<br>[1158, 1192, 1]"]
167["Sweep Extrusion<br>[1158, 1192, 1]"]
168["Sweep Extrusion<br>[1158, 1192, 1]"]
169["Sweep Extrusion<br>[1158, 1192, 1]"]
170["Sweep Extrusion<br>[1158, 1192, 1]"]
171["Sweep Extrusion<br>[1496, 1530, 1]"]
172["Sweep Extrusion<br>[1496, 1530, 1]"]
173["Sweep Extrusion<br>[1496, 1530, 1]"]
174["Sweep Extrusion<br>[1496, 1530, 1]"]
175["Sweep Extrusion<br>[1496, 1530, 1]"]
176["Sweep Revolve<br>[1999, 2016, 1]"]
177["Sweep Revolve<br>[2434, 2451, 1]"]
178["Sweep Extrusion<br>[3817, 3863, 1]"]
179["Sweep Extrusion<br>[3817, 3863, 1]"]
180["Sweep Revolve<br>[5666, 5683, 1]"]
181["Sweep Extrusion<br>[649, 705, 3]"]
182["Sweep Extrusion<br>[899, 961, 3]"]
183["Sweep Extrusion<br>[1216, 1295, 3]"]
184["Sweep Extrusion<br>[1216, 1295, 3]"]
185["Sweep Extrusion<br>[1216, 1295, 3]"]
186["Sweep Extrusion<br>[1216, 1295, 3]"]
187["Sweep Extrusion<br>[1216, 1295, 3]"]
188["Sweep Extrusion<br>[1503, 1536, 3]"]
189["Sweep Extrusion<br>[1672, 1737, 3]"]
190["Sweep Extrusion<br>[1994, 2038, 3]"]
191["Sweep Extrusion<br>[1994, 2038, 3]"]
192["Sweep Extrusion<br>[1994, 2038, 3]"]
193["Sweep Extrusion<br>[1994, 2038, 3]"]
194["Sweep Extrusion<br>[1994, 2038, 3]"]
195["Sweep Extrusion<br>[2322, 2366, 3]"]
196["Sweep Extrusion<br>[2322, 2366, 3]"]
197["Sweep Extrusion<br>[2322, 2366, 3]"]
198["Sweep Extrusion<br>[2322, 2366, 3]"]
199["Sweep Extrusion<br>[2322, 2366, 3]"]
200["Sweep Extrusion<br>[2322, 2366, 3]"]
201["Sweep Extrusion<br>[2322, 2366, 3]"]
202["Sweep Extrusion<br>[2322, 2366, 3]"]
203["Sweep Extrusion<br>[2322, 2366, 3]"]
204["Sweep Extrusion<br>[2322, 2366, 3]"]
205["Sweep Extrusion<br>[2322, 2366, 3]"]
206["Sweep Extrusion<br>[2322, 2366, 3]"]
207["Sweep Extrusion<br>[2322, 2366, 3]"]
208["Sweep Extrusion<br>[2322, 2366, 3]"]
209["Sweep Extrusion<br>[2322, 2366, 3]"]
210["Sweep Extrusion<br>[2322, 2366, 3]"]
211["Sweep Extrusion<br>[2780, 2848, 3]"]
212["Sweep Extrusion<br>[2780, 2848, 3]"]
213["Sweep Extrusion<br>[2780, 2848, 3]"]
214["Sweep Extrusion<br>[2780, 2848, 3]"]
215["Sweep Extrusion<br>[2780, 2848, 3]"]
216["Sweep Extrusion<br>[3270, 3344, 3]"]
217["Sweep Extrusion<br>[3270, 3344, 3]"]
218["Sweep Extrusion<br>[3270, 3344, 3]"]
219["Sweep Extrusion<br>[3270, 3344, 3]"]
220["Sweep Extrusion<br>[3270, 3344, 3]"]
221["Sweep Revolve<br>[2049, 2099, 4]"]
222["Sweep Revolve<br>[1125, 1142, 5]"]
223["Sweep Revolve<br>[1502, 1531, 6]"]
224[Wall]
225[Wall]
226[Wall]
227[Wall]
228[Wall]
229[Wall]
230[Wall]
231[Wall]
232[Wall]
233[Wall]
234[Wall]
235[Wall]
236[Wall]
237[Wall]
238[Wall]
239[Wall]
240[Wall]
241[Wall]
242[Wall]
243[Wall]
244[Wall]
245[Wall]
246[Wall]
247[Wall]
248[Wall]
249[Wall]
250[Wall]
251[Wall]
252[Wall]
253[Wall]
254[Wall]
255[Wall]
256[Wall]
257[Wall]
258[Wall]
259[Wall]
260[Wall]
261[Wall]
262[Wall]
263[Wall]
264[Wall]
265[Wall]
266[Wall]
267[Wall]
268[Wall]
269[Wall]
270[Wall]
271[Wall]
272[Wall]
273[Wall]
274[Wall]
275[Wall]
276[Wall]
277[Wall]
278[Wall]
279[Wall]
280[Wall]
281[Wall]
282[Wall]
283[Wall]
284[Wall]
285[Wall]
286[Wall]
287[Wall]
288[Wall]
289[Wall]
290[Wall]
291[Wall]
292[Wall]
293[Wall]
294[Wall]
295[Wall]
296[Wall]
297[Wall]
298[Wall]
299[Wall]
300[Wall]
301[Wall]
302[Wall]
303[Wall]
304[Wall]
305[Wall]
306[Wall]
307[Wall]
308[Wall]
309[Wall]
310[Wall]
311[Wall]
312[Wall]
313[Wall]
314[Wall]
315[Wall]
316[Wall]
317[Wall]
318[Wall]
319[Wall]
320[Wall]
321[Wall]
322[Wall]
323["Cap Start"]
324["Cap Start"]
325["Cap Start"]
326["Cap Start"]
327["Cap Start"]
328["Cap Start"]
329["Cap Start"]
330["Cap Start"]
331["Cap Start"]
332["Cap End"]
333["Cap End"]
334["Cap End"]
335["Cap End"]
336["Cap End"]
337["Cap End"]
338["Cap End"]
339["Cap End"]
340["Cap End"]
341["Cap End"]
342["SweepEdge Opposite"]
343["SweepEdge Opposite"]
344["SweepEdge Opposite"]
345["SweepEdge Opposite"]
346["SweepEdge Opposite"]
347["SweepEdge Opposite"]
348["SweepEdge Opposite"]
349["SweepEdge Opposite"]
350["SweepEdge Opposite"]
351["SweepEdge Opposite"]
352["SweepEdge Opposite"]
353["SweepEdge Opposite"]
354["SweepEdge Opposite"]
355["SweepEdge Opposite"]
356["SweepEdge Opposite"]
357["SweepEdge Opposite"]
358["SweepEdge Opposite"]
359["SweepEdge Opposite"]
360["SweepEdge Opposite"]
361["SweepEdge Opposite"]
362["SweepEdge Opposite"]
363["SweepEdge Opposite"]
364["SweepEdge Opposite"]
365["SweepEdge Opposite"]
366["SweepEdge Opposite"]
367["SweepEdge Opposite"]
368["SweepEdge Opposite"]
369["SweepEdge Opposite"]
370["SweepEdge Opposite"]
371["SweepEdge Opposite"]
372["SweepEdge Opposite"]
373["SweepEdge Opposite"]
374["SweepEdge Opposite"]
375["SweepEdge Opposite"]
376["SweepEdge Opposite"]
377["SweepEdge Opposite"]
378["SweepEdge Opposite"]
379["SweepEdge Opposite"]
380["SweepEdge Opposite"]
381["SweepEdge Opposite"]
382["SweepEdge Opposite"]
383["SweepEdge Opposite"]
384["SweepEdge Opposite"]
385["SweepEdge Opposite"]
386["SweepEdge Adjacent"]
387["SweepEdge Adjacent"]
388["SweepEdge Adjacent"]
389["SweepEdge Adjacent"]
390["SweepEdge Adjacent"]
391["SweepEdge Adjacent"]
392["SweepEdge Adjacent"]
393["SweepEdge Adjacent"]
394["SweepEdge Adjacent"]
395["SweepEdge Adjacent"]
396["SweepEdge Adjacent"]
397["SweepEdge Adjacent"]
398["SweepEdge Adjacent"]
399["SweepEdge Adjacent"]
400["SweepEdge Adjacent"]
401["SweepEdge Adjacent"]
402["SweepEdge Adjacent"]
403["SweepEdge Adjacent"]
404["SweepEdge Adjacent"]
405["SweepEdge Adjacent"]
406["SweepEdge Adjacent"]
407["SweepEdge Adjacent"]
408["SweepEdge Adjacent"]
409["SweepEdge Adjacent"]
410["SweepEdge Adjacent"]
411["SweepEdge Adjacent"]
412["SweepEdge Adjacent"]
413["SweepEdge Adjacent"]
414["SweepEdge Adjacent"]
415["SweepEdge Adjacent"]
416["SweepEdge Adjacent"]
417["SweepEdge Adjacent"]
418["SweepEdge Adjacent"]
419["SweepEdge Adjacent"]
420["SweepEdge Adjacent"]
421["SweepEdge Adjacent"]
422["SweepEdge Adjacent"]
423["SweepEdge Adjacent"]
424["SweepEdge Adjacent"]
425["SweepEdge Adjacent"]
426["SweepEdge Adjacent"]
427["SweepEdge Adjacent"]
428["SweepEdge Adjacent"]
429["SweepEdge Adjacent"]
430["SweepEdge Adjacent"]
431["SweepEdge Adjacent"]
432["SweepEdge Adjacent"]
433["SweepEdge Adjacent"]
434["SweepEdge Adjacent"]
435["SweepEdge Adjacent"]
436["SweepEdge Adjacent"]
437["SweepEdge Adjacent"]
438["SweepEdge Adjacent"]
439["SweepEdge Adjacent"]
440["SweepEdge Adjacent"]
441["SweepEdge Adjacent"]
442["SweepEdge Adjacent"]
443["SweepEdge Adjacent"]
444["SweepEdge Adjacent"]
445["SweepEdge Adjacent"]
446["SweepEdge Adjacent"]
447["SweepEdge Adjacent"]
448["SweepEdge Adjacent"]
449["SweepEdge Adjacent"]
450["SweepEdge Adjacent"]
451["SweepEdge Adjacent"]
452["SweepEdge Adjacent"]
453["SweepEdge Adjacent"]
454["SweepEdge Adjacent"]
455["SweepEdge Adjacent"]
456["SweepEdge Adjacent"]
457["SweepEdge Adjacent"]
458["SweepEdge Adjacent"]
459["SweepEdge Adjacent"]
460["SweepEdge Adjacent"]
461["SweepEdge Adjacent"]
462["SweepEdge Adjacent"]
463["SweepEdge Adjacent"]
464["SweepEdge Adjacent"]
465["SweepEdge Adjacent"]
466["SweepEdge Adjacent"]
467["SweepEdge Adjacent"]
468["SweepEdge Adjacent"]
469["SweepEdge Adjacent"]
470["SweepEdge Adjacent"]
471["SweepEdge Adjacent"]
472["SweepEdge Adjacent"]
473["SweepEdge Adjacent"]
474["SweepEdge Adjacent"]
475["SweepEdge Adjacent"]
476["SweepEdge Adjacent"]
477["SweepEdge Adjacent"]
478["SweepEdge Adjacent"]
479["SweepEdge Adjacent"]
480["SweepEdge Adjacent"]
481["SweepEdge Adjacent"]
482["SweepEdge Adjacent"]
483["SweepEdge Adjacent"]
1 --- 11
1 --- 12
2 --- 17
3 --- 18
4 --- 20
5 --- 19
6 --- 21
7 --- 22
8 --- 31
9 --- 32
10 --- 33
11 --- 34
11 --- 148
11 ---- 164
12 --- 35
12 --- 141
13 --- 36
13 --- 155
13 ---- 165
332 --- 13
14 --- 37
14 --- 157
332 --- 14
15 --- 38
15 --- 156
15 ---- 166
341 --- 15
16 --- 39
16 --- 150
16 ---- 174
332 --- 16
17 --- 40
17 --- 41
17 --- 42
17 --- 43
17 --- 44
17 --- 152
17 ---- 176
18 --- 45
18 --- 46
18 --- 47
18 --- 48
18 --- 49
18 --- 147
18 ---- 177
19 --- 51
19 --- 52
19 --- 54
19 --- 57
19 --- 59
19 --- 146
19 ---- 179
20 --- 50
20 --- 53
20 --- 55
20 --- 56
20 --- 58
20 --- 159
20 ---- 178
21 --- 60
21 --- 61
21 --- 62
21 --- 63
21 --- 64
21 --- 65
21 --- 66
21 --- 67
21 --- 68
21 --- 69
21 --- 70
21 --- 71
21 --- 72
21 --- 73
21 --- 74
21 --- 75
21 --- 76
21 --- 77
21 --- 78
21 --- 79
21 --- 80
21 --- 81
21 --- 82
21 --- 83
21 --- 158
21 ---- 180
22 --- 84
22 --- 142
22 ---- 181
23 --- 85
23 --- 153
23 ---- 182
333 --- 23
24 --- 86
24 --- 161
24 ---- 185
338 --- 24
25 --- 87
25 --- 151
25 ---- 188
324 --- 25
26 --- 88
26 --- 149
26 ---- 189
336 --- 26
27 --- 89
27 --- 162
27 ---- 191
340 --- 27
28 --- 90
28 --- 160
28 ---- 205
324 --- 28
29 --- 91
29 --- 92
29 --- 93
29 --- 94
29 --- 95
29 --- 144
29 ---- 213
324 --- 29
30 --- 96
30 --- 97
30 --- 98
30 --- 99
30 --- 100
30 --- 143
30 ---- 218
340 --- 30
31 --- 101
31 --- 102
31 --- 103
31 --- 104
31 --- 105
31 --- 106
31 --- 107
31 --- 108
31 --- 109
31 --- 110
31 --- 111
31 --- 112
31 --- 113
31 --- 114
31 --- 115
31 --- 116
31 --- 117
31 --- 154
31 ---- 221
32 --- 118
32 --- 119
32 --- 120
32 --- 121
32 --- 122
32 --- 123
32 --- 124
32 --- 125
32 --- 126
32 --- 145
32 ---- 222
33 --- 127
33 --- 128
33 --- 129
33 --- 130
33 --- 131
33 --- 132
33 --- 133
33 --- 134
33 --- 135
33 --- 136
33 --- 137
33 --- 138
33 --- 139
33 --- 140
33 --- 163
33 ---- 223
34 --- 250
34 x--> 323
34 --- 360
34 --- 412
36 --- 286
36 x--> 330
36 --- 373
36 --- 447
38 --- 224
38 x--> 341
38 --- 342
38 --- 386
39 --- 317
39 x--> 332
39 --- 380
39 --- 478
176 <--x 40
40 --- 247
40 --- 408
176 <--x 41
41 --- 248
41 --- 409
176 <--x 42
42 --- 246
42 --- 410
176 <--x 43
43 --- 249
43 --- 411
177 <--x 45
45 --- 243
45 --- 404
177 <--x 46
46 --- 245
46 --- 405
177 <--x 47
47 --- 244
47 --- 406
177 <--x 48
48 --- 242
48 --- 407
50 --- 264
50 x--> 339
50 --- 366
50 --- 426
51 --- 291
51 x--> 326
51 --- 378
51 --- 452
52 --- 290
52 x--> 326
52 --- 377
52 --- 451
53 --- 265
53 x--> 339
53 --- 365
53 --- 425
54 --- 288
54 x--> 326
54 --- 376
54 --- 450
55 --- 263
55 x--> 339
55 --- 364
55 --- 424
56 --- 262
56 x--> 339
56 --- 363
56 --- 423
57 --- 289
57 x--> 326
57 --- 375
57 --- 449
180 <--x 60
60 --- 308
60 --- 454
180 <--x 61
61 --- 310
61 --- 455
180 <--x 62
62 --- 311
62 --- 456
180 <--x 63
63 --- 301
63 --- 457
180 <--x 64
64 --- 316
64 --- 458
180 <--x 65
65 --- 315
65 --- 459
180 <--x 66
66 --- 295
66 --- 460
180 <--x 67
67 --- 303
67 --- 461
180 <--x 68
68 --- 297
68 --- 462
180 <--x 69
69 --- 300
69 --- 463
180 <--x 70
70 --- 309
70 --- 464
180 <--x 71
71 --- 298
71 --- 465
180 <--x 72
72 --- 293
72 --- 466
180 <--x 73
73 --- 294
73 --- 467
180 <--x 74
74 --- 305
74 --- 468
180 <--x 75
75 --- 306
75 --- 469
180 <--x 76
76 --- 307
76 --- 470
180 <--x 77
77 --- 296
77 --- 471
180 <--x 78
78 --- 302
78 --- 472
180 <--x 79
79 --- 304
79 --- 473
180 <--x 80
80 --- 313
80 --- 474
180 <--x 81
81 --- 299
81 --- 475
180 <--x 82
82 --- 312
82 --- 476
180 <--x 83
83 --- 314
83 --- 477
84 --- 285
84 x--> 324
84 --- 372
84 --- 446
85 --- 280
85 x--> 333
85 --- 367
85 --- 441
86 --- 260
86 x--> 338
86 --- 361
86 --- 421
87 --- 292
87 x--> 324
87 --- 379
87 --- 453
88 --- 322
88 x--> 329
88 --- 385
88 --- 483
89 --- 261
89 x--> 340
89 --- 362
89 --- 422
90 --- 287
90 x--> 324
90 --- 374
90 --- 448
91 --- 282
91 x--> 324
91 --- 368
91 --- 442
92 --- 281
92 x--> 324
92 --- 369
92 --- 443
93 --- 283
93 x--> 324
93 --- 370
93 --- 444
94 --- 284
94 x--> 324
94 --- 371
94 --- 445
96 --- 318
96 x--> 340
96 --- 384
96 --- 482
97 --- 321
97 x--> 340
97 --- 383
97 --- 481
98 --- 320
98 x--> 340
98 --- 382
98 --- 480
99 --- 319
99 x--> 340
99 --- 381
99 --- 479
101 --- 233
101 x--> 327
101 --- 343
101 --- 387
102 --- 226
102 x--> 327
102 --- 344
102 --- 388
103 --- 238
103 x--> 327
103 --- 345
103 --- 389
104 --- 229
104 x--> 327
104 --- 346
104 --- 390
105 --- 239
105 x--> 327
105 --- 347
105 --- 391
106 --- 227
106 x--> 327
106 --- 348
106 --- 392
107 --- 240
107 x--> 327
107 --- 349
107 --- 393
108 --- 241
108 x--> 327
108 --- 350
108 --- 394
109 --- 230
109 x--> 327
109 --- 351
109 --- 395
110 --- 236
110 x--> 327
110 --- 352
110 --- 396
111 --- 235
111 x--> 327
111 --- 353
111 --- 397
112 --- 237
112 x--> 327
112 --- 354
112 --- 398
113 --- 228
113 x--> 327
113 --- 355
113 --- 399
114 --- 225
114 x--> 327
114 --- 356
114 --- 400
115 --- 234
115 x--> 327
115 --- 357
115 --- 401
116 --- 232
116 x--> 327
116 --- 358
116 --- 402
117 --- 231
117 x--> 327
117 --- 359
117 --- 403
222 <--x 118
118 --- 252
118 x--> 413
222 <--x 119
119 --- 255
119 --- 413
222 <--x 120
120 --- 259
120 --- 414
222 <--x 121
121 --- 253
121 --- 415
222 <--x 122
122 --- 256
122 --- 416
222 <--x 123
123 --- 257
123 --- 417
222 <--x 124
124 --- 254
124 --- 418
222 <--x 125
125 --- 258
125 --- 419
222 <--x 126
126 --- 251
126 --- 420
223 <--x 127
127 --- 275
127 --- 427
223 <--x 128
128 --- 277
128 --- 428
223 <--x 129
129 --- 269
129 --- 429
223 <--x 130
130 --- 276
130 --- 430
223 <--x 131
131 --- 266
131 --- 431
223 <--x 132
132 --- 279
132 --- 432
223 <--x 133
133 --- 270
133 --- 433
223 <--x 134
134 --- 278
134 --- 434
223 <--x 135
135 --- 267
135 --- 435
223 <--x 136
136 --- 271
136 --- 436
223 <--x 137
137 --- 268
137 --- 437
223 <--x 138
138 --- 273
138 --- 438
223 <--x 139
139 --- 274
139 --- 439
223 <--x 140
140 --- 272
140 --- 440
164 --- 250
164 --- 323
164 --- 332
164 --- 360
164 --- 412
165 --- 286
165 --- 330
165 --- 341
165 --- 373
165 --- 447
166 --- 224
166 --- 342
166 --- 386
174 --- 317
174 --- 380
174 --- 478
176 --- 246
176 --- 247
176 --- 248
176 --- 249
176 --- 408
176 --- 409
176 --- 410
176 --- 411
177 --- 242
177 --- 243
177 --- 244
177 --- 245
177 --- 404
177 --- 405
177 --- 406
177 --- 407
178 --- 262
178 --- 263
178 --- 264
178 --- 265
178 --- 328
178 --- 339
178 --- 363
178 --- 364
178 --- 365
178 --- 366
178 --- 423
178 --- 424
178 --- 425
178 --- 426
179 --- 288
179 --- 289
179 --- 290
179 --- 291
179 --- 326
179 --- 335
179 --- 375
179 --- 376
179 --- 377
179 --- 378
179 --- 449
179 --- 450
179 --- 451
179 --- 452
180 --- 293
180 --- 294
180 --- 295
180 --- 296
180 --- 297
180 --- 298
180 --- 299
180 --- 300
180 --- 301
180 --- 302
180 --- 303
180 --- 304
180 --- 305
180 --- 306
180 --- 307
180 --- 308
180 --- 309
180 --- 310
180 --- 311
180 --- 312
180 --- 313
180 --- 314
180 --- 315
180 --- 316
180 --- 454
180 --- 455
180 --- 456
180 --- 457
180 --- 458
180 --- 459
180 --- 460
180 --- 461
180 --- 462
180 --- 463
180 --- 464
180 --- 465
180 --- 466
180 --- 467
180 --- 468
180 --- 469
180 --- 470
180 --- 471
180 --- 472
180 --- 473
180 --- 474
180 --- 475
180 --- 476
180 --- 477
181 --- 285
181 --- 324
181 --- 333
181 --- 372
181 --- 446
182 --- 280
182 --- 338
182 --- 367
182 --- 441
185 --- 260
185 --- 361
185 --- 421
188 --- 292
188 --- 336
188 --- 379
188 --- 453
189 --- 322
189 --- 329
189 --- 340
189 --- 385
189 --- 483
191 --- 261
191 --- 362
191 --- 422
205 --- 287
205 --- 334
205 --- 374
205 --- 448
213 --- 281
213 --- 282
213 --- 283
213 --- 284
213 --- 325
213 --- 368
213 --- 369
213 --- 370
213 --- 371
213 --- 442
213 --- 443
213 --- 444
213 --- 445
218 --- 318
218 --- 319
218 --- 320
218 --- 321
218 --- 331
218 --- 381
218 --- 382
218 --- 383
218 --- 384
218 --- 479
218 --- 480
218 --- 481
218 --- 482
221 --- 225
221 --- 226
221 --- 227
221 --- 228
221 --- 229
221 --- 230
221 --- 231
221 --- 232
221 --- 233
221 --- 234
221 --- 235
221 --- 236
221 --- 237
221 --- 238
221 --- 239
221 --- 240
221 --- 241
221 --- 327
221 --- 337
221 --- 343
221 --- 344
221 --- 345
221 --- 346
221 --- 347
221 --- 348
221 --- 349
221 --- 350
221 --- 351
221 --- 352
221 --- 353
221 --- 354
221 --- 355
221 --- 356
221 --- 357
221 --- 358
221 --- 359
221 --- 387
221 --- 388
221 --- 389
221 --- 390
221 --- 391
221 --- 392
221 --- 393
221 --- 394
221 --- 395
221 --- 396
221 --- 397
221 --- 398
221 --- 399
221 --- 400
221 --- 401
221 --- 402
221 --- 403
222 --- 251
222 --- 252
222 --- 253
222 --- 254
222 --- 255
222 --- 256
222 --- 257
222 --- 258
222 --- 259
222 --- 413
222 --- 414
222 --- 415
222 --- 416
222 --- 417
222 --- 418
222 --- 419
222 --- 420
223 --- 266
223 --- 267
223 --- 268
223 --- 269
223 --- 270
223 --- 271
223 --- 272
223 --- 273
223 --- 274
223 --- 275
223 --- 276
223 --- 277
223 --- 278
223 --- 279
223 --- 427
223 --- 428
223 --- 429
223 --- 430
223 --- 431
223 --- 432
223 --- 433
223 --- 434
223 --- 435
223 --- 436
223 --- 437
223 --- 438
223 --- 439
223 --- 440
224 --- 342
224 --- 386
225 --- 356
399 <--x 225
225 --- 400
226 --- 344
387 <--x 226
226 --- 388
227 --- 348
391 <--x 227
227 --- 392
228 --- 355
398 <--x 228
228 --- 399
229 --- 346
389 <--x 229
229 --- 390
230 --- 351
394 <--x 230
230 --- 395
231 --- 359
402 <--x 231
231 --- 403
232 --- 358
401 <--x 232
232 --- 402
233 --- 343
233 --- 387
403 <--x 233
234 --- 357
400 <--x 234
234 --- 401
235 --- 353
396 <--x 235
235 --- 397
236 --- 352
395 <--x 236
236 --- 396
237 --- 354
397 <--x 237
237 --- 398
238 --- 345
388 <--x 238
238 --- 389
239 --- 347
390 <--x 239
239 --- 391
240 --- 349
392 <--x 240
240 --- 393
241 --- 350
393 <--x 241
241 --- 394
406 <--x 242
242 --- 407
243 --- 404
407 <--x 243
405 <--x 244
244 --- 406
404 <--x 245
245 --- 405
409 <--x 246
246 --- 410
247 --- 408
411 <--x 247
408 <--x 248
248 --- 409
410 <--x 249
249 --- 411
250 --- 360
250 --- 412
419 <--x 251
251 --- 420
252 --- 413
420 <--x 252
414 <--x 253
253 --- 415
417 <--x 254
254 --- 418
255 --- 413
415 <--x 256
256 --- 416
416 <--x 257
257 --- 417
418 <--x 258
258 --- 419
259 --- 414
260 --- 361
260 --- 421
261 --- 362
261 --- 422
262 --- 363
262 --- 423
424 <--x 262
263 --- 364
263 --- 424
425 <--x 263
264 --- 366
423 <--x 264
264 --- 426
265 --- 365
265 --- 425
426 <--x 265
430 <--x 266
266 --- 431
434 <--x 267
267 --- 435
436 <--x 268
268 --- 437
428 <--x 269
269 --- 429
432 <--x 270
270 --- 433
435 <--x 271
271 --- 436
439 <--x 272
272 --- 440
437 <--x 273
273 --- 438
438 <--x 274
274 --- 439
275 --- 427
440 <--x 275
429 <--x 276
276 --- 430
427 <--x 277
277 --- 428
433 <--x 278
278 --- 434
431 <--x 279
279 --- 432
280 --- 367
280 --- 441
281 --- 369
281 --- 443
444 <--x 281
282 --- 368
282 --- 442
443 <--x 282
283 --- 370
283 --- 444
445 <--x 283
284 --- 371
442 <--x 284
284 --- 445
285 --- 372
285 --- 446
286 --- 373
286 --- 447
287 --- 374
287 --- 448
288 --- 376
449 <--x 288
288 --- 450
289 --- 375
289 --- 449
452 <--x 289
290 --- 377
450 <--x 290
290 --- 451
291 --- 378
451 <--x 291
291 --- 452
292 --- 379
292 --- 453
465 <--x 293
293 --- 466
466 <--x 294
294 --- 467
459 <--x 295
295 --- 460
470 <--x 296
296 --- 471
461 <--x 297
297 --- 462
464 <--x 298
298 --- 465
474 <--x 299
299 --- 475
462 <--x 300
300 --- 463
456 <--x 301
301 --- 457
471 <--x 302
302 --- 472
460 <--x 303
303 --- 461
472 <--x 304
304 --- 473
467 <--x 305
305 --- 468
468 <--x 306
306 --- 469
469 <--x 307
307 --- 470
308 --- 454
477 <--x 308
463 <--x 309
309 --- 464
454 <--x 310
310 --- 455
455 <--x 311
311 --- 456
475 <--x 312
312 --- 476
473 <--x 313
313 --- 474
476 <--x 314
314 --- 477
458 <--x 315
315 --- 459
457 <--x 316
316 --- 458
317 --- 380
317 --- 478
318 --- 384
479 <--x 318
318 --- 482
319 --- 381
319 --- 479
480 <--x 319
320 --- 382
320 --- 480
481 <--x 320
321 --- 383
321 --- 481
482 <--x 321
322 --- 385
322 --- 483
380 <--x 323
361 <--x 324
368 <--x 325
369 <--x 325
370 <--x 325
371 <--x 325
363 <--x 328
364 <--x 328
365 <--x 328
366 <--x 328
362 <--x 329
342 <--x 330
381 <--x 331
382 <--x 331
383 <--x 331
384 <--x 331
360 <--x 332
372 <--x 333
374 <--x 334
375 <--x 335
376 <--x 335
377 <--x 335
378 <--x 335
379 <--x 336
343 <--x 337
344 <--x 337
345 <--x 337
346 <--x 337
347 <--x 337
348 <--x 337
349 <--x 337
350 <--x 337
351 <--x 337
352 <--x 337
353 <--x 337
354 <--x 337
355 <--x 337
356 <--x 337
357 <--x 337
358 <--x 337
359 <--x 337
367 <--x 338
385 <--x 340
373 <--x 341