#
d
strut1f
1: -17.0 0.0 8.0
2: -7.0 0.0 8.0
3: -3.0 0.0 8.0
4: -17.0 0.58778 7.80902
5: -7.0 0.58778 7.80902
6: -3.0 0.58778 7.80902
7: -17.0 0.95106 7.30902
8: -7.0 0.95106 7.30902
9: -3.0 0.95106 7.30902
10: -17.0 0.95106 6.69098
11: -7.0 0.95106 6.69098
12: -3.0 0.95106 6.69098
13: -17.0 0.58778 6.19098
14: -7.0 0.58778 6.19098
15: -3.0 0.58778 6.19098
16: -17.0 -0.00319 6.0
17: -7.0 -0.00319 6.0
18: -3.0 -0.00319 6.0
19: -17.0 -0.58807 6.19098
20: -7.0 -0.58807 6.19098
21: -3.0 -0.58807 6.19098
22: -17.0 -0.95107 6.69098
23: -7.0 -0.95107 6.69098
24: -3.0 -0.95107 6.69098
25: -17.0 -0.95106 7.30902
26: -7.0 -0.95106 7.30902
27: -3.0 -0.95106 7.30902
28: -17.0 -0.58778 7.80902
29: -7.0 -0.58778 7.80902
30: -3.0 -0.58778 7.80902
$
e
strut2f
1: 0.0 17.0 8.0
2: 0.0 7.0 8.0
3: 0.0 3.0 8.0
4: 0.58778 17.0 7.80902
5: 0.58778 7.0 7.80902
6: 0.58778 3.0 7.80902
7: 0.95106 17.0 7.30902
8: 0.95106 7.0 7.30902
9: 0.95106 3.0 7.30902
10: 0.95106 17.0 6.69098
11: 0.95106 7.0 6.69098
12: 0.95106 3.0 6.69098
13: 0.58778 17.0 6.19098
14: 0.58778 7.0 6.19098
15: 0.58778 3.0 6.19098
16: -0.00319 17.0 6.0
17: -0.00319 7.0 6.0
18: -0.00319 3.0 6.0
19: -0.58807 17.0 6.19098
20: -0.58807 7.0 6.19098
21: -0.58807 3.0 6.19098
22: -0.95107 17.0 6.69098
23: -0.95107 7.0 6.69098
24: -0.95107 3.0 6.69098
25: -0.95106 17.0 7.30902
26: -0.95106 7.0 7.30902
27: -0.95106 3.0 7.30902
28: -0.58778 17.0 7.80902
29: -0.58778 7.0 7.80902
30: -0.58778 3.0 7.80902
$
f
strut3f
1: 0.0 -17.0 6.0
2: 0.0 -7.0 6.0
3: 0.0 -3.0 6.0
4: 0.58778 -17.0 6.19098
5: 0.58778 -7.0 6.19098
6: 0.58778 -3.0 6.19098
7: 0.95106 -17.0 6.69098
8: 0.95106 -7.0 6.69098
9: 0.95106 -3.0 6.69098
10: 0.95106 -17.0 7.30902
11: 0.95106 -7.0 7.30902
12: 0.95106 -3.0 7.30902
13: 0.58778 -17.0 7.80902
14: 0.58778 -7.0 7.80902
15: 0.58778 -3.0 7.80902
16: -0.00319 -17.0 8.0
17: -0.00319 -7.0 8.0
18: -0.00319 -3.0 8.0
19: -0.58807 -17.0 7.80902
20: -0.58807 -7.0 7.80902
21: -0.58807 -3.0 7.80902
22: -0.95107 -17.0 7.30902
23: -0.95107 -7.0 7.30902
24: -0.95107 -3.0 7.30902
25: -0.95106 -17.0 6.69098
26: -0.95106 -7.0 6.69098
27: -0.95106 -3.0 6.69098
28: -0.58778 -17.0 6.19098
29: -0.58778 -7.0 6.19098
30: -0.58778 -3.0 6.19098
$
g
strut4f
1: 17.0 0.0 8.0
2: 7.0 0.0 8.0
3: 3.0 0.0 8.0
4: 17.0 -0.58778 7.80902
5: 7.0 -0.58778 7.80902
6: 3.0 -0.58778 7.80902
7: 17.0 -0.95106 7.30902
8: 7.0 -0.95106 7.30902
9: 3.0 -0.95106 7.30902
10: 17.0 -0.95106 6.69098
11: 7.0 -0.95106 6.69098
12: 3.0 -0.95106 6.69098
13: 17.0 -0.58778 6.19098
14: 7.0 -0.58778 6.19098
15: 3.0 -0.58778 6.19098
16: 17.0 0.00319 6.0
17: 7.0 0.00319 6.0
18: 3.0 0.00319 6.0
19: 17.0 0.58807 6.19098
20: 7.0 0.58807 6.19098
21: 3.0 0.58807 6.19098
22: 17.0 0.95107 6.69098
23: 7.0 0.95107 6.69098
24: 3.0 0.95107 6.69098
25: 17.0 0.95106 7.30902
26: 7.0 0.95106 7.30902
27: 3.0 0.95106 7.30902
28: 17.0 0.58778 7.80902
29: 7.0 0.58778 7.80902
30: 3.0 0.58778 7.80902
$
h
strut1b
1: -17.0 0.0 -6.0
2: -7.0 0.0 -6.0
3: -3.0 0.0 -6.0
4: -17.0 0.58778 -6.19098
5: -7.0 0.58778 -6.19098
6: -3.0 0.58778 -6.19098
7: -17.0 0.95106 -6.69098
8: -7.0 0.95106 -6.69098
9: -3.0 0.95106 -6.69098
10: -17.0 0.95106 -7.30902
11: -7.0 0.95106 -7.30902
12: -3.0 0.95106 -7.30902
13: -17.0 0.58778 -7.80902
14: -7.0 0.58778 -7.80902
15: -3.0 0.58778 -7.80902
16: -17.0 -0.00319 -8.0
17: -7.0 -0.00319 -8.0
18: -3.0 -0.00319 -8.0
19: -17.0 -0.58807 -7.80902
20: -7.0 -0.58807 -7.80902
21: -3.0 -0.58807 -7.80902
22: -17.0 -0.95107 -7.30902
23: -7.0 -0.95107 -7.30902
24: -3.0 -0.95107 -7.30902
25: -17.0 -0.95106 -6.69098
26: -7.0 -0.95106 -6.69098
27: -3.0 -0.95106 -6.69098
28: -17.0 -0.58778 -6.19098
29: -7.0 -0.58778 -6.19098
30: -3.0 -0.58778 -6.19098
$
i
strut2b
1: 0.0 17.0 -6.0
2: 0.0 7.0 -6.0
3: 0.0 3.0 -6.0
4: 0.58778 17.0 -6.19098
5: 0.58778 7.0 -6.19098
6: 0.58778 3.0 -6.19098
7: 0.95106 17.0 -6.69098
8: 0.95106 7.0 -6.69098
9: 0.95106 3.0 -6.69098
10: 0.95106 17.0 -7.30902
11: 0.95106 7.0 -7.30902
12: 0.95106 3.0 -7.30902
13: 0.58778 17.0 -7.80902
14: 0.58778 7.0 -7.80902
15: 0.58778 3.0 -7.80902
16: -0.00319 17.0 -8.0
17: -0.00319 7.0 -8.0
18: -0.00319 3.0 -8.0
19: -0.58807 17.0 -7.80902
20: -0.58807 7.0 -7.80902
21: -0.58807 3.0 -7.80902
22: -0.95107 17.0 -7.30902
23: -0.95107 7.0 -7.30902
24: -0.95107 3.0 -7.30902
25: -0.95106 17.0 -6.69098
26: -0.95106 7.0 -6.69098
27: -0.95106 3.0 -6.69098
28: -0.58778 17.0 -6.19098
29: -0.58778 7.0 -6.19098
30: -0.58778 3.0 -6.19098
$
j
strut3b
1: 0.0 -17.0 -8.0
2: 0.0 -7.0 -8.0
3: 0.0 -3.0 -8.0
4: 0.58778 -17.0 -7.80902
5: 0.58778 -7.0 -7.80902
6: 0.58778 -3.0 -7.80902
7: 0.95106 -17.0 -7.30902
8: 0.95106 -7.0 -7.30902
9: 0.95106 -3.0 -7.30902
10: 0.95106 -17.0 -6.69098
11: 0.95106 -7.0 -6.69098
12: 0.95106 -3.0 -6.69098
13: 0.58778 -17.0 -6.19098
14: 0.58778 -7.0 -6.19098
15: 0.58778 -3.0 -6.19098
16: -0.00319 -17.0 -6.0
17: -0.00319 -7.0 -6.0
18: -0.00319 -3.0 -6.0
19: -0.58807 -17.0 -6.19098
20: -0.58807 -7.0 -6.19098
21: -0.58807 -3.0 -6.19098
22: -0.95107 -17.0 -6.69098
23: -0.95107 -7.0 -6.69098
24: -0.95107 -3.0 -6.69098
25: -0.95106 -17.0 -7.30902
26: -0.95106 -7.0 -7.30902
27: -0.95106 -3.0 -7.30902
28: -0.58778 -17.0 -7.80902
29: -0.58778 -7.0 -7.80902
30: -0.58778 -3.0 -7.80902
$
k
strut4b
1: 17.0 0.0 -6.0
2: 7.0 0.0 -6.0
3: 3.0 0.0 -6.0
4: 17.0 -0.58778 -6.19098
5: 7.0 -0.58778 -6.19098
6: 3.0 -0.58778 -6.19098
7: 17.0 -0.95106 -6.69098
8: 7.0 -0.95106 -6.69098
9: 3.0 -0.95106 -6.69098
10: 17.0 -0.95106 -7.30902
11: 7.0 -0.95106 -7.30902
12: 3.0 -0.95106 -7.30902
13: 17.0 -0.58778 -7.80902
14: 7.0 -0.58778 -7.80902
15: 3.0 -0.58778 -7.80902
16: 17.0 0.00319 -8.0
17: 7.0 0.00319 -8.0
18: 3.0 0.00319 -8.0
19: 17.0 0.58807 -7.80902
20: 7.0 0.58807 -7.80902
21: 3.0 0.58807 -7.80902
22: 17.0 0.95107 -7.30902
23: 7.0 0.95107 -7.30902
24: 3.0 0.95107 -7.30902
25: 17.0 0.95106 -6.69098
26: 7.0 0.95106 -6.69098
27: 3.0 0.95106 -6.69098
28: 17.0 0.58778 -6.19098
29: 7.0 0.58778 -6.19098
30: 3.0 0.58778 -6.19098
$
a
1: 0.0 -16.99999 -5.0
2: 0.0 -16.99999 -9.0
3: 0.0 -19.99999 -9.0
4: 0.0 -19.99999 -5.0
5: 0.0 -16.99999 -5.0
6: 4.22772 -16.46591 -5.0
7: 4.22772 -16.46591 -9.0
8: 4.97379 -19.37166 -9.0
9: 4.97379 -19.37166 -5.0
10: 4.22772 -16.46591 -5.0
11: 8.18980 -14.89722 -5.0
12: 8.18980 -14.89722 -9.0
13: 9.63506 -17.52613 -9.0
14: 9.63506 -17.52613 -5.0
15: 8.18980 -14.89722 -5.0
16: 11.63729 -12.39248 -5.0
17: 11.63729 -12.39248 -9.0
18: 13.69093 -14.57938 -9.0
19: 13.69093 -14.57938 -5.0
20: 11.63729 -12.39248 -5.0
21: 14.35358 -9.10905 -5.0
22: 14.35358 -9.10905 -9.0
23: 16.88656 -10.71653 -9.0
24: 16.88656 -10.71653 -5.0
25: 14.35358 -9.10905 -5.0
26: 16.16796 -5.25329 -5.0
27: 16.16796 -5.25329 -9.0
28: 19.02112 -6.18033 -9.0
29: 19.02112 -6.18033 -5.0
30: 16.16796 -5.25329 -5.0
31: 16.96645 -1.06744 -5.0
32: 16.96645 -1.06744 -9.0
33: 19.96053 -1.25581 -9.0
34: 19.96053 -1.25581 -5.0
35: 16.96645 -1.06744 -5.0
36: 16.69888 3.18548 -5.0
37: 16.69888 3.18548 -9.0
38: 19.64574 3.74762 -9.0
39: 19.64574 3.74762 -5.0
40: 16.69888 3.18548 -5.0
41: 15.38206 7.23824 -5.0
42: 15.38206 7.23824 -9.0
43: 18.09654 8.51557 -9.0
44: 18.09654 8.51557 -5.0
45: 15.38206 7.23824 -5.0
46: 13.09873 10.83620 -5.0
47: 13.09873 10.83620 -9.0
48: 15.41027 12.74846 -9.0
49: 15.41027 12.74846 -5.0
50: 13.09873 10.83620 -5.0
51: 9.99234 13.75329 -5.0
52: 9.99234 13.75329 -9.0
53: 11.75570 16.18034 -9.0
54: 11.75570 16.18034 -5.0
55: 9.99234 13.75329 -5.0
56: 6.25812 15.80620 -5.0
57: 6.25812 15.80620 -9.0
58: 7.36249 18.59552 -9.0
59: 7.36249 18.59552 -5.0
60: 6.25812 15.80620 -5.0
61: 2.13067 16.86595 -5.0
62: 2.13067 16.86595 -9.0
63: 2.50667 19.84229 -9.0
64: 2.50667 19.84229 -5.0
65: 2.13067 16.86595 -5.0
66: -2.16603 16.86595 -5.0
67: -2.16603 16.86595 -9.0
68: -2.54827 19.84229 -9.0
69: -2.54827 19.84229 -5.0
70: -2.16603 16.86595 -5.0
71: -6.27206 15.80620 -5.0
72: -6.27206 15.80620 -9.0
73: -7.37889 18.59553 -9.0
74: -7.37889 18.59553 -5.0
75: -6.27206 15.80620 -5.0
76: -9.99725 13.75330 -5.0
77: -9.99725 13.75330 -9.0
78: -11.76147 16.18035 -9.0
79: -11.76147 16.18035 -5.0
80: -9.99725 13.75330 -5.0
81: -13.10022 10.83620 -5.0
82: -13.10022 10.83620 -9.0
83: -15.41203 12.74847 -9.0
84: -15.41203 12.74847 -5.0
85: -13.10022 10.83620 -5.0
86: -15.38245 7.23825 -5.0
87: -15.38245 7.23825 -9.0
88: -18.09700 8.51558 -9.0
89: -18.09700 8.51558 -5.0
90: -15.38245 7.23825 -5.0
91: -16.69897 3.18549 -5.0
92: -16.69897 3.18549 -9.0
93: -19.64584 3.74763 -9.0
94: -19.64584 3.74763 -5.0
95: -16.69897 3.18549 -5.0
96: -16.96647 -1.06743 -5.0
97: -16.96647 -1.06743 -9.0
98: -19.96055 -1.25580 -9.0
99: -19.96055 -1.25580 -5.0
100: -16.96647 -1.06743 -5.0
101: -16.16796 -5.25327 -5.0
102: -16.16796 -5.25327 -9.0
103: -19.02113 -6.18032 -9.0
104: -19.02113 -6.18032 -5.0
105: -16.16796 -5.25327 -5.0
106: -14.35357 -9.10904 -5.0
107: -14.35357 -9.10904 -9.0
108: -16.88656 -10.71651 -9.0
109: -16.88656 -10.71651 -5.0
110: -14.35357 -9.10904 -5.0
111: -11.63730 -12.39247 -5.0
112: -11.63730 -12.39247 -9.0
113: -13.69094 -14.57937 -9.0
114: -13.69094 -14.57937 -5.0
115: -11.63730 -12.39247 -5.0
116: -8.18982 -14.89721 -5.0
117: -8.18982 -14.89721 -9.0
118: -9.63508 -17.52613 -9.0
119: -9.63508 -17.52613 -5.0
120: -8.18982 -14.89721 -5.0
121: -4.22773 -16.46591 -5.0
122: -4.22773 -16.46591 -9.0
123: -4.97380 -19.37166 -9.0
124: -4.97380 -19.37166 -5.0
125: -4.22773 -16.46591 -5.0
$
b
1: 0.0 -16.99999 5.0
2: 0.0 -16.99999 9.0
3: 0.0 -19.99999 9.0
4: 0.0 -19.99999 5.0
5: 0.0 -16.99999 5.0
6: 4.22772 -16.46591 5.0
7: 4.22772 -16.46591 9.0
8: 4.97379 -19.37166 9.0
9: 4.97379 -19.37166 5.0
10: 4.22772 -16.46591 5.0
11: 8.18980 -14.89722 5.0
12: 8.18980 -14.89722 9.0
13: 9.63506 -17.52613 9.0
14: 9.63506 -17.52613 5.0
15: 8.18980 -14.89722 5.0
16: 11.63729 -12.39248 5.0
17: 11.63729 -12.39248 9.0
18: 13.69093 -14.57938 9.0
19: 13.69093 -14.57938 5.0
20: 11.63729 -12.39248 5.0
21: 14.35358 -9.10905 5.0
22: 14.35358 -9.10905 9.0
23: 16.88656 -10.71653 9.0
24: 16.88656 -10.71653 5.0
25: 14.35358 -9.10905 5.0
26: 16.16796 -5.25329 5.0
27: 16.16796 -5.25329 9.0
28: 19.02112 -6.18033 9.0
29: 19.02112 -6.18033 5.0
30: 16.16796 -5.25329 5.0
31: 16.96645 -1.06744 5.0
32: 16.96645 -1.06744 9.0
33: 19.96053 -1.25581 9.0
34: 19.96053 -1.25581 5.0
35: 16.96645 -1.06744 5.0
36: 16.69888 3.18548 5.0
37: 16.69888 3.18548 9.0
38: 19.64574 3.74762 9.0
39: 19.64574 3.74762 5.0
40: 16.69888 3.18548 5.0
41: 15.38206 7.23824 5.0
42: 15.38206 7.23824 9.0
43: 18.09654 8.51557 9.0
44: 18.09654 8.51557 5.0
45: 15.38206 7.23824 5.0
46: 13.09873 10.83620 5.0
47: 13.09873 10.83620 9.0
48: 15.41027 12.74846 9.0
49: 15.41027 12.74846 5.0
50: 13.09873 10.83620 5.0
51: 9.99234 13.75329 5.0
52: 9.99234 13.75329 9.0
53: 11.75570 16.18034 9.0
54: 11.75570 16.18034 5.0
55: 9.99234 13.75329 5.0
56: 6.25812 15.80620 5.0
57: 6.25812 15.80620 9.0
58: 7.36249 18.59552 9.0
59: 7.36249 18.59552 5.0
60: 6.25812 15.80620 5.0
61: 2.13067 16.86595 5.0
62: 2.13067 16.86595 9.0
63: 2.50667 19.84229 9.0
64: 2.50667 19.84229 5.0
65: 2.13067 16.86595 5.0
66: -2.16603 16.86595 5.0
67: -2.16603 16.86595 9.0
68: -2.54827 19.84229 9.0
69: -2.54827 19.84229 5.0
70: -2.16603 16.86595 5.0
71: -6.27206 15.80620 5.0
72: -6.27206 15.80620 9.0
73: -7.37889 18.59553 9.0
74: -7.37889 18.59553 5.0
75: -6.27206 15.80620 5.0
76: -9.99725 13.75330 5.0
77: -9.99725 13.75330 9.0
78: -11.76147 16.18035 9.0
79: -11.76147 16.18035 5.0
80: -9.99725 13.75330 5.0
81: -13.10022 10.83620 5.0
82: -13.10022 10.83620 9.0
83: -15.41203 12.74847 9.0
84: -15.41203 12.74847 5.0
85: -13.10022 10.83620 5.0
86: -15.38245 7.23825 5.0
87: -15.38245 7.23825 9.0
88: -18.09700 8.51558 9.0
89: -18.09700 8.51558 5.0
90: -15.38245 7.23825 5.0
91: -16.69897 3.18549 5.0
92: -16.69897 3.18549 9.0
93: -19.64584 3.74763 9.0
94: -19.64584 3.74763 5.0
95: -16.69897 3.18549 5.0
96: -16.96647 -1.06743 5.0
97: -16.96647 -1.06743 9.0
98: -19.96055 -1.25580 9.0
99: -19.96055 -1.25580 5.0
100: -16.96647 -1.06743 5.0
101: -16.16796 -5.25327 5.0
102: -16.16796 -5.25327 9.0
103: -19.02113 -6.18032 9.0
104: -19.02113 -6.18032 5.0
105: -16.16796 -5.25327 5.0
106: -14.35357 -9.10904 5.0
107: -14.35357 -9.10904 9.0
108: -16.88656 -10.71651 9.0
109: -16.88656 -10.71651 5.0
110: -14.35357 -9.10904 5.0
111: -11.63730 -12.39247 5.0
112: -11.63730 -12.39247 9.0
113: -13.69094 -14.57937 9.0
114: -13.69094 -14.57937 5.0
115: -11.63730 -12.39247 5.0
116: -8.18982 -14.89721 5.0
117: -8.18982 -14.89721 9.0
118: -9.63508 -17.52613 9.0
119: -9.63508 -17.52613 5.0
120: -8.18982 -14.89721 5.0
121: -4.22773 -16.46591 5.0
122: -4.22773 -16.46591 9.0
123: -4.97380 -19.37166 9.0
124: -4.97380 -19.37166 5.0
125: -4.22773 -16.46591 5.0
$
x
 1 : 2.5 .5 -9
 2 : 2.5 -.5 -9 
 3 : -2.5 -.5 -9
 4 : -2.5 .5 -9
$
c
1: 0.0 0.0 -9.0
2: 0.0 -3.0 -9.0
3: 0.0 -3.0 -5.0
4: 0.0 -1.0 -2.0
5: 0.0 -1.0 0.0
6: 0.0 -1.0 2.0
7: 0.0 -3.0 5.0
8: 0.0 -3.0 9.0
9: 0.0 0.0 9.0
10: 0.0 0.0 -9.0
11: 1.76335 -2.42705 -9.0
12: 1.76335 -2.42705 -5.0
13: 0.58778 -0.80902 -2.0
14: 0.58778 -0.80902 0.0
15: 0.58778 -0.80902 2.0
16: 1.76335 -2.42705 5.0
17: 1.76335 -2.42705 9.0
18: 0.0 0.0 9.0
19: 0.0 0.0 -9.0
20: 2.85317 -0.92705 -9.0
21: 2.85317 -0.92705 -5.0
22: 0.95106 -0.30902 -2.0
23: 0.95106 -0.30902 0.0
24: 0.95106 -0.30902 2.0
25: 2.85317 -0.92705 5.0
26: 2.85317 -0.92705 9.0
27: 0.0 0.0 9.0
28: 0.0 0.0 -9.0
29: 2.85317 0.92705 -9.0
30: 2.85317 0.92705 -5.0
31: 0.95106 0.30902 -2.0
32: 0.95106 0.30902 0.0
33: 0.95106 0.30902 2.0
34: 2.85317 0.92705 5.0
35: 2.85317 0.92705 9.0
36: 0.0 0.0 9.0
37: 0.0 0.0 -9.0
38: 1.76335 2.42705 -9.0
39: 1.76335 2.42705 -5.0
40: 0.58778 0.80902 -2.0
41: 0.58778 0.80902 0.0
42: 0.58778 0.80902 2.0
43: 1.76335 2.42705 5.0
44: 1.76335 2.42705 9.0
45: 0.0 0.0 9.0
46: 0.0 0.0 -9.0
47: -0.00958 3.0 -9.0
48: -0.00958 3.0 -5.0
49: -0.00319 1.0 -2.0
50: -0.00319 1.0 0.0
51: -0.00319 1.0 2.0
52: -0.00958 3.0 5.0
53: -0.00958 3.0 9.0
54: 0.0 0.0 9.0
55: 0.0 0.0 -9.0
56: -1.76422 2.42705 -9.0
57: -1.76422 2.42705 -5.0
58: -0.58807 0.80902 -2.0
59: -0.58807 0.80902 0.0
60: -0.58807 0.80902 2.0
61: -1.76422 2.42705 5.0
62: -1.76422 2.42705 9.0
63: 0.0 0.0 9.0
64: 0.0 0.0 -9.0
65: -2.85320 0.92705 -9.0
66: -2.85320 0.92705 -5.0
67: -0.95107 0.30902 -2.0
68: -0.95107 0.30902 0.0
69: -0.95107 0.30902 2.0
70: -2.85320 0.92705 5.0
71: -2.85320 0.92705 9.0
72: 0.0 0.0 9.0
73: 0.0 0.0 -9.0
74: -2.85317 -0.92705 -9.0
75: -2.85317 -0.92705 -5.0
76: -0.95106 -0.30902 -2.0
77: -0.95106 -0.30902 0.0
78: -0.95106 -0.30902 2.0
79: -2.85317 -0.92705 5.0
80: -2.85317 -0.92705 9.0
81: 0.0 0.0 9.0
82: 0.0 0.0 -9.0
83: -1.76335 -2.42705 -9.0
84: -1.76335 -2.42705 -5.0
85: -0.58778 -0.80902 -2.0
86: -0.58778 -0.80902 0.0
87: -0.58778 -0.80902 2.0
88: -1.76335 -2.42705 5.0
89: -1.76335 -2.42705 9.0
90: 0.0 0.0 9.0
$
$
#
: 4 d1 d2 d5 d4
: 4 d4 d5 d8 d7
: 4 d7 d8 d11 d10
: 4 d10 d11 d14 d13
: 4 d13 d14 d17 d16
: 4 d16 d17 d20 d19
: 4 d19 d20 d23 d22
: 4 d22 d23 d26 d25
: 4 d25 d26 d29 d28
: 4 d28 d29 d2 d1

: 4 d2 d3 d6 d5
: 4 d5 d6 d9 d8
: 4 d8 d9 d12 d11
: 4 d11 d12 d15 d14
: 4 d14 d15 d18 d17
: 4 d17 d18 d21 d20
: 4 d20 d21 d24 d23
: 4 d23 d24 d27 d26
: 4 d26 d27 d30 d29
: 4 d29 d30 d3 d2

: 4 e1 e2 e5 e4
: 4 e4 e5 e8 e7
: 4 e7 e8 e11 e10
: 4 e10 e11 e14 e13
: 4 e13 e14 e17 e16
: 4 e16 e17 e20 e19
: 4 e19 e20 e23 e22
: 4 e22 e23 e26 e25
: 4 e25 e26 e29 e28
: 4 e28 e29 e2 e1

: 4 e2 e3 e6 e5
: 4 e5 e6 e9 e8
: 4 e8 e9 e12 e11
: 4 e11 e12 e15 e14
: 4 e14 e15 e18 e17
: 4 e17 e18 e21 e20
: 4 e20 e21 e24 e23
: 4 e23 e24 e27 e26
: 4 e26 e27 e30 e29
: 4 e29 e30 e3 e2

: 4 f1 f2 f5 f4
: 4 f4 f5 f8 f7
: 4 f7 f8 f11 f10
: 4 f10 f11 f14 f13
: 4 f13 f14 f17 f16
: 4 f16 f17 f20 f19
: 4 f19 f20 f23 f22
: 4 f22 f23 f26 f25
: 4 f25 f26 f29 f28
: 4 f28 f29 f2 f1

: 4 f2 f3 f6 f5
: 4 f5 f6 f9 f8
: 4 f8 f9 f12 f11
: 4 f11 f12 f15 f14
: 4 f14 f15 f18 f17
: 4 f17 f18 f21 f20
: 4 f20 f21 f24 f23
: 4 f23 f24 f27 f26
: 4 f26 f27 f30 f29
: 4 f29 f30 f3 f2

: 4 g1 g2 g5 g4
: 4 g4 g5 g8 g7
: 4 g7 g8 g11 g10
: 4 g10 g11 g14 g13
: 4 g13 g14 g17 g16
: 4 g16 g17 g20 g19
: 4 g19 g20 g23 g22
: 4 g22 g23 g26 g25
: 4 g25 g26 g29 g28
: 4 g28 g29 g2 g1

: 4 g2 g3 g6 g5
: 4 g5 g6 g9 g8
: 4 g8 g9 g12 g11
: 4 g11 g12 g15 g14
: 4 g14 g15 g18 g17
: 4 g17 g18 g21 g20
: 4 g20 g21 g24 g23
: 4 g23 g24 g27 g26
: 4 g26 g27 g30 g29
: 4 g29 g30 g3 g2

: 4 h1 h2 h5 h4
: 4 h4 h5 h8 h7
: 4 h7 h8 h11 h10
: 4 h10 h11 h14 h13
: 4 h13 h14 h17 h16
: 4 h16 h17 h20 h19
: 4 h19 h20 h23 h22
: 4 h22 h23 h26 h25
: 4 h25 h26 h29 h28
: 4 h28 h29 h2 h1

: 4 h2 h3 h6 h5
: 4 h5 h6 h9 h8
: 4 h8 h9 h12 h11
: 4 h11 h12 h15 h14
: 4 h14 h15 h18 h17
: 4 h17 h18 h21 h20
: 4 h20 h21 h24 h23
: 4 h23 h24 h27 h26
: 4 h26 h27 h30 h29
: 4 h29 h30 h3 h2

: 4 i1 i2 i5 i4
: 4 i4 i5 i8 i7
: 4 i7 i8 i11 i10
: 4 i10 i11 i14 i13
: 4 i13 i14 i17 i16
: 4 i16 i17 i20 i19
: 4 i19 i20 i23 i22
: 4 i22 i23 i26 i25
: 4 i25 i26 i29 i28
: 4 i28 i29 i2 i1

: 4 i2 i3 i6 i5
: 4 i5 i6 i9 i8
: 4 i8 i9 i12 i11
: 4 i11 i12 i15 i14
: 4 i14 i15 i18 i17
: 4 i17 i18 i21 i20
: 4 i20 i21 i24 i23
: 4 i23 i24 i27 i26
: 4 i26 i27 i30 i29
: 4 i29 i30 i3 i2

: 4 j1 j2 j5 j4
: 4 j4 j5 j8 j7
: 4 j7 j8 j11 j10
: 4 j10 j11 j14 j13
: 4 j13 j14 j17 j16
: 4 j16 j17 j20 j19
: 4 j19 j20 j23 j22
: 4 j22 j23 j26 j25
: 4 j25 j26 j29 j28
: 4 j28 j29 j2 j1

: 4 j2 j3 j6 j5
: 4 j5 j6 j9 j8
: 4 j8 j9 j12 j11
: 4 j11 j12 j15 j14
: 4 j14 j15 j18 j17
: 4 j17 j18 j21 j20
: 4 j20 j21 j24 j23
: 4 j23 j24 j27 j26
: 4 j26 j27 j30 j29
: 4 j29 j30 j3 j2

: 4 k1 k2 k5 k4
: 4 k4 k5 k8 k7
: 4 k7 k8 k11 k10
: 4 k10 k11 k14 k13
: 4 k13 k14 k17 k16
: 4 k16 k17 k20 k19
: 4 k19 k20 k23 k22
: 4 k22 k23 k26 k25
: 4 k25 k26 k29 k28
: 4 k28 k29 k2 k1

: 4 k2 k3 k6 k5
: 4 k5 k6 k9 k8
: 4 k8 k9 k12 k11
: 4 k11 k12 k15 k14
: 4 k14 k15 k18 k17
: 4 k17 k18 k21 k20
: 4 k20 k21 k24 k23
: 4 k23 k24 k27 k26
: 4 k26 k27 k30 k29
: 4 k29 k30 k3 k2

 3 c83 c2 c1
 3 c74 c83 c82
 3 c65 c74 c73
 3 c56 c65 c64
 3 c47 c56 c55
 3 c38 c47 c46
 3 c29 c38 c37
 3 c20 c29 c28
 3 c11 c20 c19
 3 c2 c11 c10
 3 c8 c18 c17
 3 c17 c27 c26
 3 c26 c36 c35
 3 c35 c45 c44
 3 c44 c54 c53
 3 c53 c63 c62
 3 c62 c72 c71
 3 c71 c81 c80
 3 c80 c90 c89
 3 c89 c9 c8

: 10 c89 c80 c71 c62 c53 c44 c35 c26 c17 c8
: 10 c83 c74 c65 c56 c47 c38 c29 c20 c11 c2
: 4 c2 c3 c12 c11
: 4 c3 c4 c13 c12
: 4 c4 c5 c14 c13
: 4 c5 c6 c15 c14
: 4 c6 c7 c16 c15
: 4 c7 c8 c17 c16
: 4 c11 c12 c21 c20
: 4 c12 c13 c22 c21
: 4 c13 c14 c23 c22
: 4 c14 c15 c24 c23
: 4 c15 c16 c25 c24
: 4 c16 c17 c26 c25
: 4 c20 c21 c30 c29
: 4 c21 c22 c31 c30
: 4 c22 c23 c32 c31
: 4 c23 c24 c33 c32
: 4 c24 c25 c34 c33
: 4 c25 c26 c35 c34
: 4 c29 c30 c39 c38
: 4 c30 c31 c40 c39
: 4 c31 c32 c41 c40
: 4 c32 c33 c42 c41
: 4 c33 c34 c43 c42
: 4 c34 c35 c44 c43
: 4 c38 c39 c48 c47
: 4 c39 c40 c49 c48
: 4 c40 c41 c50 c49
: 4 c41 c42 c51 c50
: 4 c42 c43 c52 c51
: 4 c43 c44 c53 c52
: 4 c47 c48 c57 c56
: 4 c48 c49 c58 c57
: 4 c49 c50 c59 c58
: 4 c50 c51 c60 c59
: 4 c51 c52 c61 c60
: 4 c52 c53 c62 c61
: 4 c56 c57 c66 c65
: 4 c57 c58 c67 c66
: 4 c58 c59 c68 c67
: 4 c59 c60 c69 c68
: 4 c60 c61 c70 c69
: 4 c61 c62 c71 c70
: 4 c65 c66 c75 c74
: 4 c66 c67 c76 c75
: 4 c67 c68 c77 c76
: 4 c68 c69 c78 c77
: 4 c69 c70 c79 c78
: 4 c70 c71 c80 c79
: 4 c74 c75 c84 c83
: 4 c75 c76 c85 c84
: 4 c76 c77 c86 c85
: 4 c77 c78 c87 c86
: 4 c78 c79 c88 c87
: 4 c79 c80 c89 c88
: 4 c83 c84 c3 c2
: 4 c84 c85 c4 c3
: 4 c85 c86 c5 c4
: 4 c86 c87 c6 c5
: 4 c87 c88 c7 c6
: 4 c88 c89 c8 c7

: 4 b1 b2 b7 b6
: 4 b2 b3 b8 b7
: 4 b3 b4 b9 b8
: 4 b4 b5 b10 b9
>255 1

: 4 b6 b7 b12 b11
: 4 b11 b12 b17 b16
: 4 b16 b17 b22 b21
: 4 b21 b22 b27 b26
: 4 b7 b8 b13 b12
: 4 b12 b13 b18 b17
: 4 b17 b18 b23 b22
: 4 b22 b23 b28 b27
: 4 b8 b9 b14 b13
: 4 b13 b14 b19 b18
: 4 b18 b19 b24 b23
: 4 b23 b24 b29 b28
: 4 b9 b10 b15 b14
: 4 b14 b15 b20 b19
: 4 b19 b20 b25 b24
: 4 b24 b25 b30 b29


>7
: 4 b26 b27 b32 b31
: 4 b31 b32 b37 b36
: 4 b27 b28 b33 b32
: 4 b32 b33 b38 b37
: 4 b28 b29 b34 b33
: 4 b33 b34 b39 b38
: 4 b29 b30 b35 b34
: 4 b34 b35 b40 b39

>255 1

: 4 b36 b37 b42 b41
: 4 b41 b42 b47 b46
: 4 b46 b47 b52 b51
: 4 b51 b52 b57 b56
: 4 b56 b57 b62 b61
: 4 b37 b38 b43 b42
: 4 b42 b43 b48 b47
: 4 b47 b48 b53 b52
: 4 b52 b53 b58 b57
: 4 b57 b58 b63 b62
: 4 b38 b39 b44 b43
: 4 b43 b44 b49 b48
: 4 b48 b49 b54 b53
: 4 b53 b54 b59 b58
: 4 b58 b59 b64 b63
: 4 b39 b40 b45 b44
: 4 b44 b45 b50 b49
: 4 b49 b50 b55 b54
: 4 b54 b55 b60 b59
: 4 b59 b60 b65 b64

>7
: 4 b61 b62 b67 b66
: 4 b66 b67 b72 b71
: 4 b67 b68 b73 b72
: 4 b62 b63 b68 b67
: 4 b63 b64 b69 b68
: 4 b68 b69 b74 b73
: 4 b64 b65 b70 b69
: 4 b69 b70 b75 b74

>255 1
: 4 b71 b72 b77 b76
: 4 b76 b77 b82 b81
: 4 b81 b82 b87 b86
: 4 b86 b87 b92 b91

: 4 b72 b73 b78 b77
: 4 b77 b78 b83 b82
: 4 b82 b83 b88 b87
: 4 b87 b88 b93 b92

: 4 b73 b74 b79 b78
: 4 b78 b79 b84 b83
: 4 b83 b84 b89 b88
: 4 b88 b89 b94 b93

: 4 b74 b75 b80 b79
: 4 b79 b80 b85 b84
: 4 b84 b85 b90 b89
: 4 b89 b90 b95 b94

>7 
: 4 b91 b92 b97 b96
: 4 b96 b97 b102 b101
: 4 b92 b93 b98 b97
: 4 b97 b98 b103 b102
: 4 b93 b94 b99 b98
: 4 b98 b99 b104 b103
: 4 b94 b95 b100 b99
: 4 b99 b100 b105 b104

>255 1
: 4 b101 b102 b107 b106
: 4 b106 b107 b112 b111
: 4 b111 b112 b117 b116
: 4 b116 b117 b122 b121
: 4 b102 b103 b108 b107
: 4 b107 b108 b113 b112
: 4 b112 b113 b118 b117
: 4 b117 b118 b123 b122
: 4 b103 b104 b109 b108
: 4 b108 b109 b114 b113
: 4 b113 b114 b119 b118
: 4 b118 b119 b124 b123
: 4 b104 b105 b110 b109
: 4 b109 b110 b115 b114
: 4 b114 b115 b120 b119
: 4 b119 b120 b125 b124

>7
: 4 b124 b125 b5 b4
: 4 b123 b124 b4 b3
: 4 b122 b123 b3 b2
: 4 b121 b122 b2 b1

: 4 a1 a2 a7 a6
: 4 a2 a3 a8 a7
: 4 a3 a4 a9 a8
: 4 a4 a5 a10 a9
: 4 a6 a7 a12 a11
: 4 a7 a8 a13 a12
: 4 a8 a9 a14 a13
: 4 a9 a10 a15 a14
: 4 a11 a12 a17 a16
: 4 a12 a13 a18 a17
: 4 a13 a14 a19 a18
: 4 a14 a15 a20 a19
: 4 a16 a17 a22 a21
: 4 a17 a18 a23 a22
: 4 a18 a19 a24 a23
: 4 a19 a20 a25 a24
: 4 a21 a22 a27 a26
: 4 a22 a23 a28 a27
: 4 a23 a24 a29 a28
: 4 a24 a25 a30 a29
: 4 a26 a27 a32 a31
: 4 a27 a28 a33 a32
: 4 a28 a29 a34 a33
: 4 a29 a30 a35 a34
: 4 a31 a32 a37 a36
: 4 a32 a33 a38 a37
: 4 a33 a34 a39 a38
: 4 a34 a35 a40 a39
: 4 a36 a37 a42 a41
: 4 a37 a38 a43 a42
: 4 a38 a39 a44 a43
: 4 a39 a40 a45 a44
: 4 a41 a42 a47 a46
: 4 a42 a43 a48 a47
: 4 a43 a44 a49 a48
: 4 a44 a45 a50 a49
: 4 a46 a47 a52 a51
: 4 a47 a48 a53 a52
: 4 a48 a49 a54 a53
: 4 a49 a50 a55 a54
: 4 a51 a52 a57 a56
: 4 a52 a53 a58 a57
: 4 a53 a54 a59 a58
: 4 a54 a55 a60 a59
: 4 a56 a57 a62 a61
: 4 a57 a58 a63 a62
: 4 a58 a59 a64 a63
: 4 a59 a60 a65 a64
: 4 a61 a62 a67 a66
: 4 a62 a63 a68 a67
: 4 a63 a64 a69 a68
: 4 a64 a65 a70 a69
: 4 a66 a67 a72 a71
: 4 a67 a68 a73 a72
: 4 a68 a69 a74 a73
: 4 a69 a70 a75 a74
: 4 a71 a72 a77 a76
: 4 a72 a73 a78 a77
: 4 a73 a74 a79 a78
: 4 a74 a75 a80 a79
: 4 a76 a77 a82 a81
: 4 a77 a78 a83 a82
: 4 a78 a79 a84 a83
: 4 a79 a80 a85 a84
: 4 a81 a82 a87 a86
: 4 a82 a83 a88 a87
: 4 a83 a84 a89 a88
: 4 a84 a85 a90 a89
: 4 a86 a87 a92 a91
: 4 a87 a88 a93 a92
: 4 a88 a89 a94 a93
: 4 a89 a90 a95 a94
: 4 a91 a92 a97 a96
: 4 a92 a93 a98 a97
: 4 a93 a94 a99 a98
: 4 a94 a95 a100 a99
: 4 a96 a97 a102 a101
: 4 a97 a98 a103 a102
: 4 a98 a99 a104 a103
: 4 a99 a100 a105 a104
: 4 a101 a102 a107 a106
: 4 a102 a103 a108 a107
: 4 a103 a104 a109 a108
: 4 a104 a105 a110 a109
: 4 a106 a107 a112 a111
: 4 a107 a108 a113 a112
: 4 a108 a109 a114 a113
: 4 a109 a110 a115 a114
: 4 a111 a112 a117 a116
: 4 a112 a113 a118 a117
: 4 a113 a114 a119 a118
: 4 a114 a115 a120 a119
: 4 a116 a117 a122 a121
: 4 a117 a118 a123 a122
: 4 a118 a119 a124 a123
: 4 a119 a120 a125 a124
: 4 a121 a122 a2 a1
: 4 a122 a123 a3 a2
: 4 a123 a124 a4 a3
: 4 a124 a125 a5 a4
>0
: 4 x1 x2 x3 x4
$
#
1
343 256 15 45 45 45
