| 1 |
#Tetrahedrality Parameters (z) |
| 2 |
#nFrames: 1000 |
| 3 |
#selection 1: (select O_SPCE) |
| 4 |
#selection 2: (select O_SPCE) |
| 5 |
#z Qk |
| 6 |
0.807743 0.770092 |
| 7 |
2.42323 0.771221 |
| 8 |
4.03871 0.769049 |
| 9 |
5.6542 0.766952 |
| 10 |
7.26969 0.768427 |
| 11 |
8.88517 0.76727 |
| 12 |
10.5007 0.76702 |
| 13 |
12.1161 0.767777 |
| 14 |
13.7316 0.765149 |
| 15 |
15.3471 0.762486 |
| 16 |
16.9626 0.764545 |
| 17 |
18.5781 0.763816 |
| 18 |
20.1936 0.763225 |
| 19 |
21.8091 0.766352 |
| 20 |
23.4245 0.769152 |
| 21 |
25.04 0.769819 |
| 22 |
26.6555 0.767797 |
| 23 |
28.271 0.769 |
| 24 |
29.8865 0.768873 |
| 25 |
31.502 0.770904 |
| 26 |
33.1175 0.771059 |
| 27 |
34.7329 0.771277 |
| 28 |
36.3484 0.768318 |
| 29 |
37.9639 0.769222 |
| 30 |
39.5794 0.767736 |
| 31 |
41.1949 0.769299 |
| 32 |
42.8104 0.773267 |
| 33 |
44.4259 0.771978 |
| 34 |
46.0413 0.770606 |
| 35 |
47.6568 0.774944 |
| 36 |
49.2723 0.773928 |
| 37 |
50.8878 0.78555 |
| 38 |
52.5033 0.79984 |
| 39 |
54.1188 0.822589 |
| 40 |
55.7343 0.871007 |
| 41 |
57.3497 0.904571 |
| 42 |
58.9652 0.896525 |
| 43 |
60.5807 0.918341 |
| 44 |
62.1962 0.917304 |
| 45 |
63.8117 0.917295 |
| 46 |
65.4272 0.908183 |
| 47 |
67.0427 0.918101 |
| 48 |
68.6581 0.916915 |
| 49 |
70.2736 0.916218 |
| 50 |
71.8891 0.910062 |
| 51 |
73.5046 0.918374 |
| 52 |
75.1201 0.917446 |
| 53 |
76.7356 0.914745 |
| 54 |
78.3511 0.912151 |
| 55 |
79.9665 0.917875 |
| 56 |
81.582 0.917773 |
| 57 |
83.1975 0.913239 |
| 58 |
84.813 0.91346 |
| 59 |
86.4285 0.917427 |
| 60 |
88.044 0.918175 |
| 61 |
89.6595 0.911633 |
| 62 |
91.2749 0.915487 |
| 63 |
92.8904 0.917589 |
| 64 |
94.5059 0.918162 |
| 65 |
96.1214 0.909611 |
| 66 |
97.7369 0.916623 |
| 67 |
99.3524 0.917177 |
| 68 |
100.968 0.914731 |
| 69 |
102.583 0.884517 |
| 70 |
104.199 0.884576 |
| 71 |
105.814 0.851034 |
| 72 |
107.43 0.811165 |
| 73 |
109.045 0.788033 |
| 74 |
110.661 0.782337 |
| 75 |
112.276 0.775101 |
| 76 |
113.892 0.771942 |
| 77 |
115.507 0.77147 |
| 78 |
117.123 0.76783 |
| 79 |
118.738 0.76676 |
| 80 |
120.354 0.768882 |
| 81 |
121.969 0.768361 |
| 82 |
123.585 0.768222 |
| 83 |
125.2 0.76901 |
| 84 |
126.816 0.766583 |
| 85 |
128.431 0.768269 |
| 86 |
130.047 0.76925 |
| 87 |
131.662 0.767288 |
| 88 |
133.278 0.765576 |
| 89 |
134.893 0.768421 |
| 90 |
136.509 0.766573 |
| 91 |
138.124 0.766728 |
| 92 |
139.74 0.765934 |
| 93 |
141.355 0.76926 |
| 94 |
142.97 0.768513 |
| 95 |
144.586 0.76518 |
| 96 |
146.201 0.76676 |
| 97 |
147.817 0.763413 |
| 98 |
149.432 0.762385 |
| 99 |
151.048 0.76286 |
| 100 |
152.663 0.763317 |
| 101 |
154.279 0.763486 |
| 102 |
155.894 0.763623 |
| 103 |
157.51 0.764795 |
| 104 |
159.125 0.765482 |
| 105 |
160.741 0.769697 |
