1 |
plouden |
4216 |
#Tetrahedrality Parameters (z) |
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#nFrames: 1000 |
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#selection 1: (select O_SPCE) |
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#selection 2: (select O_SPCE) |
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#z Qk |
6 |
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0.46512 0.752317 |
7 |
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1.39536 0.753024 |
8 |
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2.3256 0.753398 |
9 |
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3.25584 0.753397 |
10 |
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4.18608 0.753523 |
11 |
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5.11632 0.754322 |
12 |
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6.04655 0.754061 |
13 |
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6.97679 0.754447 |
14 |
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7.90703 0.753345 |
15 |
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8.83727 0.753445 |
16 |
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9.76751 0.754017 |
17 |
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10.6978 0.7498 |
18 |
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11.628 0.754742 |
19 |
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12.5582 0.752341 |
20 |
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13.4885 0.754127 |
21 |
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14.4187 0.752298 |
22 |
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15.3489 0.752795 |
23 |
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16.2792 0.75565 |
24 |
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17.2094 0.753166 |
25 |
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18.1397 0.755251 |
26 |
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19.0699 0.753886 |
27 |
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20.0001 0.756711 |
28 |
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20.9304 0.75198 |
29 |
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21.8606 0.754698 |
30 |
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22.7909 0.755197 |
31 |
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23.7211 0.762081 |
32 |
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24.6513 0.757995 |
33 |
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25.5816 0.759098 |
34 |
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26.5118 0.764656 |
35 |
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27.4421 0.771507 |
36 |
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28.3723 0.787079 |
37 |
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29.3025 0.795931 |
38 |
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30.2328 0.82453 |
39 |
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31.163 0.842494 |
40 |
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32.0933 0.883418 |
41 |
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33.0235 0.887004 |
42 |
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33.9537 0.907612 |
43 |
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34.884 0.907832 |
44 |
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35.8142 0.914462 |
45 |
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36.7444 0.909434 |
46 |
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37.6747 0.916343 |
47 |
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38.6049 0.911227 |
48 |
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39.5352 0.91771 |
49 |
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40.4654 0.912431 |
50 |
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41.3956 0.917369 |
51 |
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42.3259 0.913507 |
52 |
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43.2561 0.916592 |
53 |
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44.1864 0.914779 |
54 |
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45.1166 0.917041 |
55 |
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46.0468 0.915755 |
56 |
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46.9771 0.9171 |
57 |
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47.9073 0.916039 |
58 |
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48.8376 0.915688 |
59 |
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49.7678 0.916464 |
60 |
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50.698 0.915788 |
61 |
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51.6283 0.916301 |
62 |
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52.5585 0.913751 |
63 |
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53.4888 0.916399 |
64 |
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54.419 0.912196 |
65 |
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55.3492 0.913756 |
66 |
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56.2795 0.908773 |
67 |
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57.2097 0.910915 |
68 |
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58.14 0.892244 |
69 |
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59.0702 0.889309 |
70 |
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60.0004 0.865246 |
71 |
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60.9307 0.850441 |
72 |
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61.8609 0.813495 |
73 |
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62.7911 0.80577 |
74 |
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63.7214 0.781679 |
75 |
|
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64.6516 0.775041 |
76 |
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65.5819 0.772155 |
77 |
|
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66.5121 0.762166 |
78 |
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67.4423 0.75867 |
79 |
|
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68.3726 0.761092 |
80 |
|
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69.3028 0.757563 |
81 |
|
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70.2331 0.754013 |
82 |
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71.1633 0.750546 |
83 |
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72.0935 0.755984 |
84 |
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73.0238 0.757898 |
85 |
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73.954 0.755233 |
86 |
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74.8843 0.752441 |
87 |
|
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75.8145 0.751307 |
88 |
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76.7447 0.750536 |
89 |
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77.675 0.749271 |
90 |
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78.6052 0.747965 |
91 |
|
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79.5355 0.751095 |
92 |
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80.4657 0.748974 |
93 |
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81.3959 0.748614 |
94 |
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82.3262 0.753051 |
95 |
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83.2564 0.751505 |
96 |
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84.1866 0.753772 |
97 |
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85.1169 0.749073 |
98 |
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86.0471 0.747599 |
99 |
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86.9774 0.750734 |
100 |
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87.9076 0.75193 |
101 |
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88.8378 0.749791 |
102 |
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89.7681 0.748122 |
103 |
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90.6983 0.751496 |
104 |
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91.6286 0.750947 |
105 |
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92.5588 0.75123 |