899 lines
33 KiB
Plaintext
899 lines
33 KiB
Plaintext
LAMMPS data file from msi2lmp v3.8 for nylon-class1
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117 atoms
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116 bonds
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219 angles
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311 dihedrals
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11 impropers
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8 atom types
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10 bond types
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19 angle types
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25 dihedral types
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3 improper types
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-2.585999966 12.220000267 xlo xhi
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2.598999977 22.969999313 ylo yhi
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-2.345999956 36.015998840 zlo zhi
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Masses
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1 12.011150
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2 14.006700
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3 12.011150
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4 15.999400
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5 1.007970
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6 1.007970
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7 15.999400
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8 14.006700
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Pair Coeffs
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1 0.0389999952 3.8754094636
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2 0.1669999743 3.5012320066
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3 0.1479999981 3.6170487995
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4 0.2280000124 2.8597848722
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5 0.0380000011 2.4499714540
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6 0.0000000000 0.0000000000
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7 0.2280000124 2.8597848722
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8 0.1669999743 3.5012320066
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Bond Coeffs
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1 322.7158 1.5260
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2 340.6175 1.1050
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3 356.5988 1.4700
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4 377.5752 1.4600
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5 388.0000 1.3200
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6 483.4512 1.0260
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7 615.3220 1.2300
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8 283.0924 1.5200
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9 540.0000 1.2500
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10 457.4592 1.0260
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Angle Coeffs
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1 44.4000 110.0000
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2 50.0000 109.5000
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3 39.5000 106.4000
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4 57.3000 109.5000
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5 46.6000 110.5000
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6 50.0000 109.5000
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7 51.5000 109.5000
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8 111.0000 118.0000
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9 35.0000 122.0000
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10 37.5000 115.0000
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11 68.0000 120.0000
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12 53.5000 114.1000
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13 68.0000 120.0000
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14 46.6000 110.5000
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15 45.0000 109.5000
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16 68.0000 120.0000
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17 145.0000 123.0000
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18 41.6000 110.0000
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19 36.0000 105.5000
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Dihedral Coeffs
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1 0.1581 1 3
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2 0.1581 1 3
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3 0.1581 1 3
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4 0.1581 1 3
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5 0.0889 1 3
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6 0.0889 1 3
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7 0.1581 1 3
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8 0.1581 1 3
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9 0.1581 1 3
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10 0.0000 1 0
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11 0.0000 1 0
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12 0.0000 1 0
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13 0.0000 1 0
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14 3.8000 -1 2
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15 3.2000 -1 2
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16 1.8000 -1 2
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17 1.2000 -1 2
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18 0.0000 1 0
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19 0.0000 1 0
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20 0.0000 1 0
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21 0.0000 1 0
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22 0.1581 1 3
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23 0.1581 1 3
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24 0.0000 1 0
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25 0.0000 1 0
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Improper Coeffs
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1 0.0500 -1 2
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2 10.0000 -1 2
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3 11.6000 -1 2
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Atoms
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1 1 1 0.220000 1.493000031 20.593999863 -0.449999988
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2 1 1 -0.200000 2.328000069 19.871000290 0.623000026
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3 1 1 -0.200000 2.887000084 20.902999878 1.621000051
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4 1 1 -0.200000 3.533999920 20.169000626 2.809999943
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5 1 1 -0.200000 4.085000038 21.201000214 3.812999964
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6 1 1 0.020000 4.731999874 20.466999054 5.001999855
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7 1 2 -0.500000 5.270999908 21.479000092 5.985000134
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8 1 3 0.380000 6.477000237 21.142000198 6.829999924
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9 1 4 -0.380000 7.435999870 22.232000351 7.244999886
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10 1 1 -0.200000 6.728000164 19.687000275 7.267000198
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11 1 1 -0.200000 7.763999939 19.665000916 8.406999588
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12 1 1 -0.200000 7.464000225 18.486000061 9.350999832
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13 1 1 -0.200000 8.416000366 18.541000366 10.560999870
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14 1 3 0.380000 8.112999916 17.364999771 11.506999969
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15 1 4 -0.380000 6.711999893 16.809000015 11.597000122
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16 1 5 0.100000 2.111000061 20.704999924 -1.401000023
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17 1 5 0.100000 1.195999980 21.625999451 -0.067000002
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18 1 5 0.100000 3.191999912 19.319000244 0.125000000
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19 1 5 0.100000 1.669999957 19.124000549 1.179000020
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20 1 5 0.100000 3.670000076 21.548999786 1.101999998
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21 1 5 0.100000 2.039000034 21.563999176 1.998999953
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22 1 5 0.100000 4.388000011 19.513999939 2.434000015
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23 1 5 0.100000 2.753999949 19.517999649 3.325999975
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24 1 5 0.100000 4.866000175 21.853000641 3.298000097
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25 1 5 0.100000 3.232000113 21.857000351 4.190000057
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26 1 5 0.100000 5.585000038 19.811000824 4.625999928
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27 1 5 0.100000 3.951999903 19.815999985 5.518000126
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28 1 6 0.280000 4.782000065 22.469999313 6.085999966
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29 1 5 0.100000 7.124000072 19.086999893 6.382999897
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30 1 5 0.100000 5.751999855 19.225000381 7.632999897
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31 1 5 0.100000 8.809000015 19.542999268 7.967999935
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32 1 5 0.100000 7.709000111 20.642000198 8.989999771
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33 1 5 0.100000 7.614999771 17.503000259 8.793999672
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34 1 5 0.100000 6.385000229 18.555000305 9.713999748
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35 1 5 0.100000 9.494999886 18.468999863 10.199000359
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36 1 5 0.100000 8.267000198 19.524000168 11.118000031
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37 1 2 -0.500000 9.217000008 16.766000748 12.345000267
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38 1 1 0.020000 8.902999878 16.179000854 13.701000214
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39 1 1 -0.200000 9.892000198 15.039999962 14.008999825
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40 1 1 -0.200000 9.138999939 13.871000290 14.671999931
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41 1 1 -0.200000 10.074000359 12.652999878 14.779999733
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42 1 1 -0.200000 9.317999840 11.480999947 15.434000015
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43 1 1 0.020000 10.253000259 10.262000084 15.543000221
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44 1 2 -0.500000 9.512000084 9.114000320 16.184000015
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45 1 3 0.380000 10.263999939 8.095999718 17.007999420
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46 1 4 -0.380000 11.720000267 8.319999695 17.337999344
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47 1 1 -0.200000 9.545000076 6.831999779 17.513000488
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48 1 1 -0.200000 10.385999680 6.170000076 18.621000290
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49 1 1 -0.200000 9.451999664 5.482999802 19.634000778
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50 1 1 -0.200000 10.281999588 4.934999943 20.809999466
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51 1 5 0.100000 10.808575630 5.755126953 21.298067093
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52 1 5 0.100000 11.006152153 4.209916592 20.438573837
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53 1 3 0.380000 9.347999573 4.250999928 21.825000763
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54 1 4 -0.380000 9.854000092 3.098999977 22.659999847
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55 1 6 0.280000 10.260000229 16.757999420 11.965000153
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56 1 5 0.100000 8.998000145 16.989000320 14.496999741
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57 1 5 0.100000 7.839000225 15.769000053 13.699999809
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58 1 5 0.100000 10.701999664 15.418999672 14.715999603
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59 1 5 0.100000 10.373000145 14.680000305 13.039999962
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60 1 5 0.100000 8.796999931 14.180999756 15.713999748
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61 1 5 0.100000 8.229999542 13.597000122 14.039999962
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62 1 5 0.100000 10.979000092 12.923000336 15.418000221
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63 1 5 0.100000 10.421999931 12.345999718 13.739000320
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64 1 5 0.100000 8.970999718 11.786999702 16.475999832
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65 1 5 0.100000 8.413000107 11.208999634 14.796999931
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66 1 5 0.100000 11.159000397 10.532999992 16.180000305
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67 1 5 0.100000 10.600999832 9.956000328 14.501000404
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68 1 6 0.280000 8.413999557 9.017000198 16.048999786
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69 1 5 0.100000 9.411000252 6.098999977 16.649999619
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70 1 5 0.100000 8.522999763 7.116000175 17.930999756
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71 1 5 0.100000 11.081000328 5.394000053 18.159000397
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72 1 5 0.100000 11.005000114 6.965000153 19.155000687
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73 1 5 0.100000 8.904000282 4.623000145 19.124000549
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74 1 5 0.100000 8.692000389 6.237999916 20.024999619
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75 1 2 -0.500000 7.925000191 4.731999874 21.985000610
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76 1 1 0.020000 7.053999901 4.160999775 23.077999115
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77 1 1 -0.200000 6.034999847 5.223000050 23.531999588
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78 1 1 -0.200000 5.895999908 5.179999828 25.065000534
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79 1 1 -0.200000 5.052000046 6.377999783 25.538000107
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80 1 1 -0.200000 4.921000004 6.340000153 27.072000504
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81 1 1 0.020000 4.077000141 7.538000107 27.545999527
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82 1 2 -0.500000 3.948999882 7.500999928 29.049999237
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83 1 3 0.380000 2.717999935 8.065999985 29.716999054
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84 1 4 -0.380000 1.600000024 8.638999939 28.878000259
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85 1 1 -0.200000 2.601000071 8.059000015 31.252000809
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86 1 1 -0.200000 1.139000058 8.319000244 31.658000946
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87 1 1 -0.200000 0.828000009 7.570000172 32.967998505
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88 1 1 -0.200000 -0.667999983 7.721000195 33.304000854
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89 1 3 0.450000 -0.978999972 6.969999790 34.611000061
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90 1 7 -0.500000 -2.085999966 7.455999851 35.515998840
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91 1 6 0.280000 7.519999981 5.506000042 21.299999237
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92 1 5 0.100000 6.498000145 3.246999979 22.683000565
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93 1 5 0.100000 7.703999996 3.855999947 23.962999344
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94 1 5 0.100000 5.022999763 5.008999825 23.052999496
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95 1 5 0.100000 6.395999908 6.256000042 23.211999893
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96 1 5 0.100000 5.383999825 4.209000111 25.372999191
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97 1 5 0.100000 6.929999828 5.231999874 25.541999817
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98 1 5 0.100000 4.014999866 6.322000027 25.068000793
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99 1 5 0.100000 5.559999943 7.348999977 25.224000931
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100 1 5 0.100000 4.413000107 5.369999886 27.386999130
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101 1 5 0.100000 5.958000183 6.395999908 27.544000626
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102 1 5 0.100000 3.039999962 7.482999802 27.075000763
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103 1 5 0.100000 4.585000038 8.508999825 27.232000351
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104 1 6 0.280000 4.760000229 7.059000015 29.665000916
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105 1 5 0.100000 3.266999960 8.875000000 31.687999725
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106 1 5 0.100000 2.931999922 7.044000149 31.653999329
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107 1 5 0.100000 0.980000019 9.437000275 31.813999176
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108 1 5 0.100000 0.442999989 7.947999954 30.834999084
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109 1 5 0.100000 1.452999949 8.008000374 33.813999176
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110 1 5 0.100000 1.078999996 6.465000153 32.842998505
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111 1 5 0.100000 -0.919000030 8.826000214 33.431999207
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112 1 5 0.100000 -1.294000030 7.285999775 32.457000732
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113 1 7 -0.500000 -0.179000005 5.745999813 34.987998962
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114 1 8 -0.500000 0.250000000 19.790000916 -0.746999979
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115 1 6 0.360000 0.118000001 19.704999924 -1.845999956
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116 1 6 0.360000 -0.634000003 20.298000336 -0.307000011
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117 1 6 0.360000 0.349999994 18.775999069 -0.307000011
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Bonds
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1 1 1 2
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2 2 1 16
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3 2 1 17
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4 3 1 114
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5 1 2 3
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6 2 2 18
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7 2 2 19
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8 1 3 4
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9 2 3 20
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10 2 3 21
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11 1 4 5
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12 2 4 22
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13 2 4 23
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14 1 5 6
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15 2 5 24
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16 2 5 25
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17 4 6 7
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18 2 6 26
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19 2 6 27
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20 5 7 8
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21 6 7 28
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22 7 8 9
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23 8 10 8
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24 1 10 11
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25 2 10 29
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26 2 10 30
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27 1 11 12
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28 2 11 31
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29 2 11 32
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30 1 12 13
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31 2 12 33
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32 2 12 34
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33 8 13 14
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34 2 13 35
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35 2 13 36
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36 7 14 15
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37 5 37 14
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38 4 38 37
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39 6 37 55
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40 1 38 39
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41 2 38 56
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42 2 38 57
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43 1 39 40
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44 2 39 58
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45 2 39 59
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46 1 40 41
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47 2 40 60
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48 2 40 61
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49 1 41 42
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50 2 41 62
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51 2 41 63
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52 1 42 43
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53 2 42 64
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54 2 42 65
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55 4 43 44
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56 2 43 66
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57 2 43 67
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58 5 44 45
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59 6 44 68
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60 7 45 46
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61 8 47 45
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62 1 47 48
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63 2 47 69
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64 2 47 70
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65 1 48 49
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66 2 48 71
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67 2 48 72
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68 1 49 50
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69 2 49 73
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70 2 49 74
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71 8 50 53
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72 2 50 51
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73 2 50 52
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74 7 53 54
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75 5 75 53
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76 4 76 75
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77 6 75 91
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78 1 76 77
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79 2 76 92
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80 2 76 93
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81 1 77 78
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82 2 77 94
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83 2 77 95
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84 1 78 79
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85 2 78 96
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86 2 78 97
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87 1 79 80
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88 2 79 98
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89 2 79 99
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90 1 80 81
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91 2 80 100
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92 2 80 101
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93 4 81 82
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94 2 81 102
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95 2 81 103
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96 5 82 83
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97 6 82 104
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98 7 83 84
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99 8 85 83
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100 1 85 86
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101 2 85 105
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102 2 85 106
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103 1 86 87
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104 2 86 107
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105 2 86 108
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106 1 87 88
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107 2 87 109
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108 2 87 110
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109 8 88 89
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110 2 88 111
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111 2 88 112
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112 9 89 90
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113 9 89 113
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114 10 115 114
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115 10 116 114
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116 10 117 114
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Angles
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1 1 2 1 16
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2 1 2 1 17
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3 2 2 1 114
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4 3 16 1 17
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5 4 16 1 114
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6 4 17 1 114
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7 5 1 2 3
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8 1 1 2 18
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9 1 1 2 19
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10 1 3 2 18
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11 1 3 2 19
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12 3 18 2 19
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13 5 2 3 4
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14 1 2 3 20
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15 1 2 3 21
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16 1 4 3 20
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17 1 4 3 21
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18 3 20 3 21
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19 5 3 4 5
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20 1 3 4 22
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21 1 3 4 23
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22 1 5 4 22
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23 1 5 4 23
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24 3 22 4 23
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25 5 4 5 6
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26 1 4 5 24
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27 1 4 5 25
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28 1 6 5 24
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29 1 6 5 25
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30 3 24 5 25
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31 6 5 6 7
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32 1 5 6 26
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33 1 5 6 27
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34 7 7 6 26
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35 7 7 6 27
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36 3 26 6 27
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37 8 6 7 8
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38 9 6 7 28
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39 10 8 7 28
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40 11 7 8 9
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41 12 10 8 7
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42 13 10 8 9
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43 14 11 10 8
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44 15 8 10 29
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45 15 8 10 30
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46 1 11 10 29
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47 1 11 10 30
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48 3 29 10 30
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49 5 10 11 12
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50 1 10 11 31
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51 1 10 11 32
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52 1 12 11 31
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53 1 12 11 32
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54 3 31 11 32
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55 5 11 12 13
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56 1 11 12 33
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57 1 11 12 34
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58 1 13 12 33
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59 1 13 12 34
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60 3 33 12 34
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61 14 12 13 14
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62 1 12 13 35
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63 1 12 13 36
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64 15 14 13 35
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65 15 14 13 36
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66 3 35 13 36
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67 13 13 14 15
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68 12 13 14 37
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69 11 37 14 15
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70 8 38 37 14
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71 10 14 37 55
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72 9 38 37 55
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73 6 39 38 37
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74 7 37 38 56
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75 7 37 38 57
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76 1 39 38 56
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77 1 39 38 57
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78 3 56 38 57
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79 5 38 39 40
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80 1 38 39 58
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81 1 38 39 59
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82 1 40 39 58
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83 1 40 39 59
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84 3 58 39 59
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85 5 39 40 41
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86 1 39 40 60
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87 1 39 40 61
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88 1 41 40 60
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89 1 41 40 61
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90 3 60 40 61
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91 5 40 41 42
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92 1 40 41 62
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93 1 40 41 63
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94 1 42 41 62
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95 1 42 41 63
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96 3 62 41 63
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97 5 41 42 43
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98 1 41 42 64
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99 1 41 42 65
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100 1 43 42 64
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101 1 43 42 65
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102 3 64 42 65
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103 6 42 43 44
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104 1 42 43 66
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105 1 42 43 67
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106 7 44 43 66
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107 7 44 43 67
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108 3 66 43 67
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109 8 43 44 45
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110 9 43 44 68
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111 10 45 44 68
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112 11 44 45 46
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113 12 47 45 44
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114 13 47 45 46
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115 14 48 47 45
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116 15 45 47 69
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117 15 45 47 70
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118 1 48 47 69
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119 1 48 47 70
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120 3 69 47 70
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121 5 47 48 49
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122 1 47 48 71
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123 1 47 48 72
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|
124 1 49 48 71
|
|
125 1 49 48 72
|
|
126 3 71 48 72
|
|
127 5 48 49 50
|
|
128 1 48 49 73
|
|
129 1 48 49 74
|
|
130 1 50 49 73
|
|
131 1 50 49 74
|
|
132 3 73 49 74
|
|
133 14 49 50 53
|
|
134 1 49 50 51
|
|
135 1 49 50 52
|
|
136 15 53 50 51
|
|
137 15 53 50 52
|
|
138 3 51 50 52
|
|
139 13 50 53 54
|
|
140 12 50 53 75
|
|
141 11 75 53 54
|
|
142 8 76 75 53
|
|
143 10 53 75 91
|
|
144 9 76 75 91
|
|
145 6 77 76 75
|
|
146 7 75 76 92
|
|
147 7 75 76 93
|
|
148 1 77 76 92
|
|
149 1 77 76 93
|
|
150 3 92 76 93
|
|
151 5 76 77 78
|
|
152 1 76 77 94
|
|
153 1 76 77 95
|
|
154 1 78 77 94
|
|
155 1 78 77 95
|
|
156 3 94 77 95
|
|
157 5 77 78 79
|
|
158 1 77 78 96
|
|
159 1 77 78 97
|
|
160 1 79 78 96
|
|
161 1 79 78 97
|
|
162 3 96 78 97
|
|
163 5 78 79 80
|
|
164 1 78 79 98
|
|
165 1 78 79 99
|
|
166 1 80 79 98
|
|
167 1 80 79 99
|
|
168 3 98 79 99
|
|
169 5 79 80 81
|
|
170 1 79 80 100
|
|
171 1 79 80 101
|
|
172 1 81 80 100
|
|
173 1 81 80 101
|
|
174 3 100 80 101
|
|
175 6 80 81 82
|
|
176 1 80 81 102
|
|
177 1 80 81 103
|
|
178 7 82 81 102
|
|
179 7 82 81 103
|
|
180 3 102 81 103
|
|
181 8 81 82 83
|
|
182 9 81 82 104
|
|
183 10 83 82 104
|
|
184 11 82 83 84
|
|
185 12 85 83 82
|
|
186 13 85 83 84
|
|
187 14 86 85 83
|
|
188 15 83 85 105
|
|
189 15 83 85 106
|
|
190 1 86 85 105
|
|
191 1 86 85 106
|
|
192 3 105 85 106
|
|
193 5 85 86 87
|
|
194 1 85 86 107
|
|
195 1 85 86 108
|
|
196 1 87 86 107
|
|
197 1 87 86 108
|
|
198 3 107 86 108
|
|
199 5 86 87 88
|
|
200 1 86 87 109
|
|
201 1 86 87 110
|
|
202 1 88 87 109
|
|
203 1 88 87 110
|
|
204 3 109 87 110
|
|
205 14 87 88 89
|
|
206 1 87 88 111
|
|
207 1 87 88 112
|
|
208 15 89 88 111
|
|
209 15 89 88 112
|
|
210 3 111 88 112
|
|
211 16 88 89 90
|
|
212 16 88 89 113
|
|
213 17 90 89 113
|
|
214 18 1 114 115
|
|
215 18 1 114 116
|
|
216 18 1 114 117
|
|
217 19 115 114 116
|
|
218 19 115 114 117
|
|
219 19 116 114 117
|
|
|
|
Dihedrals
|
|
|
|
1 1 3 2 1 16
|
|
2 2 16 1 2 18
|
|
3 2 16 1 2 19
|
|
4 1 3 2 1 17
|
|
5 2 17 1 2 18
|
|
6 2 17 1 2 19
|
|
7 3 3 2 1 114
|
|
8 4 18 2 1 114
|
|
9 4 19 2 1 114
|
|
10 5 2 1 114 115
|
|
11 5 2 1 114 116
|
|
12 5 2 1 114 117
|
|
13 6 16 1 114 115
|
|
14 6 16 1 114 116
|
|
15 6 16 1 114 117
|
|
16 6 17 1 114 115
|
|
17 6 17 1 114 116
|
|
18 6 17 1 114 117
|
|
19 7 1 2 3 4
|
|
20 1 1 2 3 20
|
|
21 1 1 2 3 21
|
|
22 1 4 3 2 18
|
|
23 2 18 2 3 20
|
|
24 2 18 2 3 21
|
|
25 1 4 3 2 19
|
|
26 2 19 2 3 20
|
|
27 2 19 2 3 21
|
|
28 7 2 3 4 5
|
|
29 1 2 3 4 22
|
|
30 1 2 3 4 23
|
|
31 1 5 4 3 20
|
|
32 2 20 3 4 22
|
|
33 2 20 3 4 23
|
|
34 1 5 4 3 21
|
|
35 2 21 3 4 22
|
|
36 2 21 3 4 23
|
|
37 7 3 4 5 6
|
|
38 1 3 4 5 24
|
|
39 1 3 4 5 25
|
|
40 1 6 5 4 22
|
|
41 2 22 4 5 24
|
|
42 2 22 4 5 25
|
|
43 1 6 5 4 23
|
|
44 2 23 4 5 24
|
|
45 2 23 4 5 25
|
|
46 8 4 5 6 7
|
|
47 1 4 5 6 26
|
|
48 1 4 5 6 27
|
|
49 9 7 6 5 24
|
|
50 2 24 5 6 26
|
|
51 2 24 5 6 27
|
|
52 9 7 6 5 25
|
|
53 2 25 5 6 26
|
|
54 2 25 5 6 27
|
|
55 10 5 6 7 8
|
|
56 11 5 6 7 28
|
|
57 12 26 6 7 8
|
|
58 13 26 6 7 28
|
|
59 12 27 6 7 8
|
|
60 13 27 6 7 28
|
|
61 14 6 7 8 9
|
|
62 15 6 7 8 10
|
|
63 16 28 7 8 9
|
|
64 17 28 7 8 10
|
|
65 18 11 10 8 7
|
|
66 19 29 10 8 7
|
|
67 19 30 10 8 7
|
|
68 20 11 10 8 9
|
|
69 21 29 10 8 9
|
|
70 21 30 10 8 9
|
|
71 22 12 11 10 8
|
|
72 23 8 10 11 31
|
|
73 23 8 10 11 32
|
|
74 1 12 11 10 29
|
|
75 2 29 10 11 31
|
|
76 2 29 10 11 32
|
|
77 1 12 11 10 30
|
|
78 2 30 10 11 31
|
|
79 2 30 10 11 32
|
|
80 7 10 11 12 13
|
|
81 1 10 11 12 33
|
|
82 1 10 11 12 34
|
|
83 1 13 12 11 31
|
|
84 2 31 11 12 33
|
|
85 2 31 11 12 34
|
|
86 1 13 12 11 32
|
|
87 2 32 11 12 33
|
|
88 2 32 11 12 34
|
|
89 22 11 12 13 14
|
|
90 1 11 12 13 35
|
|
91 1 11 12 13 36
|
|
92 23 14 13 12 33
|
|
93 2 33 12 13 35
|
|
94 2 33 12 13 36
|
|
95 23 14 13 12 34
|
|
96 2 34 12 13 35
|
|
97 2 34 12 13 36
|
|
98 20 12 13 14 15
|
|
99 18 12 13 14 37
|
|
100 21 35 13 14 15
|
|
101 19 35 13 14 37
|
|
102 21 36 13 14 15
|
|
103 19 36 13 14 37
|
|
104 15 38 37 14 13
|
|
105 17 55 37 14 13
|
|
106 14 38 37 14 15
|
|
107 16 55 37 14 15
|
|
108 10 39 38 37 14
|
|
109 12 56 38 37 14
|
|
110 12 57 38 37 14
|
|
111 11 39 38 37 55
|
|
112 13 56 38 37 55
|
|
113 13 57 38 37 55
|
|
114 8 40 39 38 37
|
|
115 9 37 38 39 58
|
|
116 9 37 38 39 59
|
|
117 1 40 39 38 56
|
|
118 2 56 38 39 58
|
|
119 2 56 38 39 59
|
|
120 1 40 39 38 57
|
|
121 2 57 38 39 58
|
|
122 2 57 38 39 59
|
|
123 7 38 39 40 41
|
|
124 1 38 39 40 60
|
|
125 1 38 39 40 61
|
|
126 1 41 40 39 58
|
|
127 2 58 39 40 60
|
|
128 2 58 39 40 61
|
|
129 1 41 40 39 59
|
|
130 2 59 39 40 60
|
|
131 2 59 39 40 61
|
|
132 7 39 40 41 42
|
|
133 1 39 40 41 62
|
|
134 1 39 40 41 63
|
|
135 1 42 41 40 60
|
|
136 2 60 40 41 62
|
|
137 2 60 40 41 63
|
|
138 1 42 41 40 61
|
|
139 2 61 40 41 62
|
|
140 2 61 40 41 63
|
|
141 7 40 41 42 43
|
|
142 1 40 41 42 64
|
|
143 1 40 41 42 65
|
|
144 1 43 42 41 62
|
|
145 2 62 41 42 64
|
|
146 2 62 41 42 65
|
|
147 1 43 42 41 63
|
|
148 2 63 41 42 64
|
|
149 2 63 41 42 65
|
|
150 8 41 42 43 44
|
|
151 1 41 42 43 66
|
|
152 1 41 42 43 67
|
|
153 9 44 43 42 64
|
|
154 2 64 42 43 66
|
|
155 2 64 42 43 67
|
|
156 9 44 43 42 65
|
|
157 2 65 42 43 66
|
|
158 2 65 42 43 67
|
|
159 10 42 43 44 45
|
|
160 11 42 43 44 68
|
|
161 12 66 43 44 45
|
|
162 13 66 43 44 68
|
|
163 12 67 43 44 45
|
|
164 13 67 43 44 68
|
|
165 14 43 44 45 46
|
|
166 15 43 44 45 47
|
|
167 16 68 44 45 46
|
|
168 17 68 44 45 47
|
|
169 18 48 47 45 44
|
|
170 19 69 47 45 44
|
|
171 19 70 47 45 44
|
|
172 20 48 47 45 46
|
|
173 21 69 47 45 46
|
|
174 21 70 47 45 46
|
|
175 22 49 48 47 45
|
|
176 23 45 47 48 71
|
|
177 23 45 47 48 72
|
|
178 1 49 48 47 69
|
|
179 2 69 47 48 71
|
|
180 2 69 47 48 72
|
|
181 1 49 48 47 70
|
|
182 2 70 47 48 71
|
|
183 2 70 47 48 72
|
|
184 7 47 48 49 50
|
|
185 1 47 48 49 73
|
|
186 1 47 48 49 74
|
|
187 1 50 49 48 71
|
|
188 2 71 48 49 73
|
|
189 2 71 48 49 74
|
|
190 1 50 49 48 72
|
|
191 2 72 48 49 73
|
|
192 2 72 48 49 74
|
|
193 22 48 49 50 53
|
|
194 1 48 49 50 51
|
|
195 1 48 49 50 52
|
|
196 23 53 50 49 73
|
|
197 2 73 49 50 51
|
|
198 2 73 49 50 52
|
|
199 23 53 50 49 74
|
|
200 2 74 49 50 51
|
|
201 2 74 49 50 52
|
|
202 20 49 50 53 54
|
|
203 18 49 50 53 75
|
|
204 21 51 50 53 54
|
|
205 19 51 50 53 75
|
|
206 21 52 50 53 54
|
|
207 19 52 50 53 75
|
|
208 15 76 75 53 50
|
|
209 17 91 75 53 50
|
|
210 14 76 75 53 54
|
|
211 16 91 75 53 54
|
|
212 10 77 76 75 53
|
|
213 12 92 76 75 53
|
|
214 12 93 76 75 53
|
|
215 11 77 76 75 91
|
|
216 13 92 76 75 91
|
|
217 13 93 76 75 91
|
|
218 8 78 77 76 75
|
|
219 9 75 76 77 94
|
|
220 9 75 76 77 95
|
|
221 1 78 77 76 92
|
|
222 2 92 76 77 94
|
|
223 2 92 76 77 95
|
|
224 1 78 77 76 93
|
|
225 2 93 76 77 94
|
|
226 2 93 76 77 95
|
|
227 7 76 77 78 79
|
|
228 1 76 77 78 96
|
|
229 1 76 77 78 97
|
|
230 1 79 78 77 94
|
|
231 2 94 77 78 96
|
|
232 2 94 77 78 97
|
|
233 1 79 78 77 95
|
|
234 2 95 77 78 96
|
|
235 2 95 77 78 97
|
|
236 7 77 78 79 80
|
|
237 1 77 78 79 98
|
|
238 1 77 78 79 99
|
|
239 1 80 79 78 96
|
|
240 2 96 78 79 98
|
|
241 2 96 78 79 99
|
|
242 1 80 79 78 97
|
|
243 2 97 78 79 98
|
|
244 2 97 78 79 99
|
|
245 7 78 79 80 81
|
|
246 1 78 79 80 100
|
|
247 1 78 79 80 101
|
|
248 1 81 80 79 98
|
|
249 2 98 79 80 100
|
|
250 2 98 79 80 101
|
|
251 1 81 80 79 99
|
|
252 2 99 79 80 100
|
|
253 2 99 79 80 101
|
|
254 8 79 80 81 82
|
|
255 1 79 80 81 102
|
|
256 1 79 80 81 103
|
|
257 9 82 81 80 100
|
|
258 2 100 80 81 102
|
|
259 2 100 80 81 103
|
|
260 9 82 81 80 101
|
|
261 2 101 80 81 102
|
|
262 2 101 80 81 103
|
|
263 10 80 81 82 83
|
|
264 11 80 81 82 104
|
|
265 12 102 81 82 83
|
|
266 13 102 81 82 104
|
|
267 12 103 81 82 83
|
|
268 13 103 81 82 104
|
|
269 14 81 82 83 84
|
|
270 15 81 82 83 85
|
|
271 16 104 82 83 84
|
|
272 17 104 82 83 85
|
|
273 18 86 85 83 82
|
|
274 19 105 85 83 82
|
|
275 19 106 85 83 82
|
|
276 20 86 85 83 84
|
|
277 21 105 85 83 84
|
|
278 21 106 85 83 84
|
|
279 22 87 86 85 83
|
|
280 23 83 85 86 107
|
|
281 23 83 85 86 108
|
|
282 1 87 86 85 105
|
|
283 2 105 85 86 107
|
|
284 2 105 85 86 108
|
|
285 1 87 86 85 106
|
|
286 2 106 85 86 107
|
|
287 2 106 85 86 108
|
|
288 7 85 86 87 88
|
|
289 1 85 86 87 109
|
|
290 1 85 86 87 110
|
|
291 1 88 87 86 107
|
|
292 2 107 86 87 109
|
|
293 2 107 86 87 110
|
|
294 1 88 87 86 108
|
|
295 2 108 86 87 109
|
|
296 2 108 86 87 110
|
|
297 22 86 87 88 89
|
|
298 1 86 87 88 111
|
|
299 1 86 87 88 112
|
|
300 23 89 88 87 109
|
|
301 2 109 87 88 111
|
|
302 2 109 87 88 112
|
|
303 23 89 88 87 110
|
|
304 2 110 87 88 111
|
|
305 2 110 87 88 112
|
|
306 24 87 88 89 90
|
|
307 24 87 88 89 113
|
|
308 25 111 88 89 90
|
|
309 25 111 88 89 113
|
|
310 25 112 88 89 90
|
|
311 25 112 88 89 113
|
|
|
|
Impropers
|
|
|
|
1 1 8 7 6 28
|
|
2 2 10 8 7 9
|
|
3 2 13 14 37 15
|
|
4 1 14 37 38 55
|
|
5 1 45 44 43 68
|
|
6 2 47 45 44 46
|
|
7 2 50 53 75 54
|
|
8 1 53 75 76 91
|
|
9 1 83 82 81 104
|
|
10 2 85 83 82 84
|
|
11 3 88 89 90 113
|
|
|