LAMMPS data file. msi2lmp v3.9.7 / 24 Oct 2015 / CGCMM for nylon-class1 117 atoms 116 bonds 219 angles 311 dihedrals 11 impropers 8 atom types 10 bond types 19 angle types 25 dihedral types 3 improper types -2.585999966 12.220000267 xlo xhi 2.598999977 22.969999313 ylo yhi -2.345999956 36.015998840 zlo zhi Masses 1 12.011150 # c2 2 14.006700 # n 3 12.011150 # c' 4 15.999400 # o' 5 1.007970 # h 6 1.007970 # hn 7 15.999400 # o- 8 14.006700 # n4 Pair Coeffs # lj/cut/coul/long 1 0.0389999952 3.8754094636 # c2 2 0.1669999743 3.5012320066 # n 3 0.1479999981 3.6170487995 # c' 4 0.2280000124 2.8597848722 # o' 5 0.0380000011 2.4499714540 # h 6 0.0000000000 0.0000000000 # hn 7 0.2280000124 2.8597848722 # o- 8 0.1669999743 3.5012320066 # n4 Bond Coeffs # harmonic 1 322.7158 1.5260 # c2-c2 2 340.6175 1.1050 # c2-h 3 356.5988 1.4700 # c2-n4 4 377.5752 1.4600 # c2-n 5 388.0000 1.3200 # n-c' 6 483.4512 1.0260 # n-hn 7 615.3220 1.2300 # c'-o' 8 283.0924 1.5200 # c2-c' 9 540.0000 1.2500 # c'-o- 10 457.4592 1.0260 # hn-n4 Angle Coeffs # harmonic 1 44.4000 110.0000 # c2-c2-h 2 50.0000 109.5000 # c2-c2-n4 3 39.5000 106.4000 # h-c2-h 4 57.3000 109.5000 # h-c2-n4 5 46.6000 110.5000 # c2-c2-c2 6 50.0000 109.5000 # c2-c2-n 7 51.5000 109.5000 # n-c2-h 8 111.0000 118.0000 # c2-n-c' 9 35.0000 122.0000 # c2-n-hn 10 37.5000 115.0000 # c'-n-hn 11 68.0000 120.0000 # n-c'-o' 12 53.5000 114.1000 # c2-c'-n 13 68.0000 120.0000 # c2-c'-o' 14 46.6000 110.5000 # c2-c2-c' 15 45.0000 109.5000 # c'-c2-h 16 68.0000 120.0000 # c2-c'-o- 17 145.0000 123.0000 # o--c'-o- 18 41.6000 110.0000 # c2-n4-hn 19 36.0000 105.5000 # hn-n4-hn Dihedral Coeffs # harmonic 1 0.1581 1 3 # c2-c2-c2-h 2 0.1581 1 3 # h-c2-c2-h 3 0.1581 1 3 # c2-c2-c2-n4 4 0.1581 1 3 # h-c2-c2-n4 5 0.0889 1 3 # c2-c2-n4-hn 6 0.0889 1 3 # h-c2-n4-hn 7 0.1581 1 3 # c2-c2-c2-c2 8 0.1581 1 3 # c2-c2-c2-n 9 0.1581 1 3 # n-c2-c2-h 10 0.0000 1 0 # c2-c2-n-c' 11 0.0000 1 0 # c2-c2-n-hn 12 0.0000 1 0 # h-c2-n-c' 13 0.0000 1 0 # h-c2-n-hn 14 3.8000 -1 2 # c2-n-c'-o' 15 3.2000 -1 2 # c2-n-c'-c2 16 1.8000 -1 2 # hn-n-c'-o' 17 1.2000 -1 2 # hn-n-c'-c2 18 0.0000 1 0 # c2-c2-c'-n 19 0.0000 1 0 # h-c2-c'-n 20 0.0000 1 0 # c2-c2-c'-o' 21 0.0000 1 0 # h-c2-c'-o' 22 0.1581 1 3 # c2-c2-c2-c' 23 0.1581 1 3 # c'-c2-c2-h 24 0.0000 1 0 # c2-c2-c'-o- 25 0.0000 1 0 # h-c2-c'-o- Improper Coeffs # cvff 1 0.0500 -1 2 # c'-n-c2-hn 2 10.0000 -1 2 # c2-c'-n-o' 3 11.6000 -1 2 # c2-c'-o--o- Atoms # full 1 1 1 0.220000 1.493000031 20.593999863 -0.449999988 0 0 0 # c2 2 1 1 -0.200000 2.328000069 19.871000290 0.623000026 0 0 0 # c2 3 1 1 -0.200000 2.887000084 20.902999878 1.621000051 0 0 0 # c2 4 1 1 -0.200000 3.533999920 20.169000626 2.809999943 0 0 0 # c2 5 1 1 -0.200000 4.085000038 21.201000214 3.812999964 0 0 0 # c2 6 1 1 0.020000 4.731999874 20.466999054 5.001999855 0 0 0 # c2 7 1 2 -0.500000 5.270999908 21.479000092 5.985000134 0 0 0 # n 8 1 3 0.380000 6.477000237 21.142000198 6.829999924 0 0 0 # c' 9 1 4 -0.380000 7.435999870 22.232000351 7.244999886 0 0 0 # o' 10 1 1 -0.200000 6.728000164 19.687000275 7.267000198 0 0 0 # c2 11 1 1 -0.200000 7.763999939 19.665000916 8.406999588 0 0 0 # c2 12 1 1 -0.200000 7.464000225 18.486000061 9.350999832 0 0 0 # c2 13 1 1 -0.200000 8.416000366 18.541000366 10.560999870 0 0 0 # c2 14 1 3 0.380000 8.112999916 17.364999771 11.506999969 0 0 0 # c' 15 1 4 -0.380000 6.711999893 16.809000015 11.597000122 0 0 0 # o' 16 1 5 0.100000 2.111000061 20.704999924 -1.401000023 0 0 0 # h 17 1 5 0.100000 1.195999980 21.625999451 -0.067000002 0 0 0 # h 18 1 5 0.100000 3.191999912 19.319000244 0.125000000 0 0 0 # h 19 1 5 0.100000 1.669999957 19.124000549 1.179000020 0 0 0 # h 20 1 5 0.100000 3.670000076 21.548999786 1.101999998 0 0 0 # h 21 1 5 0.100000 2.039000034 21.563999176 1.998999953 0 0 0 # h 22 1 5 0.100000 4.388000011 19.513999939 2.434000015 0 0 0 # h 23 1 5 0.100000 2.753999949 19.517999649 3.325999975 0 0 0 # h 24 1 5 0.100000 4.866000175 21.853000641 3.298000097 0 0 0 # h 25 1 5 0.100000 3.232000113 21.857000351 4.190000057 0 0 0 # h 26 1 5 0.100000 5.585000038 19.811000824 4.625999928 0 0 0 # h 27 1 5 0.100000 3.951999903 19.815999985 5.518000126 0 0 0 # h 28 1 6 0.280000 4.782000065 22.469999313 6.085999966 0 0 0 # hn 29 1 5 0.100000 7.124000072 19.086999893 6.382999897 0 0 0 # h 30 1 5 0.100000 5.751999855 19.225000381 7.632999897 0 0 0 # h 31 1 5 0.100000 8.809000015 19.542999268 7.967999935 0 0 0 # h 32 1 5 0.100000 7.709000111 20.642000198 8.989999771 0 0 0 # h 33 1 5 0.100000 7.614999771 17.503000259 8.793999672 0 0 0 # h 34 1 5 0.100000 6.385000229 18.555000305 9.713999748 0 0 0 # h 35 1 5 0.100000 9.494999886 18.468999863 10.199000359 0 0 0 # h 36 1 5 0.100000 8.267000198 19.524000168 11.118000031 0 0 0 # h 37 1 2 -0.500000 9.217000008 16.766000748 12.345000267 0 0 0 # n 38 1 1 0.020000 8.902999878 16.179000854 13.701000214 0 0 0 # c2 39 1 1 -0.200000 9.892000198 15.039999962 14.008999825 0 0 0 # c2 40 1 1 -0.200000 9.138999939 13.871000290 14.671999931 0 0 0 # c2 41 1 1 -0.200000 10.074000359 12.652999878 14.779999733 0 0 0 # c2 42 1 1 -0.200000 9.317999840 11.480999947 15.434000015 0 0 0 # c2 43 1 1 0.020000 10.253000259 10.262000084 15.543000221 0 0 0 # c2 44 1 2 -0.500000 9.512000084 9.114000320 16.184000015 0 0 0 # n 45 1 3 0.380000 10.263999939 8.095999718 17.007999420 0 0 0 # c' 46 1 4 -0.380000 11.720000267 8.319999695 17.337999344 0 0 0 # o' 47 1 1 -0.200000 9.545000076 6.831999779 17.513000488 0 0 0 # c2 48 1 1 -0.200000 10.385999680 6.170000076 18.621000290 0 0 0 # c2 49 1 1 -0.200000 9.451999664 5.482999802 19.634000778 0 0 0 # c2 50 1 1 -0.200000 10.281999588 4.934999943 20.809999466 0 0 0 # c2 51 1 5 0.100000 10.808575630 5.755126953 21.298067093 0 0 0 # h 52 1 5 0.100000 11.006152153 4.209916592 20.438573837 0 0 0 # h 53 1 3 0.380000 9.347999573 4.250999928 21.825000763 0 0 0 # c' 54 1 4 -0.380000 9.854000092 3.098999977 22.659999847 0 0 0 # o' 55 1 6 0.280000 10.260000229 16.757999420 11.965000153 0 0 0 # hn 56 1 5 0.100000 8.998000145 16.989000320 14.496999741 0 0 0 # h 57 1 5 0.100000 7.839000225 15.769000053 13.699999809 0 0 0 # h 58 1 5 0.100000 10.701999664 15.418999672 14.715999603 0 0 0 # h 59 1 5 0.100000 10.373000145 14.680000305 13.039999962 0 0 0 # h 60 1 5 0.100000 8.796999931 14.180999756 15.713999748 0 0 0 # h 61 1 5 0.100000 8.229999542 13.597000122 14.039999962 0 0 0 # h 62 1 5 0.100000 10.979000092 12.923000336 15.418000221 0 0 0 # h 63 1 5 0.100000 10.421999931 12.345999718 13.739000320 0 0 0 # h 64 1 5 0.100000 8.970999718 11.786999702 16.475999832 0 0 0 # h 65 1 5 0.100000 8.413000107 11.208999634 14.796999931 0 0 0 # h 66 1 5 0.100000 11.159000397 10.532999992 16.180000305 0 0 0 # h 67 1 5 0.100000 10.600999832 9.956000328 14.501000404 0 0 0 # h 68 1 6 0.280000 8.413999557 9.017000198 16.048999786 0 0 0 # hn 69 1 5 0.100000 9.411000252 6.098999977 16.649999619 0 0 0 # h 70 1 5 0.100000 8.522999763 7.116000175 17.930999756 0 0 0 # h 71 1 5 0.100000 11.081000328 5.394000053 18.159000397 0 0 0 # h 72 1 5 0.100000 11.005000114 6.965000153 19.155000687 0 0 0 # h 73 1 5 0.100000 8.904000282 4.623000145 19.124000549 0 0 0 # h 74 1 5 0.100000 8.692000389 6.237999916 20.024999619 0 0 0 # h 75 1 2 -0.500000 7.925000191 4.731999874 21.985000610 0 0 0 # n 76 1 1 0.020000 7.053999901 4.160999775 23.077999115 0 0 0 # c2 77 1 1 -0.200000 6.034999847 5.223000050 23.531999588 0 0 0 # c2 78 1 1 -0.200000 5.895999908 5.179999828 25.065000534 0 0 0 # c2 79 1 1 -0.200000 5.052000046 6.377999783 25.538000107 0 0 0 # c2 80 1 1 -0.200000 4.921000004 6.340000153 27.072000504 0 0 0 # c2 81 1 1 0.020000 4.077000141 7.538000107 27.545999527 0 0 0 # c2 82 1 2 -0.500000 3.948999882 7.500999928 29.049999237 0 0 0 # n 83 1 3 0.380000 2.717999935 8.065999985 29.716999054 0 0 0 # c' 84 1 4 -0.380000 1.600000024 8.638999939 28.878000259 0 0 0 # o' 85 1 1 -0.200000 2.601000071 8.059000015 31.252000809 0 0 0 # c2 86 1 1 -0.200000 1.139000058 8.319000244 31.658000946 0 0 0 # c2 87 1 1 -0.200000 0.828000009 7.570000172 32.967998505 0 0 0 # c2 88 1 1 -0.200000 -0.667999983 7.721000195 33.304000854 0 0 0 # c2 89 1 3 0.450000 -0.978999972 6.969999790 34.611000061 0 0 0 # c' 90 1 7 -0.500000 -2.085999966 7.455999851 35.515998840 0 0 0 # o- 91 1 6 0.280000 7.519999981 5.506000042 21.299999237 0 0 0 # hn 92 1 5 0.100000 6.498000145 3.246999979 22.683000565 0 0 0 # h 93 1 5 0.100000 7.703999996 3.855999947 23.962999344 0 0 0 # h 94 1 5 0.100000 5.022999763 5.008999825 23.052999496 0 0 0 # h 95 1 5 0.100000 6.395999908 6.256000042 23.211999893 0 0 0 # h 96 1 5 0.100000 5.383999825 4.209000111 25.372999191 0 0 0 # h 97 1 5 0.100000 6.929999828 5.231999874 25.541999817 0 0 0 # h 98 1 5 0.100000 4.014999866 6.322000027 25.068000793 0 0 0 # h 99 1 5 0.100000 5.559999943 7.348999977 25.224000931 0 0 0 # h 100 1 5 0.100000 4.413000107 5.369999886 27.386999130 0 0 0 # h 101 1 5 0.100000 5.958000183 6.395999908 27.544000626 0 0 0 # h 102 1 5 0.100000 3.039999962 7.482999802 27.075000763 0 0 0 # h 103 1 5 0.100000 4.585000038 8.508999825 27.232000351 0 0 0 # h 104 1 6 0.280000 4.760000229 7.059000015 29.665000916 0 0 0 # hn 105 1 5 0.100000 3.266999960 8.875000000 31.687999725 0 0 0 # h 106 1 5 0.100000 2.931999922 7.044000149 31.653999329 0 0 0 # h 107 1 5 0.100000 0.980000019 9.437000275 31.813999176 0 0 0 # h 108 1 5 0.100000 0.442999989 7.947999954 30.834999084 0 0 0 # h 109 1 5 0.100000 1.452999949 8.008000374 33.813999176 0 0 0 # h 110 1 5 0.100000 1.078999996 6.465000153 32.842998505 0 0 0 # h 111 1 5 0.100000 -0.919000030 8.826000214 33.431999207 0 0 0 # h 112 1 5 0.100000 -1.294000030 7.285999775 32.457000732 0 0 0 # h 113 1 7 -0.500000 -0.179000005 5.745999813 34.987998962 0 0 0 # o- 114 1 8 -0.500000 0.250000000 19.790000916 -0.746999979 0 0 0 # n4 115 1 6 0.360000 0.118000001 19.704999924 -1.845999956 0 0 0 # hn 116 1 6 0.360000 -0.634000003 20.298000336 -0.307000011 0 0 0 # hn 117 1 6 0.360000 0.349999994 18.775999069 -0.307000011 0 0 0 # hn Bonds 1 1 1 2 2 2 1 16 3 2 1 17 4 3 1 114 5 1 2 3 6 2 2 18 7 2 2 19 8 1 3 4 9 2 3 20 10 2 3 21 11 1 4 5 12 2 4 22 13 2 4 23 14 1 5 6 15 2 5 24 16 2 5 25 17 4 6 7 18 2 6 26 19 2 6 27 20 5 7 8 21 6 7 28 22 7 8 9 23 8 10 8 24 1 10 11 25 2 10 29 26 2 10 30 27 1 11 12 28 2 11 31 29 2 11 32 30 1 12 13 31 2 12 33 32 2 12 34 33 8 13 14 34 2 13 35 35 2 13 36 36 7 14 15 37 5 37 14 38 4 38 37 39 6 37 55 40 1 38 39 41 2 38 56 42 2 38 57 43 1 39 40 44 2 39 58 45 2 39 59 46 1 40 41 47 2 40 60 48 2 40 61 49 1 41 42 50 2 41 62 51 2 41 63 52 1 42 43 53 2 42 64 54 2 42 65 55 4 43 44 56 2 43 66 57 2 43 67 58 5 44 45 59 6 44 68 60 7 45 46 61 8 47 45 62 1 47 48 63 2 47 69 64 2 47 70 65 1 48 49 66 2 48 71 67 2 48 72 68 1 49 50 69 2 49 73 70 2 49 74 71 8 50 53 72 2 50 51 73 2 50 52 74 7 53 54 75 5 75 53 76 4 76 75 77 6 75 91 78 1 76 77 79 2 76 92 80 2 76 93 81 1 77 78 82 2 77 94 83 2 77 95 84 1 78 79 85 2 78 96 86 2 78 97 87 1 79 80 88 2 79 98 89 2 79 99 90 1 80 81 91 2 80 100 92 2 80 101 93 4 81 82 94 2 81 102 95 2 81 103 96 5 82 83 97 6 82 104 98 7 83 84 99 8 85 83 100 1 85 86 101 2 85 105 102 2 85 106 103 1 86 87 104 2 86 107 105 2 86 108 106 1 87 88 107 2 87 109 108 2 87 110 109 8 88 89 110 2 88 111 111 2 88 112 112 9 89 90 113 9 89 113 114 10 115 114 115 10 116 114 116 10 117 114 Angles 1 1 2 1 16 2 1 2 1 17 3 2 2 1 114 4 3 16 1 17 5 4 16 1 114 6 4 17 1 114 7 5 1 2 3 8 1 1 2 18 9 1 1 2 19 10 1 3 2 18 11 1 3 2 19 12 3 18 2 19 13 5 2 3 4 14 1 2 3 20 15 1 2 3 21 16 1 4 3 20 17 1 4 3 21 18 3 20 3 21 19 5 3 4 5 20 1 3 4 22 21 1 3 4 23 22 1 5 4 22 23 1 5 4 23 24 3 22 4 23 25 5 4 5 6 26 1 4 5 24 27 1 4 5 25 28 1 6 5 24 29 1 6 5 25 30 3 24 5 25 31 6 5 6 7 32 1 5 6 26 33 1 5 6 27 34 7 7 6 26 35 7 7 6 27 36 3 26 6 27 37 8 6 7 8 38 9 6 7 28 39 10 8 7 28 40 11 7 8 9 41 12 10 8 7 42 13 10 8 9 43 14 11 10 8 44 15 8 10 29 45 15 8 10 30 46 1 11 10 29 47 1 11 10 30 48 3 29 10 30 49 5 10 11 12 50 1 10 11 31 51 1 10 11 32 52 1 12 11 31 53 1 12 11 32 54 3 31 11 32 55 5 11 12 13 56 1 11 12 33 57 1 11 12 34 58 1 13 12 33 59 1 13 12 34 60 3 33 12 34 61 14 12 13 14 62 1 12 13 35 63 1 12 13 36 64 15 14 13 35 65 15 14 13 36 66 3 35 13 36 67 13 13 14 15 68 12 13 14 37 69 11 37 14 15 70 8 38 37 14 71 10 14 37 55 72 9 38 37 55 73 6 39 38 37 74 7 37 38 56 75 7 37 38 57 76 1 39 38 56 77 1 39 38 57 78 3 56 38 57 79 5 38 39 40 80 1 38 39 58 81 1 38 39 59 82 1 40 39 58 83 1 40 39 59 84 3 58 39 59 85 5 39 40 41 86 1 39 40 60 87 1 39 40 61 88 1 41 40 60 89 1 41 40 61 90 3 60 40 61 91 5 40 41 42 92 1 40 41 62 93 1 40 41 63 94 1 42 41 62 95 1 42 41 63 96 3 62 41 63 97 5 41 42 43 98 1 41 42 64 99 1 41 42 65 100 1 43 42 64 101 1 43 42 65 102 3 64 42 65 103 6 42 43 44 104 1 42 43 66 105 1 42 43 67 106 7 44 43 66 107 7 44 43 67 108 3 66 43 67 109 8 43 44 45 110 9 43 44 68 111 10 45 44 68 112 11 44 45 46 113 12 47 45 44 114 13 47 45 46 115 14 48 47 45 116 15 45 47 69 117 15 45 47 70 118 1 48 47 69 119 1 48 47 70 120 3 69 47 70 121 5 47 48 49 122 1 47 48 71 123 1 47 48 72 124 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