LAMMPS data file via write_data, version 27 Nov 2018, timestep = 1100100 383 atoms 8 atom types 342 bonds 9 bond types 562 angles 14 angle types 534 dihedrals 11 dihedral types 348 impropers 11 improper types -5.0514130135769175e-01 1.5783110029075640e+01 xlo xhi -8.0620338035756767e-01 1.5482047948350324e+01 ylo yhi -8.6275306635756799e-01 1.5425498262350324e+01 zlo zhi Masses 1 12.0112 2 12.0112 3 15.9994 4 1.00797 5 1.00797 6 12.0112 7 12.0112 8 1.00797 Pair Coeffs # hybrid 1 lj/class2/coul/long 0.054 4.01 2 lj/class2/coul/long 0.054 4.01 3 lj/class2/coul/long 0.24 3.535 4 lj/class2/coul/long 0.02 2.995 5 lj/class2/coul/long 0.013 1.098 6 lj/class2/coul/long 0.054 4.01 7 lj/class2/coul/long 0.054 4.01 8 lj/class2/coul/long 0.02 2.995 Bond Coeffs # class2 1 1.53 299.67 -501.77 679.81 2 1.101 345 -691.89 844.6 3 1.101 345 -691.89 844.6 4 1.42 400.395 -835.195 1313.01 5 0.965 532.506 -1282.9 2004.77 6 1.53 299.67 -501.77 679.81 7 1.101 345 -691.89 844.6 8 1.53 299.67 -501.77 679.81 9 1.101 345 -691.89 844.6 Angle Coeffs # class2 1 110.77 41.453 -10.604 5.129 2 107.66 39.641 -12.921 -2.4318 3 110.77 41.453 -10.604 5.129 4 111.27 54.5381 -8.3642 -13.0838 5 107.66 39.641 -12.921 -2.4318 6 108.728 58.5446 -10.8088 -12.4006 7 105.8 52.7061 -12.109 -9.8681 8 110.77 41.453 -10.604 5.129 9 107.66 39.641 -12.921 -2.4318 10 112.67 39.516 -7.443 -9.5583 11 110.77 41.453 -10.604 5.129 12 110.77 41.453 -10.604 5.129 13 107.66 39.641 -12.921 -2.4318 14 112.67 39.516 -7.443 -9.5583 BondBond Coeffs 1 3.3872 1.53 1.101 2 5.3316 1.101 1.101 3 3.3872 1.53 1.101 4 11.4318 1.53 1.42 5 5.3316 1.101 1.101 6 23.1979 1.42 1.101 7 -9.6879 1.42 0.965 8 3.3872 1.53 1.101 9 5.3316 1.101 1.101 10 0 1.53 1.53 11 3.3872 1.53 1.101 12 3.3872 1.53 1.101 13 5.3316 1.101 1.101 14 0 1.53 1.53 BondAngle Coeffs 1 20.754 11.421 1.53 1.101 2 18.103 18.103 1.101 1.101 3 20.754 11.421 1.53 1.101 4 2.6868 20.4033 1.53 1.42 5 18.103 18.103 1.101 1.101 6 55.327 4.6189 1.42 1.101 7 28.58 18.9277 1.42 0.965 8 20.754 11.421 1.53 1.101 9 18.103 18.103 1.101 1.101 10 8.016 8.016 1.53 1.53 11 20.754 11.421 1.53 1.101 12 20.754 11.421 1.53 1.101 13 18.103 18.103 1.101 1.101 14 8.016 8.016 1.53 1.53 Dihedral Coeffs # class2 1 -0.1432 0 0.0617 0 -0.1083 0 2 -0.1435 0 0.253 0 -0.0905 0 3 -0.6732 0 -0.4778 0 -0.167 0 4 0.1863 0 -0.4338 0 -0.2121 0 5 0 0 0.0316 0 -0.1681 0 6 -0.1432 0 0.0617 0 -0.1083 0 7 0 0 0.0514 0 -0.143 0 8 0 0 0.0316 0 -0.1681 0 9 0 0 0.0316 0 -0.1681 0 10 -0.1432 0 0.0617 0 -0.1083 0 11 0 0 0.0514 0 -0.143 0 AngleAngleTorsion Coeffs 1 -12.564 110.77 110.77 2 -20.2006 110.77 111.27 3 -12.1038 111.27 105.8 4 -10.5093 108.728 105.8 5 -16.164 110.77 112.67 6 -12.564 110.77 110.77 7 -22.045 112.67 112.67 8 -16.164 112.67 110.77 9 -16.164 112.67 110.77 10 -12.564 110.77 110.77 11 -22.045 112.67 112.67 EndBondTorsion Coeffs 1 0.213 0.312 0.0777 0.213 0.312 0.0777 1.101 1.101 2 0.9681 0.9551 0.0436 0.5903 0.6669 0.8584 1.101 1.42 3 -0.58 0.9004 0 0 0.5343 0.9025 1.53 0.965 4 -1.7554 1.3145 0.2263 0.2493 0.6803 0 1.101 0.965 5 0.0814 0.0591 0.2219 0.2486 0.2422 -0.0925 1.101 1.53 6 0.213 0.312 0.0777 0.213 0.312 0.0777 1.101 1.101 7 -0.0732 0 0 -0.0732 0 0 1.53 1.53 8 0.2486 0.2422 -0.0925 0.0814 0.0591 0.2219 1.53 1.101 9 0.2486 0.2422 -0.0925 0.0814 0.0591 0.2219 1.53 1.101 10 0.213 0.312 0.0777 0.213 0.312 0.0777 1.101 1.101 11 -0.0732 0 0 -0.0732 0 0 1.53 1.53 MiddleBondTorsion Coeffs 1 -14.261 -0.5322 -0.4864 1.53 2 -16.7975 -1.2296 -0.275 1.53 3 1.2472 0 0.7485 1.42 4 0 0.9241 -0.5889 1.42 5 -14.879 -3.6581 -0.3138 1.53 6 -14.261 -0.5322 -0.4864 1.53 7 -17.787 -7.1877 0 1.53 8 -14.879 -3.6581 -0.3138 1.53 9 -14.879 -3.6581 -0.3138 1.53 10 -14.261 -0.5322 -0.4864 1.53 11 -17.787 -7.1877 0 1.53 BondBond13 Coeffs 1 0 1.101 1.101 2 0 1.101 1.42 3 0 1.53 0.965 4 0 1.101 0.965 5 0 1.101 1.53 6 0 1.101 1.101 7 0 1.53 1.53 8 0 1.53 1.101 9 0 1.53 1.101 10 0 1.101 1.101 11 0 1.53 1.53 AngleTorsion Coeffs 1 -0.8085 0.5569 -0.2466 -0.8085 0.5569 -0.2466 110.77 110.77 2 2.3668 2.492 -1.0122 -0.1892 0.4918 0.7273 110.77 111.27 3 -3.5903 2.5225 0.4888 0.8726 -0.3577 0.3888 111.27 105.8 4 -3.406 1.6396 0.0737 0 -0.281 -0.5944 108.728 105.8 5 0.3113 0.4516 -0.1988 -0.2454 0 -0.1136 110.77 112.67 6 -0.8085 0.5569 -0.2466 -0.8085 0.5569 -0.2466 110.77 110.77 7 0.3886 -0.3139 0.1389 0.3886 -0.3139 0.1389 112.67 112.67 8 -0.2454 0 -0.1136 0.3113 0.4516 -0.1988 112.67 110.77 9 -0.2454 0 -0.1136 0.3113 0.4516 -0.1988 112.67 110.77 10 -0.8085 0.5569 -0.2466 -0.8085 0.5569 -0.2466 110.77 110.77 11 0.3886 -0.3139 0.1389 0.3886 -0.3139 0.1389 112.67 112.67 Improper Coeffs # class2 1 0 0 2 0 0 3 0 0 4 0 0 5 0 0 6 0 0 7 0 0 8 0 0 9 0 0 10 0 0 11 0 0 AngleAngle Coeffs 1 0.2738 -0.4825 0.2738 110.77 107.66 110.77 2 -0.3157 -0.3157 -0.3157 107.66 107.66 107.66 3 0.2738 -0.4825 0.2738 110.77 107.66 110.77 4 0.1689 2.5926 3.9177 111.27 108.728 110.77 5 2.4259 2.1283 2.4259 108.728 107.66 108.728 6 0.2738 -0.4825 0.2738 110.77 107.66 110.77 7 -0.3157 -0.3157 -0.3157 107.66 107.66 107.66 8 -1.3199 -1.3199 0.1184 112.67 110.77 110.77 9 0.2738 -0.4825 0.2738 110.77 107.66 110.77 10 0.2738 -0.4825 0.2738 110.77 107.66 110.77 11 -1.3199 -1.3199 0.1184 112.67 110.77 110.77 Atoms # full 266 1 4 5.2999999999999999e-02 1.6864256263249984e+00 3.9338060620105360e+00 2.1660446484538451e+00 3 2 1 369 3 8 5.2999999999999999e-02 3.3919511835590943e-01 3.0096236406752253e+00 -2.5770783759613225e-01 -6 -4 1 262 1 1 -1.5900000000000000e-01 6.5498274037974347e-01 4.1907594188897948e+00 2.4050161328305437e+00 3 2 1 32 1 4 5.2999999999999999e-02 2.7301623259329730e+00 5.8422246585345166e+00 5.5163771763213223e+00 5 -1 -2 109 1 1 -1.5900000000000000e-01 2.7961551958578061e+00 -2.2969882281549192e-01 3.2188699615959901e+00 3 2 -1 368 3 8 5.2999999999999999e-02 2.0712023208108077e+00 3.0177796852734509e+00 -5.8999253600034041e-01 -6 -4 1 265 1 4 5.2999999999999999e-02 3.9700241923613155e-01 3.7910255338969643e+00 3.3987341741926453e+00 3 2 1 33 1 4 5.2999999999999999e-02 1.2162576164780894e+00 6.7486742879722721e+00 5.3541920309475231e+00 5 -1 -2 263 1 2 2.7000000000000000e-02 4.8103594949677597e-01 5.7557856279469517e+00 2.3868716152095644e+00 3 2 1 39 1 3 -5.5710000000000004e-01 2.2521850090997195e+00 1.3947926015289074e+00 6.8621803249373796e+00 1 1 -3 112 1 4 5.2999999999999999e-02 2.4856857509546786e+00 5.1057788440507146e-01 3.9725913564313755e+00 3 2 -1 120 1 3 -5.5710000000000004e-01 1.2419834017083919e-01 -2.8040716156599221e-01 5.5372267728894133e+00 2 0 -1 264 1 3 -5.5710000000000004e-01 7.8020608557254234e-01 6.5188794064615569e+00 1.1877308855805855e+00 3 2 1 270 1 5 4.2409999999999998e-01 1.7403462539394239e+00 6.4832110763225046e+00 1.1734811625841393e+00 3 2 1 267 1 4 5.2999999999999999e-02 1.1704177676301275e-02 3.6374346744456014e+00 1.7121920952086365e+00 3 2 1 268 1 4 5.2999999999999999e-02 1.1685372696766843e+00 6.1221409798979280e+00 3.1734573248995028e+00 3 2 1 45 1 5 4.2409999999999998e-01 3.0067261615845320e+00 1.7753804307094345e+00 6.4118946885558064e+00 1 1 -3 31 1 4 5.2999999999999999e-02 2.2064050697036626e+00 6.6971086605071743e+00 7.0117703687360011e+00 5 -1 -2 126 1 5 4.2409999999999998e-01 9.0902656336434240e-01 2.4613225741733991e-01 5.7163101931818154e+00 2 0 -1 28 1 1 -1.5900000000000000e-01 2.1879824905767289e+00 6.7120777486652399e+00 5.8681805243073955e+00 5 -1 -2 114 1 4 5.2999999999999999e-02 2.5999606312665224e+00 1.7579021287431351e-01 2.2402962094249448e+00 3 2 -1 273 1 3 -5.5710000000000004e-01 3.5334785972957876e+00 6.4187908708259780e+00 8.3840175214941537e-01 3 -2 0 258 1 4 5.2999999999999999e-02 2.9621482858284094e+00 3.8660247181975240e+00 1.3019528905914020e+01 0 2 -1 37 1 1 -1.5900000000000000e-01 1.0598521129795269e+00 3.0842438875120148e+00 8.2204006884588523e+00 1 1 -3 38 1 2 2.7000000000000000e-02 2.1712614298592863e+00 2.1008262983928208e+00 8.0540118733527279e+00 1 1 -3 41 1 4 5.2999999999999999e-02 1.0703671263629493e+00 3.7702137135715805e+00 7.3735977277148770e+00 1 1 -3 257 1 4 5.2999999999999999e-02 1.7278164571316088e+00 4.7177234027880157e+00 1.2063346879485389e+01 0 2 -1 42 1 4 5.2999999999999999e-02 1.2265876394911785e+00 3.6636674713028308e+00 9.1605331578946778e+00 1 1 -3 370 3 8 5.2999999999999999e-02 9.2116275250916879e-01 4.1227962814687666e+00 1.4820928762308647e+01 -6 -4 0 40 1 4 5.2999999999999999e-02 5.2495487796965445e-02 2.6229951455138050e+00 8.2848891549388437e+00 1 1 -3 375 3 8 5.2999999999999999e-02 -4.9489330077790628e-01 3.6053192991211880e-01 1.2651600307530902e+01 -6 -4 0 376 3 8 5.2999999999999999e-02 8.3275310657087132e-01 1.0348745969202238e+00 1.1656725334364307e+01 -6 -4 0 373 3 8 5.2999999999999999e-02 3.4813445141000299e-01 3.2104872018562682e+00 1.2429232235348742e+01 -6 -4 0 372 3 8 5.2999999999999999e-02 1.8720848803887398e+00 1.6196739445964643e+00 1.3755288219666763e+01 -6 -4 0 371 3 8 5.2999999999999999e-02 5.1521194340731657e-01 1.0583762045930640e+00 1.4722003701038862e+01 -6 -4 0 367 3 6 -1.5900000000000000e-01 -6.3602171946119113e-02 -5.1524032249274621e-01 9.5686066785259367e+00 -6 -4 0 361 3 6 -1.5900000000000000e-01 1.1055962223046736e+00 3.0718618123315631e+00 1.5223515082094190e+01 -6 -4 0 362 3 7 -1.0600000000000000e-01 9.2517651947552504e-01 1.9594163698683427e+00 1.4169307339497134e+01 -6 -4 0 58 1 4 5.2999999999999999e-02 -1.0797825339466011e-01 6.0503146158064398e+00 9.8664400533903684e+00 2 -1 1 253 1 1 -1.5900000000000000e-01 2.8283162006044194e+00 4.5709670497798092e+00 1.2154328606987141e+01 0 2 -1 364 3 7 -1.0600000000000000e-01 -1.7830350547990370e-01 1.2321897052899029e+00 1.2030731564906919e+01 -6 -4 0 363 3 7 -1.0600000000000000e-01 -2.2293502066847992e-02 2.3269152812887848e+00 1.3058793538777712e+01 -6 -4 0 55 1 1 -1.5900000000000000e-01 -3.4547620768957216e-01 6.7052614343524413e+00 8.9800035885703497e+00 2 -1 1 43 1 4 5.2999999999999999e-02 2.2289826718804684e+00 1.3826800188016928e+00 8.8857303442604341e+00 1 1 -3 44 1 4 5.2999999999999999e-02 3.1106725954525829e+00 2.6936260484123027e+00 8.2445169299102297e+00 1 1 -3 256 1 4 5.2999999999999999e-02 3.0815299500044633e+00 4.1798256626747667e+00 1.1170970686950326e+01 0 2 -1 383 3 8 5.2999999999999999e-02 6.6060041795775071e-01 1.8687930716221879e-01 9.0559595439783092e+00 -6 -4 0 59 1 4 5.2999999999999999e-02 4.7264429449302814e-01 6.6355010886654773e+00 8.3125090991278423e+00 2 -1 1 259 1 4 5.2999999999999999e-02 3.3035090800840821e+00 6.2970068335297444e+00 1.3411452602206555e+01 0 2 -1 260 1 4 5.2999999999999999e-02 3.4815907559267174e+00 6.5487893364255791e+00 1.1673290002180893e+01 0 2 -1 246 1 3 -5.5710000000000004e-01 5.9360453663246515e-01 1.2888335162908080e+01 4.9194654955102726e+00 0 1 1 194 1 4 5.2999999999999999e-02 1.5982974629307658e+00 1.0794069696699315e+01 2.7568796416622536e+00 -1 2 -2 306 2 5 4.2409999999999998e-01 1.9607698791782062e+00 1.3490896316592197e+01 6.1148592423624670e+00 0 -2 0 169 1 4 5.2999999999999999e-02 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2 55 59 51 2 55 60 52 5 246 252 53 3 29 34 54 3 29 35 55 4 29 30 56 3 245 250 57 3 245 251 58 4 245 246 59 1 190 191 60 2 190 193 61 2 190 194 62 2 190 195 63 5 300 306 64 1 343 344 65 2 343 346 66 2 343 347 67 2 343 348 68 5 165 171 69 5 57 63 70 5 291 297 71 3 56 61 72 3 56 62 73 4 56 57 74 5 93 99 75 3 290 295 76 3 290 296 77 4 290 291 78 1 163 164 79 2 163 166 80 2 163 167 81 2 163 168 82 3 164 169 83 3 164 170 84 4 164 165 85 3 92 97 86 3 92 98 87 4 92 93 88 1 100 101 89 2 100 103 90 2 100 104 91 2 100 105 92 3 146 151 93 3 146 152 94 4 146 147 95 3 272 277 96 3 272 278 97 4 272 273 98 5 147 153 99 5 327 333 100 3 326 331 101 3 326 332 102 4 326 327 103 3 110 115 104 3 110 116 105 4 110 111 106 5 111 117 107 1 325 326 108 2 325 328 109 2 325 329 110 2 325 330 111 1 145 146 112 2 145 148 113 2 145 149 114 2 145 150 115 3 200 205 116 3 200 206 117 4 200 201 118 5 66 72 119 3 65 70 120 3 65 71 121 4 65 66 122 5 255 261 123 5 129 135 124 1 199 200 125 2 199 202 126 2 199 203 127 2 199 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201 1 127 128 202 2 127 130 203 2 127 131 204 2 127 132 205 1 82 83 206 2 82 85 207 2 82 86 208 2 82 87 209 3 83 88 210 3 83 89 211 4 83 84 212 3 128 133 213 3 128 134 214 4 128 129 215 3 335 340 216 3 335 341 217 4 335 336 218 1 334 335 219 2 334 337 220 2 334 338 221 2 334 339 222 1 307 308 223 2 307 310 224 2 307 311 225 2 307 312 226 3 281 286 227 3 281 287 228 4 281 282 229 5 336 342 230 5 282 288 231 1 208 209 232 2 208 211 233 2 208 212 234 2 208 213 235 5 309 315 236 3 308 313 237 3 308 314 238 4 308 309 239 1 280 281 240 2 280 283 241 2 280 284 242 2 280 285 243 1 46 47 244 2 46 49 245 2 46 50 246 2 46 51 247 3 20 25 248 3 20 26 249 4 20 21 250 1 10 11 251 2 10 13 252 2 10 14 253 2 10 15 254 5 48 54 255 5 21 27 256 3 11 16 257 3 11 17 258 4 11 12 259 1 19 20 260 2 19 22 261 2 19 23 262 2 19 24 263 3 218 223 264 3 218 224 265 4 218 219 266 1 118 119 267 2 118 121 268 2 118 122 269 2 118 123 270 1 1 2 271 2 1 4 272 2 1 5 273 2 1 6 274 3 2 7 275 3 2 8 276 4 2 3 277 1 136 137 278 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163 168 130 2 167 163 168 131 3 163 164 169 132 3 163 164 170 133 4 163 164 165 134 5 169 164 170 135 6 165 164 169 136 6 165 164 170 137 3 91 92 97 138 3 91 92 98 139 4 91 92 93 140 5 97 92 98 141 6 93 92 97 142 6 93 92 98 143 1 101 100 103 144 1 101 100 104 145 1 101 100 105 146 2 103 100 104 147 2 103 100 105 148 2 104 100 105 149 3 145 146 151 150 3 145 146 152 151 4 145 146 147 152 5 151 146 152 153 6 147 146 151 154 6 147 146 152 155 3 271 272 277 156 3 271 272 278 157 4 271 272 273 158 5 277 272 278 159 6 273 272 277 160 6 273 272 278 161 7 146 147 153 162 7 326 327 333 163 3 325 326 331 164 3 325 326 332 165 4 325 326 327 166 5 331 326 332 167 6 327 326 331 168 6 327 326 332 169 3 109 110 115 170 3 109 110 116 171 4 109 110 111 172 5 115 110 116 173 6 111 110 115 174 6 111 110 116 175 7 110 111 117 176 1 326 325 328 177 1 326 325 329 178 1 326 325 330 179 2 328 325 329 180 2 328 325 330 181 2 329 325 330 182 1 146 145 148 183 1 146 145 149 184 1 146 145 150 185 2 148 145 149 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323 243 3 298 299 304 244 3 298 299 305 245 4 298 299 300 246 5 304 299 305 247 6 300 299 304 248 6 300 299 305 249 7 317 318 324 250 3 235 236 241 251 3 235 236 242 252 4 235 236 237 253 5 241 236 242 254 6 237 236 241 255 6 237 236 242 256 3 100 101 106 257 3 100 101 107 258 4 100 101 102 259 5 106 101 107 260 6 102 101 106 261 6 102 101 107 262 7 101 102 108 263 7 11 12 18 264 1 92 91 94 265 1 92 91 95 266 1 92 91 96 267 2 94 91 95 268 2 94 91 96 269 2 95 91 96 270 7 236 237 243 271 3 46 47 52 272 3 46 47 53 273 4 46 47 48 274 5 52 47 53 275 6 48 47 52 276 6 48 47 53 277 1 236 235 238 278 1 236 235 239 279 1 236 235 240 280 2 238 235 239 281 2 238 235 240 282 2 239 235 240 283 1 299 298 301 284 1 299 298 302 285 1 299 298 303 286 2 301 298 302 287 2 301 298 303 288 2 302 298 303 289 1 317 316 319 290 1 317 316 320 291 1 317 316 321 292 2 319 316 320 293 2 319 316 321 294 2 320 316 321 295 7 155 156 162 296 7 83 84 90 297 1 182 181 184 298 1 182 181 185 299 1 182 181 186 300 2 184 181 185 301 2 184 181 186 302 2 185 181 186 303 3 154 155 160 304 3 154 155 161 305 4 154 155 156 306 5 160 155 161 307 6 156 155 160 308 6 156 155 161 309 3 181 182 187 310 3 181 182 188 311 4 181 182 183 312 5 187 182 188 313 6 183 182 187 314 6 183 182 188 315 7 182 183 189 316 1 155 154 157 317 1 155 154 158 318 1 155 154 159 319 2 157 154 158 320 2 157 154 159 321 2 158 154 159 322 1 65 64 67 323 1 65 64 68 324 1 65 64 69 325 2 67 64 68 326 2 67 64 69 327 2 68 64 69 328 1 128 127 130 329 1 128 127 131 330 1 128 127 132 331 2 130 127 131 332 2 130 127 132 333 2 131 127 132 334 1 83 82 85 335 1 83 82 86 336 1 83 82 87 337 2 85 82 86 338 2 85 82 87 339 2 86 82 87 340 3 82 83 88 341 3 82 83 89 342 4 82 83 84 343 5 88 83 89 344 6 84 83 88 345 6 84 83 89 346 3 127 128 133 347 3 127 128 134 348 4 127 128 129 349 5 133 128 134 350 6 129 128 133 351 6 129 128 134 352 3 334 335 340 353 3 334 335 341 354 4 334 335 336 355 5 340 335 341 356 6 336 335 340 357 6 336 335 341 358 1 335 334 337 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418 3 10 11 17 419 4 10 11 12 420 5 16 11 17 421 6 12 11 16 422 6 12 11 17 423 1 20 19 22 424 1 20 19 23 425 1 20 19 24 426 2 22 19 23 427 2 22 19 24 428 2 23 19 24 429 3 217 218 223 430 3 217 218 224 431 4 217 218 219 432 5 223 218 224 433 6 219 218 223 434 6 219 218 224 435 1 119 118 121 436 1 119 118 122 437 1 119 118 123 438 2 121 118 122 439 2 121 118 123 440 2 122 118 123 441 1 2 1 4 442 1 2 1 5 443 1 2 1 6 444 2 4 1 5 445 2 4 1 6 446 2 5 1 6 447 3 1 2 7 448 3 1 2 8 449 4 1 2 3 450 5 7 2 8 451 6 3 2 7 452 6 3 2 8 453 1 137 136 139 454 1 137 136 140 455 1 137 136 141 456 2 139 136 140 457 2 139 136 141 458 2 140 136 141 459 7 137 138 144 460 3 136 137 142 461 3 136 137 143 462 4 136 137 138 463 5 142 137 143 464 6 138 137 142 465 6 138 137 143 466 7 218 219 225 467 3 118 119 124 468 3 118 119 125 469 4 118 119 120 470 5 124 119 125 471 6 120 119 124 472 6 120 119 125 473 7 353 354 360 474 3 352 353 358 475 3 352 353 359 476 4 352 353 354 477 5 358 353 359 478 6 354 353 358 479 6 354 353 359 480 10 367 366 365 481 12 365 366 379 482 12 365 366 380 483 11 367 366 379 484 11 367 366 380 485 13 379 366 380 486 14 364 365 366 487 12 364 365 377 488 12 364 365 378 489 12 366 365 377 490 12 366 365 378 491 13 377 365 378 492 1 227 226 229 493 1 227 226 230 494 1 227 226 231 495 2 229 226 230 496 2 229 226 231 497 2 230 226 231 498 1 218 217 220 499 1 218 217 221 500 1 218 217 222 501 2 220 217 221 502 2 220 217 222 503 2 221 217 222 504 7 2 3 9 505 1 173 172 175 506 1 173 172 176 507 1 173 172 177 508 2 175 172 176 509 2 175 172 177 510 2 176 172 177 511 7 344 345 351 512 7 173 174 180 513 3 172 173 178 514 3 172 173 179 515 4 172 173 174 516 5 178 173 179 517 6 174 173 178 518 6 174 173 179 519 1 245 244 247 520 1 245 244 248 521 1 245 244 249 522 2 247 244 248 523 2 247 244 249 524 2 248 244 249 525 3 343 344 349 526 3 343 344 350 527 4 343 344 345 528 5 349 344 350 529 6 345 344 349 530 6 345 344 350 531 3 73 74 79 532 3 73 74 80 533 4 73 74 75 534 5 79 74 80 535 6 75 74 79 536 6 75 74 80 537 1 353 352 355 538 1 353 352 356 539 1 353 352 357 540 2 355 352 356 541 2 355 352 357 542 2 356 352 357 543 3 226 227 232 544 3 226 227 233 545 4 226 227 228 546 5 232 227 233 547 6 228 227 232 548 6 228 227 233 549 7 74 75 81 550 1 74 73 76 551 1 74 73 77 552 1 74 73 78 553 2 76 73 77 554 2 76 73 78 555 2 77 73 78 556 7 227 228 234 557 1 290 289 292 558 1 290 289 293 559 1 290 289 294 560 2 292 289 293 561 2 292 289 294 562 2 293 289 294 Dihedrals 1 1 265 262 263 268 2 1 265 262 263 269 3 2 265 262 263 264 4 1 266 262 263 268 5 1 266 262 263 269 6 2 266 262 263 264 7 1 267 262 263 268 8 1 267 262 263 269 9 2 267 262 263 264 10 1 112 109 110 115 11 1 112 109 110 116 12 2 112 109 110 111 13 1 113 109 110 115 14 1 113 109 110 116 15 2 113 109 110 111 16 1 114 109 110 115 17 1 114 109 110 116 18 2 114 109 110 111 19 3 262 263 264 270 20 4 268 263 264 270 21 4 269 263 264 270 22 1 31 28 29 34 23 1 31 28 29 35 24 2 31 28 29 30 25 1 32 28 29 34 26 1 32 28 29 35 27 2 32 28 29 30 28 1 33 28 29 34 29 1 33 28 29 35 30 2 33 28 29 30 31 1 40 37 38 43 32 1 40 37 38 44 33 2 40 37 38 39 34 1 41 37 38 43 35 1 41 37 38 44 36 2 41 37 38 39 37 1 42 37 38 43 38 1 42 37 38 44 39 2 42 37 38 39 40 3 37 38 39 45 41 4 43 38 39 45 42 4 44 38 39 45 43 5 381 367 366 365 44 5 382 367 366 365 45 5 383 367 366 365 46 6 381 367 366 379 47 6 382 367 366 379 48 6 383 367 366 379 49 6 381 367 366 380 50 6 382 367 366 380 51 6 383 367 366 380 52 5 368 361 362 363 53 6 368 361 362 371 54 6 368 361 362 372 55 5 369 361 362 363 56 6 369 361 362 371 57 6 369 361 362 372 58 5 370 361 362 363 59 6 370 361 362 371 60 6 370 361 362 372 61 7 361 362 363 364 62 8 361 362 363 373 63 8 361 362 363 374 64 10 371 362 363 373 65 10 371 362 363 374 66 10 372 362 363 373 67 10 372 362 363 374 68 1 256 253 254 259 69 1 256 253 254 260 70 2 256 253 254 255 71 1 257 253 254 259 72 1 257 253 254 260 73 2 257 253 254 255 74 1 258 253 254 259 75 1 258 253 254 260 76 2 258 253 254 255 77 9 365 364 363 373 78 9 365 364 363 374 79 11 363 364 365 366 80 9 363 364 365 377 81 9 363 364 365 378 82 10 375 364 365 377 83 10 375 364 365 378 84 10 376 364 365 377 85 10 376 364 365 378 86 9 364 363 362 371 87 9 364 363 362 372 88 11 362 363 364 365 89 9 362 363 364 375 90 9 362 363 364 376 91 10 373 363 364 375 92 10 373 363 364 376 93 10 374 363 364 375 94 10 374 363 364 376 95 1 58 55 56 61 96 1 58 55 56 62 97 2 58 55 56 57 98 1 59 55 56 61 99 1 59 55 56 62 100 2 59 55 56 57 101 1 60 55 56 61 102 1 60 55 56 62 103 2 60 55 56 57 104 3 28 29 30 36 105 4 34 29 30 36 106 4 35 29 30 36 107 3 244 245 246 252 108 4 250 245 246 252 109 4 251 245 246 252 110 1 193 190 191 196 111 1 193 190 191 197 112 2 193 190 191 192 113 1 194 190 191 196 114 1 194 190 191 197 115 2 194 190 191 192 116 1 195 190 191 196 117 1 195 190 191 197 118 2 195 190 191 192 119 1 346 343 344 349 120 1 346 343 344 350 121 2 346 343 344 345 122 1 347 343 344 349 123 1 347 343 344 350 124 2 347 343 344 345 125 1 348 343 344 349 126 1 348 343 344 350 127 2 348 343 344 345 128 3 55 56 57 63 129 4 61 56 57 63 130 4 62 56 57 63 131 3 289 290 291 297 132 4 295 290 291 297 133 4 296 290 291 297 134 1 166 163 164 169 135 1 166 163 164 170 136 2 166 163 164 165 137 1 167 163 164 169 138 1 167 163 164 170 139 2 167 163 164 165 140 1 168 163 164 169 141 1 168 163 164 170 142 2 168 163 164 165 143 3 163 164 165 171 144 4 169 164 165 171 145 4 170 164 165 171 146 3 91 92 93 99 147 4 97 92 93 99 148 4 98 92 93 99 149 1 103 100 101 106 150 1 103 100 101 107 151 2 103 100 101 102 152 1 104 100 101 106 153 1 104 100 101 107 154 2 104 100 101 102 155 1 105 100 101 106 156 1 105 100 101 107 157 2 105 100 101 102 158 3 145 146 147 153 159 4 151 146 147 153 160 4 152 146 147 153 161 3 271 272 273 279 162 4 277 272 273 279 163 4 278 272 273 279 164 3 325 326 327 333 165 4 331 326 327 333 166 4 332 326 327 333 167 3 109 110 111 117 168 4 115 110 111 117 169 4 116 110 111 117 170 1 328 325 326 331 171 1 328 325 326 332 172 2 328 325 326 327 173 1 329 325 326 331 174 1 329 325 326 332 175 2 329 325 326 327 176 1 330 325 326 331 177 1 330 325 326 332 178 2 330 325 326 327 179 1 148 145 146 151 180 1 148 145 146 152 181 2 148 145 146 147 182 1 149 145 146 151 183 1 149 145 146 152 184 2 149 145 146 147 185 1 150 145 146 151 186 1 150 145 146 152 187 2 150 145 146 147 188 3 199 200 201 207 189 4 205 200 201 207 190 4 206 200 201 207 191 3 64 65 66 72 192 4 70 65 66 72 193 4 71 65 66 72 194 1 202 199 200 205 195 1 202 199 200 206 196 2 202 199 200 201 197 1 203 199 200 205 198 1 203 199 200 206 199 2 203 199 200 201 200 1 204 199 200 205 201 1 204 199 200 206 202 2 204 199 200 201 203 3 253 254 255 261 204 4 259 254 255 261 205 4 260 254 255 261 206 3 208 209 210 216 207 4 214 209 210 216 208 4 215 209 210 216 209 1 274 271 272 277 210 1 274 271 272 278 211 2 274 271 272 273 212 1 275 271 272 277 213 1 275 271 272 278 214 2 275 271 272 273 215 1 276 271 272 277 216 1 276 271 272 278 217 2 276 271 272 273 218 3 190 191 192 198 219 4 196 191 192 198 220 4 197 191 192 198 221 3 316 317 318 324 222 4 322 317 318 324 223 4 323 317 318 324 224 3 298 299 300 306 225 4 304 299 300 306 226 4 305 299 300 306 227 3 235 236 237 243 228 4 241 236 237 243 229 4 242 236 237 243 230 3 100 101 102 108 231 4 106 101 102 108 232 4 107 101 102 108 233 1 94 91 92 97 234 1 94 91 92 98 235 2 94 91 92 93 236 1 95 91 92 97 237 1 95 91 92 98 238 2 95 91 92 93 239 1 96 91 92 97 240 1 96 91 92 98 241 2 96 91 92 93 242 3 46 47 48 54 243 4 52 47 48 54 244 4 53 47 48 54 245 1 238 235 236 241 246 1 238 235 236 242 247 2 238 235 236 237 248 1 239 235 236 241 249 1 239 235 236 242 250 2 239 235 236 237 251 1 240 235 236 241 252 1 240 235 236 242 253 2 240 235 236 237 254 1 301 298 299 304 255 1 301 298 299 305 256 2 301 298 299 300 257 1 302 298 299 304 258 1 302 298 299 305 259 2 302 298 299 300 260 1 303 298 299 304 261 1 303 298 299 305 262 2 303 298 299 300 263 1 319 316 317 322 264 1 319 316 317 323 265 2 319 316 317 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