EX Version: 3 Region: / !#nodeset nodes Define node template: node1 Shape. Dimension=0 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. #Values=3 (value,d/ds1,d/ds2) y. #Values=3 (value,d/ds1,d/ds2) z. #Values=3 (value,d/ds1,d/ds2) Node template: node1 Node: 1 -3.114366364231218e+00 0.000000000000000e+00 2.666318291637658e-01 -2.366474564244919e+00 0.000000000000000e+00 1.866976167071123e-01 0.000000000000000e+00 9.817151472015129e-02 0.000000000000000e+00 Node: 2 -3.093366783146417e+00 3.981638209570030e-02 2.666318291637658e-01 -2.396465074113596e+00 -5.686368672565682e-02 1.866976167071123e-01 8.838834764831845e-02 6.941774377797394e-02 0.000000000000000e+00 Node: 3 -3.042669309687337e+00 5.630886756436863e-02 2.666318291637658e-01 -2.468868569781042e+00 -8.041739697395878e-02 1.866976167071123e-01 1.250000000000000e-01 -3.238899768570102e-17 0.000000000000000e+00 Node: 4 -2.991971836228257e+00 3.981638209570029e-02 2.666318291637658e-01 -2.541272065448489e+00 -5.686368672565681e-02 1.866976167071123e-01 8.838834764831845e-02 -6.941774377797395e-02 0.000000000000000e+00 Node: 5 -2.970972255143456e+00 6.895847442631626e-18 2.666318291637658e-01 -2.571262575317166e+00 -9.848290779992066e-18 1.866976167071123e-01 1.530808498934192e-17 -9.817151472015129e-02 0.000000000000000e+00 Node: 6 -2.991971836228257e+00 -3.981638209570031e-02 2.666318291637658e-01 -2.541272065448489e+00 5.686368672565684e-02 1.866976167071123e-01 -8.838834764831847e-02 -6.941774377797391e-02 0.000000000000000e+00 Node: 7 -3.042669309687337e+00 -5.630886756436863e-02 2.666318291637658e-01 -2.468868569781042e+00 8.041739697395878e-02 1.866976167071123e-01 -1.250000000000000e-01 -1.803381469042208e-17 0.000000000000000e+00 Node: 8 -3.093366783146417e+00 -3.981638209570031e-02 2.666318291637658e-01 -2.396465074113596e+00 5.686368672565682e-02 1.866976167071123e-01 -8.838834764831846e-02 6.941774377797393e-02 0.000000000000000e+00 Node: 9 -3.186063418775099e+00 0.000000000000000e+00 2.666318291637658e-01 -2.264080558708795e+00 0.000000000000000e+00 1.866976167071123e-01 0.000000000000000e+00 1.963430294403026e-01 0.000000000000000e+00 Node: 10 -3.144064256605497e+00 7.963276419140067e-02 2.666318291637658e-01 -2.324061578446150e+00 -1.137273734513137e-01 1.866976167071123e-01 1.767766952966371e-01 1.388354875559477e-01 0.000000000000000e+00 Node: 11 -3.042669309687337e+00 1.126177351287373e-01 2.666318291637658e-01 -2.468868569781042e+00 -1.608347939479176e-01 1.866976167071123e-01 2.500000000000000e-01 -1.296516560067669e-16 0.000000000000000e+00 Node: 12 -2.941274362769177e+00 7.963276419140064e-02 2.666318291637658e-01 -2.613675561115935e+00 -1.137273734513137e-01 1.866976167071123e-01 1.767766952966370e-01 -1.388354875559478e-01 0.000000000000000e+00 Node: 13 -2.899275200599575e+00 1.379169488526325e-17 2.666318291637658e-01 -2.673656580853290e+00 -1.969658155998413e-17 1.866976167071123e-01 3.061616997868383e-17 -1.963430294403026e-01 0.000000000000000e+00 Node: 14 -2.941274362769177e+00 -7.963276419140067e-02 2.666318291637658e-01 -2.613675561115935e+00 1.137273734513137e-01 1.866976167071123e-01 -1.767766952966371e-01 -1.388354875559478e-01 0.000000000000000e+00 Node: 15 -3.042669309687337e+00 -1.126177351287373e-01 2.666318291637658e-01 -2.468868569781042e+00 1.608347939479176e-01 1.866976167071123e-01 -2.500000000000000e-01 -3.606762938084416e-17 0.000000000000000e+00 Node: 16 -3.144064256605497e+00 -7.963276419140067e-02 2.666318291637658e-01 -2.324061578446150e+00 1.137273734513137e-01 1.866976167071123e-01 -1.767766952966370e-01 1.388354875559477e-01 0.000000000000000e+00 Node: 17 -2.847734535067453e+00 0.000000000000000e+00 2.666318291637653e-01 -2.179776947537806e+00 0.000000000000000e+00 1.866976167071130e-01 0.000000000000000e+00 9.817151472015127e-02 0.000000000000000e+00 Node: 18 -2.826734953982652e+00 3.981638209570031e-02 2.666318291637653e-01 -2.209767457406484e+00 -5.686368672565681e-02 1.866976167071130e-01 8.838834764831849e-02 6.941774377797391e-02 0.000000000000000e+00 Node: 19 -2.776037480523572e+00 5.630886756436865e-02 2.666318291637653e-01 -2.282170953073930e+00 -8.041739697395876e-02 1.866976167071129e-01 1.250000000000000e-01 -1.091895360724047e-16 0.000000000000000e+00 Node: 20 -2.725340007064492e+00 3.981638209570029e-02 2.666318291637652e-01 -2.354574448741376e+00 -5.686368672565678e-02 1.866976167071129e-01 8.838834764831845e-02 -6.941774377797391e-02 0.000000000000000e+00 Node: 21 -2.704340425979691e+00 -1.843003099239538e-17 2.666318291637652e-01 -2.384564958610054e+00 2.632081202598286e-17 1.866976167071129e-01 -4.020306624191590e-17 -9.817151472015126e-02 0.000000000000000e+00 Node: 22 -2.725340007064492e+00 -3.981638209570031e-02 2.666318291637652e-01 -2.354574448741376e+00 5.686368672565681e-02 1.866976167071129e-01 -8.838834764831847e-02 -6.941774377797388e-02 0.000000000000000e+00 Node: 23 -2.776037480523572e+00 -5.630886756436863e-02 2.666318291637653e-01 -2.282170953073930e+00 8.041739697395875e-02 1.866976167071129e-01 -1.250000000000000e-01 2.805659329569141e-16 0.000000000000000e+00 Node: 24 -2.826734953982652e+00 -3.981638209570031e-02 2.666318291637653e-01 -2.209767457406484e+00 5.686368672565681e-02 1.866976167071130e-01 -8.838834764831846e-02 6.941774377797394e-02 0.000000000000000e+00 Node: 25 -2.919431589611333e+00 0.000000000000000e+00 2.666318291637653e-01 -2.077382942001682e+00 0.000000000000000e+00 1.866976167071130e-01 0.000000000000000e+00 1.963430294403026e-01 0.000000000000000e+00 Node: 26 -2.877432427441732e+00 7.963276419140067e-02 2.666318291637653e-01 -2.137363961739038e+00 -1.137273734513137e-01 1.866976167071130e-01 1.767766952966370e-01 1.388354875559478e-01 0.000000000000000e+00 Node: 27 -2.776037480523572e+00 1.126177351287373e-01 2.666318291637653e-01 -2.282170953073930e+00 -1.608347939479176e-01 1.866976167071129e-01 2.500000000000000e-01 -1.296516560050455e-16 0.000000000000000e+00 Node: 28 -2.674642533605412e+00 7.963276419140067e-02 2.666318291637652e-01 -2.426977944408823e+00 -1.137273734513137e-01 1.866976167071129e-01 1.767766952966370e-01 -1.388354875559479e-01 0.000000000000000e+00 Node: 29 -2.632643371435810e+00 1.379169488526326e-17 2.666318291637652e-01 -2.486958964146178e+00 -1.969658155998414e-17 1.866976167071129e-01 3.061616997868383e-17 -1.963430294403027e-01 0.000000000000000e+00 Node: 30 -2.674642533605412e+00 -7.963276419140060e-02 2.666318291637652e-01 -2.426977944408823e+00 1.137273734513136e-01 1.866976167071129e-01 -1.767766952966368e-01 -1.388354875559480e-01 0.000000000000000e+00 Node: 31 -2.776037480523572e+00 -1.126177351287373e-01 2.666318291637653e-01 -2.282170953073931e+00 1.608347939479176e-01 1.866976167071129e-01 -2.500000000000000e-01 -2.783739941510943e-16 0.000000000000000e+00 Node: 32 -2.877432427441732e+00 -7.963276419140077e-02 2.666318291637653e-01 -2.137363961739038e+00 1.137273734513138e-01 1.866976167071130e-01 -1.767766952966372e-01 1.388354875559477e-01 0.000000000000000e+00 Node: 33 -2.581102705903687e+00 0.000000000000000e+00 2.666318291637661e-01 -1.993079330830694e+00 0.000000000000000e+00 1.866976167071117e-01 0.000000000000000e+00 9.817151472015126e-02 0.000000000000000e+00 Node: 34 -2.560103124818886e+00 3.981638209570029e-02 2.666318291637662e-01 -2.023069840699372e+00 -5.686368672565678e-02 1.866976167071117e-01 8.838834764831845e-02 6.941774377797393e-02 0.000000000000000e+00 Node: 35 -2.509405651359806e+00 5.630886756436863e-02 2.666318291637662e-01 -2.095473336366818e+00 -8.041739697395875e-02 1.866976167071117e-01 1.250000000000000e-01 -7.078926689094753e-17 0.000000000000000e+00 Node: 36 -2.458708177900726e+00 3.981638209570033e-02 2.666318291637662e-01 -2.167876832034264e+00 -5.686368672565685e-02 1.866976167071117e-01 8.838834764831853e-02 -6.941774377797383e-02 0.000000000000000e+00 Node: 37 -2.437708596815925e+00 6.895847442631624e-18 2.666318291637662e-01 -2.197867341902942e+00 -9.848290779992061e-18 1.866976167071117e-01 1.530808498934192e-17 -9.817151472015123e-02 0.000000000000000e+00 Node: 38 -2.458708177900726e+00 -3.981638209570031e-02 2.666318291637662e-01 -2.167876832034264e+00 5.686368672565682e-02 1.866976167071117e-01 -8.838834764831847e-02 -6.941774377797390e-02 0.000000000000000e+00 Node: 39 -2.509405651359806e+00 -5.630886756436862e-02 2.666318291637662e-01 -2.095473336366818e+00 8.041739697395876e-02 1.866976167071117e-01 -1.250000000000000e-01 1.236403843022816e-16 0.000000000000000e+00 Node: 40 -2.560103124818886e+00 -3.981638209570030e-02 2.666318291637662e-01 -2.023069840699372e+00 5.686368672565680e-02 1.866976167071117e-01 -8.838834764831846e-02 6.941774377797391e-02 0.000000000000000e+00 Node: 41 -2.652799760447567e+00 0.000000000000000e+00 2.666318291637661e-01 -1.890685325294570e+00 0.000000000000000e+00 1.866976167071117e-01 0.000000000000000e+00 1.963430294403026e-01 0.000000000000000e+00 Node: 42 -2.610800598277966e+00 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0.000000000000000e+00 Node: 47 -2.509405651359806e+00 -1.126177351287373e-01 2.666318291637662e-01 -2.095473336366818e+00 1.608347939479176e-01 1.866976167071117e-01 -2.500000000000000e-01 -3.606762938084415e-17 0.000000000000000e+00 Node: 48 -2.610800598277966e+00 -7.963276419140072e-02 2.666318291637661e-01 -1.950666345031926e+00 1.137273734513138e-01 1.866976167071117e-01 -1.767766952966372e-01 1.388354875559477e-01 0.000000000000000e+00 Node: 49 -2.314470876739921e+00 0.000000000000000e+00 2.666318291637658e-01 -1.806381714123582e+00 0.000000000000000e+00 1.866976167071122e-01 0.000000000000000e+00 9.817151472015127e-02 0.000000000000000e+00 Node: 50 -2.293471295655120e+00 3.981638209570026e-02 2.666318291637658e-01 -1.836372223992259e+00 -5.686368672565676e-02 1.866976167071122e-01 8.838834764831839e-02 6.941774377797398e-02 0.000000000000000e+00 Node: 51 -2.242773822196040e+00 5.630886756436863e-02 2.666318291637658e-01 -1.908775719659705e+00 -8.041739697395879e-02 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Node: 61 -2.099379713108278e+00 -3.686006198479703e-17 2.666318291637658e-01 -2.113563730731953e+00 5.264162405195929e-17 1.866976167071122e-01 -8.040613248383181e-17 -1.963430294403026e-01 0.000000000000000e+00 Node: 62 -2.141378875277880e+00 -7.963276419140065e-02 2.666318291637658e-01 -2.053582710994598e+00 1.137273734513137e-01 1.866976167071122e-01 -1.767766952966369e-01 -1.388354875559479e-01 0.000000000000000e+00 Node: 63 -2.242773822196040e+00 -1.126177351287373e-01 2.666318291637658e-01 -1.908775719659705e+00 1.608347939479176e-01 1.866976167071122e-01 -2.500000000000000e-01 -3.606762938084417e-17 0.000000000000000e+00 Node: 64 -2.344168769114200e+00 -7.963276419140070e-02 2.666318291637658e-01 -1.763968728324813e+00 1.137273734513138e-01 1.866976167071122e-01 -1.767766952966371e-01 1.388354875559478e-01 0.000000000000000e+00 Node: 65 -2.047839047576155e+00 0.000000000000000e+00 2.666318291637657e-01 -1.619684097416469e+00 0.000000000000000e+00 1.866976167071123e-01 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Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 Element template: element4 Element: 94 Faces: 378 382 351 383 384 385 Nodes: 182 183 198 199 190 191 206 207 Scale factors: -1.000000000000000e+00 Define element template: element5 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 Element template: element5 Element: 95 Faces: 382 386 355 387 388 389 Nodes: 183 184 199 200 191 192 207 208 Scale factors: -1.000000000000000e+00 Element template: element3 Element: 96 Faces: 386 361 358 390 391 392 Nodes: 184 177 200 193 192 185 208 201 Element: 97 Faces: 393 394 395 396 397 398 Nodes: 209 210 225 226 217 218 233 234 Element template: element4 Element: 98 Faces: 394 399 400 401 402 403 Nodes: 210 211 226 227 218 219 234 235 Scale factors: -1.000000000000000e+00 Element template: element5 Element: 99 Faces: 399 404 405 406 407 408 Nodes: 211 212 227 228 219 220 235 236 Scale factors: -1.000000000000000e+00 Element template: element3 Element: 100 Faces: 404 409 410 411 412 413 Nodes: 212 213 228 229 220 221 236 237 Element: 101 Faces: 409 414 415 416 417 418 Nodes: 213 214 229 230 221 222 237 238 Element: 102 Faces: 414 419 420 421 422 423 Nodes: 214 215 230 231 222 223 238 239 Element: 103 Faces: 419 424 425 426 427 428 Nodes: 215 216 231 232 223 224 239 240 Element: 104 Faces: 424 393 429 430 431 432 Nodes: 216 209 232 225 224 217 240 233 Define element template: element6 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 Element template: element6 Element: 105 Faces: 433 434 435 411 436 437 Nodes: 243 241 229 228 244 242 237 236 Scale factors: -1.000000000000000e+00 Define element template: element7 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 Element template: element7 Element: 106 Faces: 434 438 439 406 440 441 Nodes: 241 247 228 227 242 249 236 235 Scale factors: -1.000000000000000e+00 Define element template: element8 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 Element template: element8 Element: 107 Faces: 439 367 442 443 444 445 Nodes: 241 194 247 195 242 202 249 203 Scale factors: -1.000000000000000e+00 Define element template: element9 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 Element template: element9 Element: 108 Faces: 442 446 435 363 447 448 Nodes: 241 243 194 193 242 244 202 201 Scale factors: -1.000000000000000e+00 Define element template: element10 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 Element template: element10 Element: 109 Faces: 446 449 450 390 451 452 Nodes: 243 245 193 200 244 246 201 208 Scale factors: -1.000000000000000e+00 Element template: element7 Element: 110 Faces: 449 453 454 387 455 456 Nodes: 245 248 200 199 246 250 208 207 Scale factors: -1.000000000000000e+00 Element template: element8 Element: 111 Faces: 454 421 457 458 459 460 Nodes: 245 230 248 231 246 238 250 239 Scale factors: -1.000000000000000e+00 Element template: element10 Element: 112 Faces: 457 433 450 416 461 462 Nodes: 245 243 230 229 246 244 238 237 Scale factors: -1.000000000000000e+00 Element template: element3 Element: 113 Faces: 463 464 396 465 466 467 Nodes: 225 226 251 252 233 234 263 264 Define element template: element11 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=2 Value labels: value d/ds2 Scale factor indices: 0 1 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=2 Value labels: value d/ds2 Scale factor indices: 0 1 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=2 Value labels: value d/ds2 Scale factor indices: 0 1 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=2 Value labels: value d/ds2 Scale factor indices: 0 1 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=2 Value labels: value d/ds2 Scale factor indices: 0 1 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=2 Value labels: value d/ds2 Scale factor indices: 0 1 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 Element template: element11 Element: 114 Faces: 464 468 401 469 470 471 Nodes: 226 227 252 253 234 235 264 265 Scale factors: -1.000000000000000e+00 Define element template: element12 Shape. Dimension=3, line*line*line #Scale factor sets=0 #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=2 Value labels: value d/ds1 1+1. #Values=1 Value labels: d/ds1+d/ds2 2. #Values=3 Value labels: value d/ds1 d/ds2 3. #Values=3 Value labels: value d/ds1 d/ds2 4. #Values=3 Value labels: value d/ds1 d/ds2 5. #Values=2 Value labels: value d/ds1 5+5. #Values=1 Value labels: d/ds1+d/ds2 6. #Values=3 Value labels: value d/ds1 d/ds2 7. #Values=3 Value labels: value d/ds1 d/ds2 8. #Values=3 Value labels: value d/ds1 d/ds2 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=2 Value labels: value d/ds1 1+1. #Values=1 Value labels: d/ds1+d/ds2 2. #Values=3 Value labels: value d/ds1 d/ds2 3. #Values=3 Value labels: value d/ds1 d/ds2 4. #Values=3 Value labels: value d/ds1 d/ds2 5. #Values=2 Value labels: value d/ds1 5+5. #Values=1 Value labels: d/ds1+d/ds2 6. #Values=3 Value labels: value d/ds1 d/ds2 7. #Values=3 Value labels: value d/ds1 d/ds2 8. #Values=3 Value labels: value d/ds1 d/ds2 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=2 Value labels: value d/ds1 1+1. #Values=1 Value labels: d/ds1+d/ds2 2. #Values=3 Value labels: value d/ds1 d/ds2 3. #Values=3 Value labels: value d/ds1 d/ds2 4. #Values=3 Value labels: value d/ds1 d/ds2 5. #Values=2 Value labels: value d/ds1 5+5. #Values=1 Value labels: d/ds1+d/ds2 6. #Values=3 Value labels: value d/ds1 d/ds2 7. #Values=3 Value labels: value d/ds1 d/ds2 8. #Values=3 Value labels: value d/ds1 d/ds2 Element template: element12 Element: 115 Faces: 468 472 438 473 474 475 Nodes: 227 247 253 254 235 249 265 266 Element template: element11 Element: 116 Faces: 472 476 443 477 478 479 Nodes: 247 195 254 255 249 203 266 267 Scale factors: -1.000000000000000e+00 Element template: element12 Element: 117 Faces: 476 480 371 481 482 483 Nodes: 195 196 255 256 203 204 267 268 Element template: element3 Element: 118 Faces: 480 484 375 485 486 487 Nodes: 196 197 256 257 204 205 268 269 Element: 119 Faces: 484 488 379 489 490 491 Nodes: 197 198 257 258 205 206 269 270 Element template: element11 Element: 120 Faces: 488 492 383 493 494 495 Nodes: 198 199 258 259 206 207 270 271 Scale factors: -1.000000000000000e+00 Element template: element12 Element: 121 Faces: 492 496 453 497 498 499 Nodes: 199 248 259 260 207 250 271 272 Element template: element11 Element: 122 Faces: 496 500 458 501 502 503 Nodes: 248 231 260 261 250 239 272 273 Scale factors: -1.000000000000000e+00 Element template: element12 Element: 123 Faces: 500 504 426 505 506 507 Nodes: 231 232 261 262 239 240 273 274 Element template: element3 Element: 124 Faces: 504 463 430 508 509 510 Nodes: 232 225 262 251 240 233 274 263 Element: 125 Faces: 511 512 513 514 515 516 Nodes: 275 276 291 292 283 284 299 300 Element: 126 Faces: 512 517 518 519 520 521 Nodes: 276 277 292 293 284 285 300 301 Element: 127 Faces: 517 522 523 524 525 526 Nodes: 277 278 293 294 285 286 301 302 Element: 128 Faces: 522 527 528 529 530 531 Nodes: 278 279 294 295 286 287 302 303 Element: 129 Faces: 527 532 533 534 535 536 Nodes: 279 280 295 296 287 288 303 304 Element: 130 Faces: 532 537 538 539 540 541 Nodes: 280 281 296 297 288 289 304 305 Element: 131 Faces: 537 542 543 544 545 546 Nodes: 281 282 297 298 289 290 305 306 Element: 132 Faces: 542 511 547 548 549 550 Nodes: 282 275 298 291 290 283 306 299 Element: 133 Faces: 551 552 514 553 554 555 Nodes: 291 292 307 308 299 300 315 316 Element: 134 Faces: 552 556 519 557 558 559 Nodes: 292 293 308 309 300 301 316 317 Element: 135 Faces: 556 560 524 561 562 563 Nodes: 293 294 309 310 301 302 317 318 Element: 136 Faces: 560 564 529 565 566 567 Nodes: 294 295 310 311 302 303 318 319 Element: 137 Faces: 564 568 534 569 570 571 Nodes: 295 296 311 312 303 304 319 320 Element: 138 Faces: 568 572 539 573 574 575 Nodes: 296 297 312 313 304 305 320 321 Element: 139 Faces: 572 576 544 577 578 579 Nodes: 297 298 313 314 305 306 321 322 Element: 140 Faces: 576 551 548 580 581 582 Nodes: 298 291 314 307 306 299 322 315 Element: 141 Faces: 583 584 553 585 586 587 Nodes: 307 308 323 324 315 316 331 332 Element: 142 Faces: 584 588 557 589 590 591 Nodes: 308 309 324 325 316 317 332 333 Element: 143 Faces: 588 592 561 593 594 595 Nodes: 309 310 325 326 317 318 333 334 Element: 144 Faces: 592 596 565 597 598 599 Nodes: 310 311 326 327 318 319 334 335 Element: 145 Faces: 596 600 569 601 602 603 Nodes: 311 312 327 328 319 320 335 336 Element: 146 Faces: 600 604 573 605 606 607 Nodes: 312 313 328 329 320 321 336 337 Element: 147 Faces: 604 608 577 609 610 611 Nodes: 313 314 329 330 321 322 337 338 Element: 148 Faces: 608 583 580 612 613 614 Nodes: 314 307 330 323 322 315 338 331 Element: 149 Faces: 615 616 585 617 618 619 Nodes: 323 324 339 340 331 332 347 348 Element: 150 Faces: 616 620 589 621 622 623 Nodes: 324 325 340 341 332 333 348 349 Element: 151 Faces: 620 624 593 625 626 627 Nodes: 325 326 341 342 333 334 349 350 Element: 152 Faces: 624 628 597 629 630 631 Nodes: 326 327 342 343 334 335 350 351 Element: 153 Faces: 628 632 601 633 634 635 Nodes: 327 328 343 344 335 336 351 352 Element: 154 Faces: 632 636 605 637 638 639 Nodes: 328 329 344 345 336 337 352 353 Element: 155 Faces: 636 640 609 641 642 643 Nodes: 329 330 345 346 337 338 353 354 Element: 156 Faces: 640 615 612 644 645 646 Nodes: 330 323 346 339 338 331 354 347 Element: 157 Faces: 647 648 617 649 650 651 Nodes: 339 340 355 356 347 348 363 364 Element: 158 Faces: 648 652 621 653 654 655 Nodes: 340 341 356 357 348 349 364 365 Element: 159 Faces: 652 656 625 657 658 659 Nodes: 341 342 357 358 349 350 365 366 Element: 160 Faces: 656 660 629 661 662 663 Nodes: 342 343 358 359 350 351 366 367 Element: 161 Faces: 660 664 633 665 666 667 Nodes: 343 344 359 360 351 352 367 368 Element: 162 Faces: 664 668 637 669 670 671 Nodes: 344 345 360 361 352 353 368 369 Element: 163 Faces: 668 672 641 673 674 675 Nodes: 345 346 361 362 353 354 369 370 Element: 164 Faces: 672 647 644 676 677 678 Nodes: 346 339 362 355 354 347 370 363 Element: 165 Faces: 679 680 649 681 682 683 Nodes: 355 356 371 372 363 364 379 380 Element: 166 Faces: 680 684 653 685 686 687 Nodes: 356 357 372 373 364 365 380 381 Element: 167 Faces: 684 688 657 689 690 691 Nodes: 357 358 373 374 365 366 381 382 Element: 168 Faces: 688 692 661 693 694 695 Nodes: 358 359 374 375 366 367 382 383 Element: 169 Faces: 692 696 665 697 698 699 Nodes: 359 360 375 376 367 368 383 384 Element: 170 Faces: 696 700 669 701 702 703 Nodes: 360 361 376 377 368 369 384 385 Element: 171 Faces: 700 704 673 705 706 707 Nodes: 361 362 377 378 369 370 385 386 Element: 172 Faces: 704 679 676 708 709 710 Nodes: 362 355 378 371 370 363 386 379 Element: 173 Faces: 711 712 681 713 714 715 Nodes: 371 372 387 388 379 380 395 396 Element: 174 Faces: 712 716 685 717 718 719 Nodes: 372 373 388 389 380 381 396 397 Element: 175 Faces: 716 720 689 721 722 723 Nodes: 373 374 389 390 381 382 397 398 Element: 176 Faces: 720 724 693 725 726 727 Nodes: 374 375 390 391 382 383 398 399 Element: 177 Faces: 724 728 697 729 730 731 Nodes: 375 376 391 392 383 384 399 400 Element: 178 Faces: 728 732 701 733 734 735 Nodes: 376 377 392 393 384 385 400 401 Element: 179 Faces: 732 736 705 737 738 739 Nodes: 377 378 393 394 385 386 401 402 Element: 180 Faces: 736 711 708 740 741 742 Nodes: 378 371 394 387 386 379 402 395 Element: 181 Faces: 743 744 713 745 746 747 Nodes: 387 388 403 404 395 396 411 412 Element: 182 Faces: 744 748 717 749 750 751 Nodes: 388 389 404 405 396 397 412 413 Element: 183 Faces: 748 752 721 753 754 755 Nodes: 389 390 405 406 397 398 413 414 Element: 184 Faces: 752 756 725 757 758 759 Nodes: 390 391 406 407 398 399 414 415 Element: 185 Faces: 756 760 729 761 762 763 Nodes: 391 392 407 408 399 400 415 416 Element: 186 Faces: 760 764 733 765 766 767 Nodes: 392 393 408 409 400 401 416 417 Element: 187 Faces: 764 768 737 769 770 771 Nodes: 393 394 409 410 401 402 417 418 Element: 188 Faces: 768 743 740 772 773 774 Nodes: 394 387 410 403 402 395 418 411 Element: 189 Faces: 775 776 745 777 778 779 Nodes: 403 404 419 420 411 412 427 428 Element: 190 Faces: 776 780 749 781 782 783 Nodes: 404 405 420 421 412 413 428 429 Element: 191 Faces: 780 784 753 785 786 787 Nodes: 405 406 421 422 413 414 429 430 Element: 192 Faces: 784 788 757 789 790 791 Nodes: 406 407 422 423 414 415 430 431 Element: 193 Faces: 788 792 761 793 794 795 Nodes: 407 408 423 424 415 416 431 432 Element: 194 Faces: 792 796 765 797 798 799 Nodes: 408 409 424 425 416 417 432 433 Element: 195 Faces: 796 800 769 801 802 803 Nodes: 409 410 425 426 417 418 433 434 Element: 196 Faces: 800 775 772 804 805 806 Nodes: 410 403 426 419 418 411 434 427 Element: 197 Faces: 807 808 777 809 810 811 Nodes: 419 420 435 436 427 428 443 444 Element: 198 Faces: 808 812 781 813 814 815 Nodes: 420 421 436 437 428 429 444 445 Element: 199 Faces: 812 816 785 817 818 819 Nodes: 421 422 437 438 429 430 445 446 Element: 200 Faces: 816 820 789 821 822 823 Nodes: 422 423 438 439 430 431 446 447 Element: 201 Faces: 820 824 793 825 826 827 Nodes: 423 424 439 440 431 432 447 448 Element: 202 Faces: 824 828 797 829 830 831 Nodes: 424 425 440 441 432 433 448 449 Element: 203 Faces: 828 832 801 833 834 835 Nodes: 425 426 441 442 433 434 449 450 Element: 204 Faces: 832 807 804 836 837 838 Nodes: 426 419 442 435 434 427 450 443 Element: 205 Faces: 839 840 809 395 841 842 Nodes: 435 436 209 210 443 444 217 218 Element: 206 Faces: 840 843 813 400 844 845 Nodes: 436 437 210 211 444 445 218 219 Element: 207 Faces: 843 846 817 405 847 848 Nodes: 437 438 211 212 445 446 219 220 Element: 208 Faces: 846 849 821 410 850 851 Nodes: 438 439 212 213 446 447 220 221 Element: 209 Faces: 849 852 825 415 853 854 Nodes: 439 440 213 214 447 448 221 222 Element: 210 Faces: 852 855 829 420 856 857 Nodes: 440 441 214 215 448 449 222 223 Element: 211 Faces: 855 858 833 425 859 860 Nodes: 441 442 215 216 449 450 223 224 Element: 212 Faces: 858 839 836 429 861 862 Nodes: 442 435 216 209 450 443 224 217 Element: 213 Faces: 863 864 465 865 866 867 Nodes: 251 252 451 452 263 264 463 464 Element: 214 Faces: 864 868 469 869 870 871 Nodes: 252 253 452 453 264 265 464 465 Element: 215 Faces: 868 872 473 873 874 875 Nodes: 253 254 453 454 265 266 465 466 Element: 216 Faces: 872 876 477 877 878 879 Nodes: 254 255 454 455 266 267 466 467 Element: 217 Faces: 876 880 481 881 882 883 Nodes: 255 256 455 456 267 268 467 468 Element: 218 Faces: 880 884 485 885 886 887 Nodes: 256 257 456 457 268 269 468 469 Element: 219 Faces: 884 888 489 889 890 891 Nodes: 257 258 457 458 269 270 469 470 Element: 220 Faces: 888 892 493 893 894 895 Nodes: 258 259 458 459 270 271 470 471 Element: 221 Faces: 892 896 497 897 898 899 Nodes: 259 260 459 460 271 272 471 472 Element: 222 Faces: 896 900 501 901 902 903 Nodes: 260 261 460 461 272 273 472 473 Element: 223 Faces: 900 904 505 905 906 907 Nodes: 261 262 461 462 273 274 473 474 Element: 224 Faces: 904 863 508 908 909 910 Nodes: 262 251 462 451 274 263 474 463 Element: 225 Faces: 911 912 865 913 914 915 Nodes: 451 452 475 476 463 464 487 488 Element: 226 Faces: 912 916 869 917 918 919 Nodes: 452 453 476 477 464 465 488 489 Element: 227 Faces: 916 920 873 921 922 923 Nodes: 453 454 477 478 465 466 489 490 Element: 228 Faces: 920 924 877 925 926 927 Nodes: 454 455 478 479 466 467 490 491 Element: 229 Faces: 924 928 881 929 930 931 Nodes: 455 456 479 480 467 468 491 492 Element: 230 Faces: 928 932 885 933 934 935 Nodes: 456 457 480 481 468 469 492 493 Element: 231 Faces: 932 936 889 937 938 939 Nodes: 457 458 481 482 469 470 493 494 Element: 232 Faces: 936 940 893 941 942 943 Nodes: 458 459 482 483 470 471 494 495 Element: 233 Faces: 940 944 897 945 946 947 Nodes: 459 460 483 484 471 472 495 496 Element: 234 Faces: 944 948 901 949 950 951 Nodes: 460 461 484 485 472 473 496 497 Element: 235 Faces: 948 952 905 953 954 955 Nodes: 461 462 485 486 473 474 497 498 Element: 236 Faces: 952 911 908 956 957 958 Nodes: 462 451 486 475 474 463 498 487 Element: 237 Faces: 959 960 913 961 962 963 Nodes: 475 476 499 500 487 488 511 512 Element: 238 Faces: 960 964 917 965 966 967 Nodes: 476 477 500 501 488 489 512 513 Element: 239 Faces: 964 968 921 969 970 971 Nodes: 477 478 501 502 489 490 513 514 Element: 240 Faces: 968 972 925 973 974 975 Nodes: 478 479 502 503 490 491 514 515 Element: 241 Faces: 972 976 929 977 978 979 Nodes: 479 480 503 504 491 492 515 516 Element: 242 Faces: 976 980 933 981 982 983 Nodes: 480 481 504 505 492 493 516 517 Element: 243 Faces: 980 984 937 985 986 987 Nodes: 481 482 505 506 493 494 517 518 Element: 244 Faces: 984 988 941 989 990 991 Nodes: 482 483 506 507 494 495 518 519 Element: 245 Faces: 988 992 945 993 994 995 Nodes: 483 484 507 508 495 496 519 520 Element: 246 Faces: 992 996 949 997 998 999 Nodes: 484 485 508 509 496 497 520 521 Element: 247 Faces: 996 1000 953 1001 1002 1003 Nodes: 485 486 509 510 497 498 521 522 Element: 248 Faces: 1000 959 956 1004 1005 1006 Nodes: 486 475 510 499 498 487 522 511 Element: 249 Faces: 1007 1008 961 1009 1010 1011 Nodes: 499 500 523 524 511 512 535 536 Element: 250 Faces: 1008 1012 965 1013 1014 1015 Nodes: 500 501 524 525 512 513 536 537 Element: 251 Faces: 1012 1016 969 1017 1018 1019 Nodes: 501 502 525 526 513 514 537 538 Element: 252 Faces: 1016 1020 973 1021 1022 1023 Nodes: 502 503 526 527 514 515 538 539 Element: 253 Faces: 1020 1024 977 1025 1026 1027 Nodes: 503 504 527 528 515 516 539 540 Element: 254 Faces: 1024 1028 981 1029 1030 1031 Nodes: 504 505 528 529 516 517 540 541 Element: 255 Faces: 1028 1032 985 1033 1034 1035 Nodes: 505 506 529 530 517 518 541 542 Element: 256 Faces: 1032 1036 989 1037 1038 1039 Nodes: 506 507 530 531 518 519 542 543 Element: 257 Faces: 1036 1040 993 1041 1042 1043 Nodes: 507 508 531 532 519 520 543 544 Element: 258 Faces: 1040 1044 997 1045 1046 1047 Nodes: 508 509 532 533 520 521 544 545 Element: 259 Faces: 1044 1048 1001 1049 1050 1051 Nodes: 509 510 533 534 521 522 545 546 Element: 260 Faces: 1048 1007 1004 1052 1053 1054 Nodes: 510 499 534 523 522 511 546 535 Group name: body of uterus !#nodeset nodes Node group: 195..199,203..207,225..227,231..235,239..240, 247..274,451..498 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 473,478,481..483,486..488,491..493,496..497, 506,510,515..516,518,523..524,550,558,563..564, 567..568,577..579,584..585,593..595,600..661, 1102..1221 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 371,375,379,383,396,401,426,430,438,443, 453,458,463..510,863..958 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 113..124,213..236 Group name: dorsal uterus !#nodeset nodes Node group: 1..5,9..13,17..21,25..29,33..37, 41..45,49..53,57..61,65..69,73..77, 81..85,89..93,97..101,105..109,113..117, 121..125,129..133,137..141,145..149,153..157, 161..165,169..173,177..181,185..189,193..197, 201..205,209..213,217..221,225..229,233..237, 241..244,247,249,251..257,263..269,275..279, 283..287,291..295,299..303,307..311,315..319, 323..327,331..335,339..343,347..351,355..359, 363..367,371..375,379..383,387..391,395..399, 403..407,411..415,419..423,427..431,435..439, 443..447,451..457,463..469,475..481,487..493, 499..505,511..517,523..529,535..541 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..36,65..87,105..127,145..167,185..207, 225..247,265..287,305..327,345..367,385..407, 425..447,465..487,505..540,569..587,602..634, 662..697,726..748,766..788,806..828,846..868, 886..908,926..948,966..988,1006..1028,1046..1068, 1086..1095,1102..1134,1162..1194,1222..1254,1282..1314 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..21,41..57,73..89,105..121,137..153, 169..185,201..217,233..249,265..281,297..313, 329..345,361..377,393..413,433..448,463..487, 511..531,551..567,583..599,615..631,647..663, 679..695,711..727,743..759,775..791,807..823, 839..851,863..887,911..935,959..983,1007..1031 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..4,9..12,17..20,25..28,33..36, 41..44,49..52,57..60,65..68,73..76, 81..84,89..92,97..100,105..108,113..118, 125..128,133..136,141..144,149..152,157..160, 165..168,173..176,181..184,189..192,197..200, 205..208,213..218,225..230,237..242,249..254 Group name: fundus of uterus !#nodeset nodes Node group: 193..195,199..203,207..208,227..231,235..239, 241..250 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 465,468,471..473,476..477,493,498,501..504, 518,526,531..532,534,539..540,542,547..548, 550,555..556,569..601 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 363,367,387,390,406,411,416,421,433..462 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 105..112 Group name: left lumen of uterus and cervix !#nodeset nodes Node group: 1..8,17..24,33..40,49..56,65..72, 81..88,97..104,113..120,129..136,145..152, 161..168,177..184,193..200,241,243,245,247..248, 254..260,454..460,478..484 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 3,7,9,11,15,17,19,23,25,27, 31,33,35,39,41,43,47,49,51,55, 57,59,61,63,66,69,71,74,76,79, 81,84,86,89,91,94,96,99,101,103, 106,109,111,114,116,119,121,124,126,129, 131,134,136,139,141,143,146,149,151,154, 156,159,161,164,166,169,171,174,176,179, 181,183,186,189,191,194,196,199,201,204, 206,209,211,214,216,219,221,223,226,229, 231,234,236,239,241,244,246,249,251,254, 256,259,261,263,266,269,271,274,276,279, 281,284,286,289,291,294,296,299,301,303, 306,309,311,314,316,319,321,324,326,329, 331,334,336,339,341,343,346,349,351,354, 356,359,361,364,366,369,371,374,376,379, 381,383,386,389,391,394,396,399,401,404, 406,409,411,414,416,419,421,423,426,429, 431,434,436,439,441,444,446,449,451,454, 456,459,461,463,466,469,471,474,476,479, 481,484,486,489,491,494,496,499,501,503, 575,580,582,584,586,589,591,594,596,616, 621,623,626,628,631,633,636,638,641,643, 646,648,1116,1121,1123,1126,1128,1131,1133,1136, 1138,1141,1143,1146,1148,1176,1181,1183,1186,1188, 1191,1193,1196,1198,1201,1203,1206,1208 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 5,10,15,20,25,30,35,39,44,48, 52,56,60,64,68,71,76,80,84,88, 92,96,100,103,108,112,116,120,124,128, 132,135,140,144,148,152,156,160,164,167, 172,176,180,184,188,192,196,199,204,208, 212,216,220,224,228,231,236,240,244,248, 252,256,260,263,268,272,276,280,284,288, 292,295,300,304,308,312,316,320,324,327, 332,336,340,344,348,352,356,359,364,368, 372,376,380,384,388,391,444,447,451,455, 478,482,486,490,494,498,878,882,886,890, 894,898,926,930,934,938,942,946 Group name: left lumen of uterus, cervix and vagina !#nodeset nodes Node group: 1..8,17..24,33..40,49..56,65..72, 81..88,97..104,113..120,129..136,145..152, 161..168,177..184,193..200,241,243,245,247..248, 254..260,454..460,478..484,502..508,526..532 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 3,7,9,11,15,17,19,23,25,27, 31,33,35,39,41,43,47,49,51,55, 57,59,61,63,66,69,71,74,76,79, 81,84,86,89,91,94,96,99,101,103, 106,109,111,114,116,119,121,124,126,129, 131,134,136,139,141,143,146,149,151,154, 156,159,161,164,166,169,171,174,176,179, 181,183,186,189,191,194,196,199,201,204, 206,209,211,214,216,219,221,223,226,229, 231,234,236,239,241,244,246,249,251,254, 256,259,261,263,266,269,271,274,276,279, 281,284,286,289,291,294,296,299,301,303, 306,309,311,314,316,319,321,324,326,329, 331,334,336,339,341,343,346,349,351,354, 356,359,361,364,366,369,371,374,376,379, 381,383,386,389,391,394,396,399,401,404, 406,409,411,414,416,419,421,423,426,429, 431,434,436,439,441,444,446,449,451,454, 456,459,461,463,466,469,471,474,476,479, 481,484,486,489,491,494,496,499,501,503, 575,580,582,584,586,589,591,594,596,616, 621,623,626,628,631,633,636,638,641,643, 646,648,1116,1121,1123,1126,1128,1131,1133,1136, 1138,1141,1143,1146,1148,1176,1181,1183,1186,1188, 1191,1193,1196,1198,1201,1203,1206,1208,1236,1241, 1243,1246,1248,1251,1253,1256,1258,1261,1263,1266, 1268,1296,1301,1303,1306,1308,1311,1313,1316,1318, 1321,1323,1326,1328 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 5,10,15,20,25,30,35,39,44,48, 52,56,60,64,68,71,76,80,84,88, 92,96,100,103,108,112,116,120,124,128, 132,135,140,144,148,152,156,160,164,167, 172,176,180,184,188,192,196,199,204,208, 212,216,220,224,228,231,236,240,244,248, 252,256,260,263,268,272,276,280,284,288, 292,295,300,304,308,312,316,320,324,327, 332,336,340,344,348,352,356,359,364,368, 372,376,380,384,388,391,444,447,451,455, 478,482,486,490,494,498,878,882,886,890, 894,898,926,930,934,938,942,946,974,978, 982,986,990,994,1022,1026,1030,1034,1038,1042 Group name: left serosa of uterus and vagina !#nodeset nodes Node group: 9..16,25..32,41..48,57..64,73..80, 89..96,105..112,121..128,137..144,153..160, 169..176,185..192,201..208,242,244,246,249..250, 266..272,466..472,490..496,514..520,538..544 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 4,8,10,12,16,18,20,24,26,28, 32,34,36,40,42,44,48,50,52,56, 58,60,62,64,67,70,72,75,77,80, 82,85,87,90,92,95,97,100,102,104, 107,110,112,115,117,120,122,125,127,130, 132,135,137,140,142,144,147,150,152,155, 157,160,162,165,167,170,172,175,177,180, 182,184,187,190,192,195,197,200,202,205, 207,210,212,215,217,220,222,224,227,230, 232,235,237,240,242,245,247,250,252,255, 257,260,262,264,267,270,272,275,277,280, 282,285,287,290,292,295,297,300,302,304, 307,310,312,315,317,320,322,325,327,330, 332,335,337,340,342,344,347,350,352,355, 357,360,362,365,367,370,372,375,377,380, 382,384,387,390,392,395,397,400,402,405, 407,410,412,415,417,420,422,424,427,430, 432,435,437,440,442,445,447,450,452,455, 457,460,462,464,467,470,472,475,477,480, 482,485,487,490,492,495,497,500,502,504, 576,581,583,585,587,590,592,595,597,617, 622,624,627,629,632,634,637,639,642,644, 647,649,1117,1122,1124,1127,1129,1132,1134,1137, 1139,1142,1144,1147,1149,1177,1182,1184,1187,1189, 1192,1194,1197,1199,1202,1204,1207,1209,1237,1242, 1244,1247,1249,1252,1254,1257,1259,1262,1264,1267, 1269,1297,1302,1304,1307,1309,1312,1314,1317,1319, 1322,1324,1327,1329 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 6,11,16,21,26,31,36,40,45,49, 53,57,61,65,69,72,77,81,85,89, 93,97,101,104,109,113,117,121,125,129, 133,136,141,145,149,153,157,161,165,168, 173,177,181,185,189,193,197,200,205,209, 213,217,221,225,229,232,237,241,245,249, 253,257,261,264,269,273,277,281,285,289, 293,296,301,305,309,313,317,321,325,328, 333,337,341,345,349,353,357,360,365,369, 373,377,381,385,389,392,445,448,452,456, 479,483,487,491,495,499,879,883,887,891, 895,899,927,931,935,939,943,947,975,979, 983,987,991,995,1023,1027,1031,1035,1039,1043 Group name: left uterine horn !#nodeset nodes Node group: 1..208 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..504 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..392 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..96 Group name: left uterus !#nodeset nodes Node group: 1..208,241..250,254..260,266..272,454..460, 466..472,478..484,490..496,502..508,514..520, 526..532,538..544 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..504,569,572,575..577,580..597,615..617, 620..649,1115..1117,1120..1149,1175..1177,1180..1209, 1235..1237,1240..1269,1295..1297,1300..1329 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..392,435,439,442..456,472,476..499,872, 876..899,920,924..947,968,972..995,1016,1020..1043 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..96,107..110,116..121,216..221,228..233, 240..245,252..257 Group name: lumen of body of uterus !#nodeset nodes Node group: 195..199,225..227,231..232,247..248,251..262, 451..462 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 481,486,491,496,515,523,563,567,578,584, 594,600,603,606,608,611,613,616,618,621, 623,626,628,631,633,636,638,641,643,646, 648,651,653,656,658,660,1103,1106,1108,1111, 1113,1116,1118,1121,1123,1126,1128,1131,1133,1136, 1138,1141,1143,1146,1148,1151,1153,1156,1158,1160 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 466,470,474,478,482,486,490,494,498,502, 506,509,866,870,874,878,882,886,890,894, 898,902,906,909 Group name: lumen of fundus of uterus !#nodeset nodes Node group: 193..195,199..200,227..231,241,243,245,247..248 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 471,476,501,503,531,539,547,555,570,573, 575,578,580,582,584,586,589,591,594,596, 598,600 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 436,440,444,447,451,455,459,461 Group name: lumen of left uterine horn !#nodeset nodes Node group: 1..8,17..24,33..40,49..56,65..72, 81..88,97..104,113..120,129..136,145..152, 161..168,177..184,193..200 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 3,7,9,11,15,17,19,23,25,27, 31,33,35,39,41,43,47,49,51,55, 57,59,61,63,66,69,71,74,76,79, 81,84,86,89,91,94,96,99,101,103, 106,109,111,114,116,119,121,124,126,129, 131,134,136,139,141,143,146,149,151,154, 156,159,161,164,166,169,171,174,176,179, 181,183,186,189,191,194,196,199,201,204, 206,209,211,214,216,219,221,223,226,229, 231,234,236,239,241,244,246,249,251,254, 256,259,261,263,266,269,271,274,276,279, 281,284,286,289,291,294,296,299,301,303, 306,309,311,314,316,319,321,324,326,329, 331,334,336,339,341,343,346,349,351,354, 356,359,361,364,366,369,371,374,376,379, 381,383,386,389,391,394,396,399,401,404, 406,409,411,414,416,419,421,423,426,429, 431,434,436,439,441,444,446,449,451,454, 456,459,461,463,466,469,471,474,476,479, 481,484,486,489,491,494,496,499,501,503 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 5,10,15,20,25,30,35,39,44,48, 52,56,60,64,68,71,76,80,84,88, 92,96,100,103,108,112,116,120,124,128, 132,135,140,144,148,152,156,160,164,167, 172,176,180,184,188,192,196,199,204,208, 212,216,220,224,228,231,236,240,244,248, 252,256,260,263,268,272,276,280,284,288, 292,295,300,304,308,312,316,320,324,327, 332,336,340,344,348,352,356,359,364,368, 372,376,380,384,388,391 Group name: lumen of right uterine horn !#nodeset nodes Node group: 209..216,225..232,275..282,291..298,307..314, 323..330,339..346,355..362,371..378,387..394, 403..410,419..426,435..442 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 507,511,513,515,519,521,523,527,529,531, 535,537,539,543,545,547,551,553,555,559, 561,563,565,567,664,668,670,672,676,678, 680,684,686,688,692,694,696,700,702,704, 708,710,712,716,718,720,722,724,727,730, 732,735,737,740,742,745,747,750,752,755, 757,760,762,764,767,770,772,775,777,780, 782,785,787,790,792,795,797,800,802,804, 807,810,812,815,817,820,822,825,827,830, 832,835,837,840,842,844,847,850,852,855, 857,860,862,865,867,870,872,875,877,880, 882,884,887,890,892,895,897,900,902,905, 907,910,912,915,917,920,922,924,927,930, 932,935,937,940,942,945,947,950,952,955, 957,960,962,964,967,970,972,975,977,980, 982,985,987,990,992,995,997,1000,1002,1004, 1007,1010,1012,1015,1017,1020,1022,1025,1027,1030, 1032,1035,1037,1040,1042,1044,1047,1050,1052,1055, 1057,1060,1062,1065,1067,1070,1072,1075,1077,1080, 1082,1084,1086,1088,1090,1092,1094,1096,1098,1100 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 397,402,407,412,417,422,427,431,515,520, 525,530,535,540,545,549,554,558,562,566, 570,574,578,581,586,590,594,598,602,606, 610,613,618,622,626,630,634,638,642,645, 650,654,658,662,666,670,674,677,682,686, 690,694,698,702,706,709,714,718,722,726, 730,734,738,741,746,750,754,758,762,766, 770,773,778,782,786,790,794,798,802,805, 810,814,818,822,826,830,834,837,841,844, 847,850,853,856,859,861 Group name: lumen of uterus and cervix !#nodeset nodes Node group: 1..8,17..24,33..40,49..56,65..72, 81..88,97..104,113..120,129..136,145..152, 161..168,177..184,193..200,209..216,225..232, 241,243,245,247..248,251..262,275..282,291..298, 307..314,323..330,339..346,355..362,371..378, 387..394,403..410,419..426,435..442,451..462, 475..486 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 3,7,9,11,15,17,19,23,25,27, 31,33,35,39,41,43,47,49,51,55, 57,59,61,63,66,69,71,74,76,79, 81,84,86,89,91,94,96,99,101,103, 106,109,111,114,116,119,121,124,126,129, 131,134,136,139,141,143,146,149,151,154, 156,159,161,164,166,169,171,174,176,179, 181,183,186,189,191,194,196,199,201,204, 206,209,211,214,216,219,221,223,226,229, 231,234,236,239,241,244,246,249,251,254, 256,259,261,263,266,269,271,274,276,279, 281,284,286,289,291,294,296,299,301,303, 306,309,311,314,316,319,321,324,326,329, 331,334,336,339,341,343,346,349,351,354, 356,359,361,364,366,369,371,374,376,379, 381,383,386,389,391,394,396,399,401,404, 406,409,411,414,416,419,421,423,426,429, 431,434,436,439,441,444,446,449,451,454, 456,459,461,463,466,469,471,474,476,479, 481,484,486,489,491,494,496,499,501,503, 507,511,513,515,519,521,523,527,529,531, 535,537,539,543,545,547,551,553,555,559, 561,563,565,567,570,573,575,578,580,582, 584,586,589,591,594,596,598,600,603,606, 608,611,613,616,618,621,623,626,628,631, 633,636,638,641,643,646,648,651,653,656, 658,660,664,668,670,672,676,678,680,684, 686,688,692,694,696,700,702,704,708,710, 712,716,718,720,722,724,727,730,732,735, 737,740,742,745,747,750,752,755,757,760, 762,764,767,770,772,775,777,780,782,785, 787,790,792,795,797,800,802,804,807,810, 812,815,817,820,822,825,827,830,832,835, 837,840,842,844,847,850,852,855,857,860, 862,865,867,870,872,875,877,880,882,884, 887,890,892,895,897,900,902,905,907,910, 912,915,917,920,922,924,927,930,932,935, 937,940,942,945,947,950,952,955,957,960, 962,964,967,970,972,975,977,980,982,985, 987,990,992,995,997,1000,1002,1004,1007,1010, 1012,1015,1017,1020,1022,1025,1027,1030,1032,1035, 1037,1040,1042,1044,1047,1050,1052,1055,1057,1060, 1062,1065,1067,1070,1072,1075,1077,1080,1082,1084, 1086,1088,1090,1092,1094,1096,1098,1100,1103,1106, 1108,1111,1113,1116,1118,1121,1123,1126,1128,1131, 1133,1136,1138,1141,1143,1146,1148,1151,1153,1156, 1158,1160,1163,1166,1168,1171,1173,1176,1178,1181, 1183,1186,1188,1191,1193,1196,1198,1201,1203,1206, 1208,1211,1213,1216,1218,1220 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 5,10,15,20,25,30,35,39,44,48, 52,56,60,64,68,71,76,80,84,88, 92,96,100,103,108,112,116,120,124,128, 132,135,140,144,148,152,156,160,164,167, 172,176,180,184,188,192,196,199,204,208, 212,216,220,224,228,231,236,240,244,248, 252,256,260,263,268,272,276,280,284,288, 292,295,300,304,308,312,316,320,324,327, 332,336,340,344,348,352,356,359,364,368, 372,376,380,384,388,391,397,402,407,412, 417,422,427,431,436,440,444,447,451,455, 459,461,466,470,474,478,482,486,490,494, 498,502,506,509,515,520,525,530,535,540, 545,549,554,558,562,566,570,574,578,581, 586,590,594,598,602,606,610,613,618,622, 626,630,634,638,642,645,650,654,658,662, 666,670,674,677,682,686,690,694,698,702, 706,709,714,718,722,726,730,734,738,741, 746,750,754,758,762,766,770,773,778,782, 786,790,794,798,802,805,810,814,818,822, 826,830,834,837,841,844,847,850,853,856, 859,861,866,870,874,878,882,886,890,894, 898,902,906,909,914,918,922,926,930,934, 938,942,946,950,954,957 Group name: lumen of uterus, cervix and vagina !#nodeset nodes Node group: 1..8,17..24,33..40,49..56,65..72, 81..88,97..104,113..120,129..136,145..152, 161..168,177..184,193..200,209..216,225..232, 241,243,245,247..248,251..262,275..282,291..298, 307..314,323..330,339..346,355..362,371..378, 387..394,403..410,419..426,435..442,451..462, 475..486,499..510,523..534 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 3,7,9,11,15,17,19,23,25,27, 31,33,35,39,41,43,47,49,51,55, 57,59,61,63,66,69,71,74,76,79, 81,84,86,89,91,94,96,99,101,103, 106,109,111,114,116,119,121,124,126,129, 131,134,136,139,141,143,146,149,151,154, 156,159,161,164,166,169,171,174,176,179, 181,183,186,189,191,194,196,199,201,204, 206,209,211,214,216,219,221,223,226,229, 231,234,236,239,241,244,246,249,251,254, 256,259,261,263,266,269,271,274,276,279, 281,284,286,289,291,294,296,299,301,303, 306,309,311,314,316,319,321,324,326,329, 331,334,336,339,341,343,346,349,351,354, 356,359,361,364,366,369,371,374,376,379, 381,383,386,389,391,394,396,399,401,404, 406,409,411,414,416,419,421,423,426,429, 431,434,436,439,441,444,446,449,451,454, 456,459,461,463,466,469,471,474,476,479, 481,484,486,489,491,494,496,499,501,503, 507,511,513,515,519,521,523,527,529,531, 535,537,539,543,545,547,551,553,555,559, 561,563,565,567,570,573,575,578,580,582, 584,586,589,591,594,596,598,600,603,606, 608,611,613,616,618,621,623,626,628,631, 633,636,638,641,643,646,648,651,653,656, 658,660,664,668,670,672,676,678,680,684, 686,688,692,694,696,700,702,704,708,710, 712,716,718,720,722,724,727,730,732,735, 737,740,742,745,747,750,752,755,757,760, 762,764,767,770,772,775,777,780,782,785, 787,790,792,795,797,800,802,804,807,810, 812,815,817,820,822,825,827,830,832,835, 837,840,842,844,847,850,852,855,857,860, 862,865,867,870,872,875,877,880,882,884, 887,890,892,895,897,900,902,905,907,910, 912,915,917,920,922,924,927,930,932,935, 937,940,942,945,947,950,952,955,957,960, 962,964,967,970,972,975,977,980,982,985, 987,990,992,995,997,1000,1002,1004,1007,1010, 1012,1015,1017,1020,1022,1025,1027,1030,1032,1035, 1037,1040,1042,1044,1047,1050,1052,1055,1057,1060, 1062,1065,1067,1070,1072,1075,1077,1080,1082,1084, 1086,1088,1090,1092,1094,1096,1098,1100,1103,1106, 1108,1111,1113,1116,1118,1121,1123,1126,1128,1131, 1133,1136,1138,1141,1143,1146,1148,1151,1153,1156, 1158,1160,1163,1166,1168,1171,1173,1176,1178,1181, 1183,1186,1188,1191,1193,1196,1198,1201,1203,1206, 1208,1211,1213,1216,1218,1220,1223,1226,1228,1231, 1233,1236,1238,1241,1243,1246,1248,1251,1253,1256, 1258,1261,1263,1266,1268,1271,1273,1276,1278,1280, 1283,1286,1288,1291,1293,1296,1298,1301,1303,1306, 1308,1311,1313,1316,1318,1321,1323,1326,1328,1331, 1333,1336,1338,1340 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 5,10,15,20,25,30,35,39,44,48, 52,56,60,64,68,71,76,80,84,88, 92,96,100,103,108,112,116,120,124,128, 132,135,140,144,148,152,156,160,164,167, 172,176,180,184,188,192,196,199,204,208, 212,216,220,224,228,231,236,240,244,248, 252,256,260,263,268,272,276,280,284,288, 292,295,300,304,308,312,316,320,324,327, 332,336,340,344,348,352,356,359,364,368, 372,376,380,384,388,391,397,402,407,412, 417,422,427,431,436,440,444,447,451,455, 459,461,466,470,474,478,482,486,490,494, 498,502,506,509,515,520,525,530,535,540, 545,549,554,558,562,566,570,574,578,581, 586,590,594,598,602,606,610,613,618,622, 626,630,634,638,642,645,650,654,658,662, 666,670,674,677,682,686,690,694,698,702, 706,709,714,718,722,726,730,734,738,741, 746,750,754,758,762,766,770,773,778,782, 786,790,794,798,802,805,810,814,818,822, 826,830,834,837,841,844,847,850,853,856, 859,861,866,870,874,878,882,886,890,894, 898,902,906,909,914,918,922,926,930,934, 938,942,946,950,954,957,962,966,970,974, 978,982,986,990,994,998,1002,1005,1010,1014, 1018,1022,1026,1030,1034,1038,1042,1046,1050,1053 Group name: marker Group name: myometrium !#nodeset nodes Node group: 1..474 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..1161 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..910 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..224 Group name: right lumen of uterus and cervix !#nodeset nodes Node group: 209..216,225..232,241,243,245,247..248,251..254, 260..262,275..282,291..298,307..314,323..330, 339..346,355..362,371..378,387..394,403..410, 419..426,435..442,451..454,460..462,475..478, 484..486 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 507,511,513,515,519,521,523,527,529,531, 535,537,539,543,545,547,551,553,555,559, 561,563,565,567,570,573,575,578,580,591, 596,598,600,603,606,608,611,613,616,618, 646,651,653,656,658,660,664,668,670,672, 676,678,680,684,686,688,692,694,696,700, 702,704,708,710,712,716,718,720,722,724, 727,730,732,735,737,740,742,745,747,750, 752,755,757,760,762,764,767,770,772,775, 777,780,782,785,787,790,792,795,797,800, 802,804,807,810,812,815,817,820,822,825, 827,830,832,835,837,840,842,844,847,850, 852,855,857,860,862,865,867,870,872,875, 877,880,882,884,887,890,892,895,897,900, 902,905,907,910,912,915,917,920,922,924, 927,930,932,935,937,940,942,945,947,950, 952,955,957,960,962,964,967,970,972,975, 977,980,982,985,987,990,992,995,997,1000, 1002,1004,1007,1010,1012,1015,1017,1020,1022,1025, 1027,1030,1032,1035,1037,1040,1042,1044,1047,1050, 1052,1055,1057,1060,1062,1065,1067,1070,1072,1075, 1077,1080,1082,1084,1086,1088,1090,1092,1094,1096, 1098,1100,1103,1106,1108,1111,1113,1116,1118,1146, 1151,1153,1156,1158,1160,1163,1166,1168,1171,1173, 1176,1178,1206,1211,1213,1216,1218,1220 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 397,402,407,412,417,422,427,431,436,440, 459,461,466,470,474,502,506,509,515,520, 525,530,535,540,545,549,554,558,562,566, 570,574,578,581,586,590,594,598,602,606, 610,613,618,622,626,630,634,638,642,645, 650,654,658,662,666,670,674,677,682,686, 690,694,698,702,706,709,714,718,722,726, 730,734,738,741,746,750,754,758,762,766, 770,773,778,782,786,790,794,798,802,805, 810,814,818,822,826,830,834,837,841,844, 847,850,853,856,859,861,866,870,874,902, 906,909,914,918,922,950,954,957 Group name: right lumen of uterus, cervix and vagina !#nodeset nodes Node group: 209..216,225..232,241,243,245,247..248,251..254, 260..262,275..282,291..298,307..314,323..330, 339..346,355..362,371..378,387..394,403..410, 419..426,435..442,451..454,460..462,475..478, 484..486,499..502,508..510,523..526,532..534 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 507,511,513,515,519,521,523,527,529,531, 535,537,539,543,545,547,551,553,555,559, 561,563,565,567,570,573,575,578,580,591, 596,598,600,603,606,608,611,613,616,618, 646,651,653,656,658,660,664,668,670,672, 676,678,680,684,686,688,692,694,696,700, 702,704,708,710,712,716,718,720,722,724, 727,730,732,735,737,740,742,745,747,750, 752,755,757,760,762,764,767,770,772,775, 777,780,782,785,787,790,792,795,797,800, 802,804,807,810,812,815,817,820,822,825, 827,830,832,835,837,840,842,844,847,850, 852,855,857,860,862,865,867,870,872,875, 877,880,882,884,887,890,892,895,897,900, 902,905,907,910,912,915,917,920,922,924, 927,930,932,935,937,940,942,945,947,950, 952,955,957,960,962,964,967,970,972,975, 977,980,982,985,987,990,992,995,997,1000, 1002,1004,1007,1010,1012,1015,1017,1020,1022,1025, 1027,1030,1032,1035,1037,1040,1042,1044,1047,1050, 1052,1055,1057,1060,1062,1065,1067,1070,1072,1075, 1077,1080,1082,1084,1086,1088,1090,1092,1094,1096, 1098,1100,1103,1106,1108,1111,1113,1116,1118,1146, 1151,1153,1156,1158,1160,1163,1166,1168,1171,1173, 1176,1178,1206,1211,1213,1216,1218,1220,1223,1226, 1228,1231,1233,1236,1238,1266,1271,1273,1276,1278, 1280,1283,1286,1288,1291,1293,1296,1298,1326,1331, 1333,1336,1338,1340 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 397,402,407,412,417,422,427,431,436,440, 459,461,466,470,474,502,506,509,515,520, 525,530,535,540,545,549,554,558,562,566, 570,574,578,581,586,590,594,598,602,606, 610,613,618,622,626,630,634,638,642,645, 650,654,658,662,666,670,674,677,682,686, 690,694,698,702,706,709,714,718,722,726, 730,734,738,741,746,750,754,758,762,766, 770,773,778,782,786,790,794,798,802,805, 810,814,818,822,826,830,834,837,841,844, 847,850,853,856,859,861,866,870,874,902, 906,909,914,918,922,950,954,957,962,966, 970,998,1002,1005,1010,1014,1018,1046,1050,1053 Group name: right serosa of uterus and vagina !#nodeset nodes Node group: 217..224,233..240,242,244,246,249..250,263..266, 272..274,283..290,299..306,315..322,331..338, 347..354,363..370,379..386,395..402,411..418, 427..434,443..450,463..466,472..474,487..490, 496..498,511..514,520..522,535..538,544..546 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 508,512,514,516,520,522,524,528,530,532, 536,538,540,544,546,548,552,554,556,560, 562,564,566,568,571,574,576,579,581,592, 597,599,601,604,607,609,612,614,617,619, 647,652,654,657,659,661,665,669,671,673, 677,679,681,685,687,689,693,695,697,701, 703,705,709,711,713,717,719,721,723,725, 728,731,733,736,738,741,743,746,748,751, 753,756,758,761,763,765,768,771,773,776, 778,781,783,786,788,791,793,796,798,801, 803,805,808,811,813,816,818,821,823,826, 828,831,833,836,838,841,843,845,848,851, 853,856,858,861,863,866,868,871,873,876, 878,881,883,885,888,891,893,896,898,901, 903,906,908,911,913,916,918,921,923,925, 928,931,933,936,938,941,943,946,948,951, 953,956,958,961,963,965,968,971,973,976, 978,981,983,986,988,991,993,996,998,1001, 1003,1005,1008,1011,1013,1016,1018,1021,1023,1026, 1028,1031,1033,1036,1038,1041,1043,1045,1048,1051, 1053,1056,1058,1061,1063,1066,1068,1071,1073,1076, 1078,1081,1083,1085,1087,1089,1091,1093,1095,1097, 1099,1101,1104,1107,1109,1112,1114,1117,1119,1147, 1152,1154,1157,1159,1161,1164,1167,1169,1172,1174, 1177,1179,1207,1212,1214,1217,1219,1221,1224,1227, 1229,1232,1234,1237,1239,1267,1272,1274,1277,1279, 1281,1284,1287,1289,1292,1294,1297,1299,1327,1332, 1334,1337,1339,1341 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 398,403,408,413,418,423,428,432,437,441, 460,462,467,471,475,503,507,510,516,521, 526,531,536,541,546,550,555,559,563,567, 571,575,579,582,587,591,595,599,603,607, 611,614,619,623,627,631,635,639,643,646, 651,655,659,663,667,671,675,678,683,687, 691,695,699,703,707,710,715,719,723,727, 731,735,739,742,747,751,755,759,763,767, 771,774,779,783,787,791,795,799,803,806, 811,815,819,823,827,831,835,838,842,845, 848,851,854,857,860,862,867,871,875,903, 907,910,915,919,923,951,955,958,963,967, 971,999,1003,1006,1011,1015,1019,1047,1051,1054 Group name: right uterine horn !#nodeset nodes Node group: 209..240,275..450 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 505..568,662..1101 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 393..432,511..862 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 97..104,125..212 Group name: right uterus !#nodeset nodes Node group: 209..254,260..266,272..454,460..466,472..478, 484..490,496..502,508..514,520..526,532..538, 544..546 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 505..581,588,591..593,596..619,645..647,650..1119, 1145..1147,1150..1179,1205..1207,1210..1239,1265..1267, 1270..1299,1325..1327,1330..1341 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 393..441,450,454,457..475,496,500..875,896, 900..923,944,948..971,992,996..1019,1040,1044..1054 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 97..106,111..115,122..215,222..227,234..239, 246..251,258..260 Group name: serosa of body of uterus !#nodeset nodes Node group: 203..207,233..235,239..240,249..250,263..274, 463..474,487..498 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 482,487,492,497,516,524,564,568,579,585, 595,601,604,607,609,612,614,617,619,622, 624,627,629,632,634,637,639,642,644,647, 649,652,654,657,659,661,1104,1107,1109,1112, 1114,1117,1119,1122,1124,1127,1129,1132,1134,1137, 1139,1142,1144,1147,1149,1152,1154,1157,1159,1161, 1164,1167,1169,1172,1174,1177,1179,1182,1184,1187, 1189,1192,1194,1197,1199,1202,1204,1207,1209,1212, 1214,1217,1219,1221 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 467,471,475,479,483,487,491,495,499,503, 507,510,867,871,875,879,883,887,891,895, 899,903,907,910,915,919,923,927,931,935, 939,943,947,951,955,958 Group name: serosa of fundus of uterus !#nodeset nodes Node group: 201..203,207..208,235..239,242,244,246,249..250 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 472,477,502,504,532,540,548,556,571,574, 576,579,581,583,585,587,590,592,595,597, 599,601 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 437,441,445,448,452,456,460,462 Group name: serosa of left uterine horn !#nodeset nodes Node group: 9..16,25..32,41..48,57..64,73..80, 89..96,105..112,121..128,137..144,153..160, 169..176,185..192,201..208 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 4,8,10,12,16,18,20,24,26,28, 32,34,36,40,42,44,48,50,52,56, 58,60,62,64,67,70,72,75,77,80, 82,85,87,90,92,95,97,100,102,104, 107,110,112,115,117,120,122,125,127,130, 132,135,137,140,142,144,147,150,152,155, 157,160,162,165,167,170,172,175,177,180, 182,184,187,190,192,195,197,200,202,205, 207,210,212,215,217,220,222,224,227,230, 232,235,237,240,242,245,247,250,252,255, 257,260,262,264,267,270,272,275,277,280, 282,285,287,290,292,295,297,300,302,304, 307,310,312,315,317,320,322,325,327,330, 332,335,337,340,342,344,347,350,352,355, 357,360,362,365,367,370,372,375,377,380, 382,384,387,390,392,395,397,400,402,405, 407,410,412,415,417,420,422,424,427,430, 432,435,437,440,442,445,447,450,452,455, 457,460,462,464,467,470,472,475,477,480, 482,485,487,490,492,495,497,500,502,504 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 6,11,16,21,26,31,36,40,45,49, 53,57,61,65,69,72,77,81,85,89, 93,97,101,104,109,113,117,121,125,129, 133,136,141,145,149,153,157,161,165,168, 173,177,181,185,189,193,197,200,205,209, 213,217,221,225,229,232,237,241,245,249, 253,257,261,264,269,273,277,281,285,289, 293,296,301,305,309,313,317,321,325,328, 333,337,341,345,349,353,357,360,365,369, 373,377,381,385,389,392 Group name: serosa of right uterine horn !#nodeset nodes Node group: 217..224,233..240,283..290,299..306,315..322, 331..338,347..354,363..370,379..386,395..402, 411..418,427..434,443..450 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 508,512,514,516,520,522,524,528,530,532, 536,538,540,544,546,548,552,554,556,560, 562,564,566,568,665,669,671,673,677,679, 681,685,687,689,693,695,697,701,703,705, 709,711,713,717,719,721,723,725,728,731, 733,736,738,741,743,746,748,751,753,756, 758,761,763,765,768,771,773,776,778,781, 783,786,788,791,793,796,798,801,803,805, 808,811,813,816,818,821,823,826,828,831, 833,836,838,841,843,845,848,851,853,856, 858,861,863,866,868,871,873,876,878,881, 883,885,888,891,893,896,898,901,903,906, 908,911,913,916,918,921,923,925,928,931, 933,936,938,941,943,946,948,951,953,956, 958,961,963,965,968,971,973,976,978,981, 983,986,988,991,993,996,998,1001,1003,1005, 1008,1011,1013,1016,1018,1021,1023,1026,1028,1031, 1033,1036,1038,1041,1043,1045,1048,1051,1053,1056, 1058,1061,1063,1066,1068,1071,1073,1076,1078,1081, 1083,1085,1087,1089,1091,1093,1095,1097,1099,1101 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 398,403,408,413,418,423,428,432,516,521, 526,531,536,541,546,550,555,559,563,567, 571,575,579,582,587,591,595,599,603,607, 611,614,619,623,627,631,635,639,643,646, 651,655,659,663,667,671,675,678,683,687, 691,695,699,703,707,710,715,719,723,727, 731,735,739,742,747,751,755,759,763,767, 771,774,779,783,787,791,795,799,803,806, 811,815,819,823,827,831,835,838,842,845, 848,851,854,857,860,862 Group name: serosa of uterus !#nodeset nodes Node group: 9..16,25..32,41..48,57..64,73..80, 89..96,105..112,121..128,137..144,153..160, 169..176,185..192,201..208,217..224,233..240, 242,244,246,249..250,263..274,283..290,299..306, 315..322,331..338,347..354,363..370,379..386, 395..402,411..418,427..434,443..450,463..474, 487..498 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 4,8,10,12,16,18,20,24,26,28, 32,34,36,40,42,44,48,50,52,56, 58,60,62,64,67,70,72,75,77,80, 82,85,87,90,92,95,97,100,102,104, 107,110,112,115,117,120,122,125,127,130, 132,135,137,140,142,144,147,150,152,155, 157,160,162,165,167,170,172,175,177,180, 182,184,187,190,192,195,197,200,202,205, 207,210,212,215,217,220,222,224,227,230, 232,235,237,240,242,245,247,250,252,255, 257,260,262,264,267,270,272,275,277,280, 282,285,287,290,292,295,297,300,302,304, 307,310,312,315,317,320,322,325,327,330, 332,335,337,340,342,344,347,350,352,355, 357,360,362,365,367,370,372,375,377,380, 382,384,387,390,392,395,397,400,402,405, 407,410,412,415,417,420,422,424,427,430, 432,435,437,440,442,445,447,450,452,455, 457,460,462,464,467,470,472,475,477,480, 482,485,487,490,492,495,497,500,502,504, 508,512,514,516,520,522,524,528,530,532, 536,538,540,544,546,548,552,554,556,560, 562,564,566,568,571,574,576,579,581,583, 585,587,590,592,595,597,599,601,604,607, 609,612,614,617,619,622,624,627,629,632, 634,637,639,642,644,647,649,652,654,657, 659,661,665,669,671,673,677,679,681,685, 687,689,693,695,697,701,703,705,709,711, 713,717,719,721,723,725,728,731,733,736, 738,741,743,746,748,751,753,756,758,761, 763,765,768,771,773,776,778,781,783,786, 788,791,793,796,798,801,803,805,808,811, 813,816,818,821,823,826,828,831,833,836, 838,841,843,845,848,851,853,856,858,861, 863,866,868,871,873,876,878,881,883,885, 888,891,893,896,898,901,903,906,908,911, 913,916,918,921,923,925,928,931,933,936, 938,941,943,946,948,951,953,956,958,961, 963,965,968,971,973,976,978,981,983,986, 988,991,993,996,998,1001,1003,1005,1008,1011, 1013,1016,1018,1021,1023,1026,1028,1031,1033,1036, 1038,1041,1043,1045,1048,1051,1053,1056,1058,1061, 1063,1066,1068,1071,1073,1076,1078,1081,1083,1085, 1087,1089,1091,1093,1095,1097,1099,1101,1104,1107, 1109,1112,1114,1117,1119,1122,1124,1127,1129,1132, 1134,1137,1139,1142,1144,1147,1149,1152,1154,1157, 1159,1161,1164,1167,1169,1172,1174,1177,1179,1182, 1184,1187,1189,1192,1194,1197,1199,1202,1204,1207, 1209,1212,1214,1217,1219,1221 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 6,11,16,21,26,31,36,40,45,49, 53,57,61,65,69,72,77,81,85,89, 93,97,101,104,109,113,117,121,125,129, 133,136,141,145,149,153,157,161,165,168, 173,177,181,185,189,193,197,200,205,209, 213,217,221,225,229,232,237,241,245,249, 253,257,261,264,269,273,277,281,285,289, 293,296,301,305,309,313,317,321,325,328, 333,337,341,345,349,353,357,360,365,369, 373,377,381,385,389,392,398,403,408,413, 418,423,428,432,437,441,445,448,452,456, 460,462,467,471,475,479,483,487,491,495, 499,503,507,510,516,521,526,531,536,541, 546,550,555,559,563,567,571,575,579,582, 587,591,595,599,603,607,611,614,619,623, 627,631,635,639,643,646,651,655,659,663, 667,671,675,678,683,687,691,695,699,703, 707,710,715,719,723,727,731,735,739,742, 747,751,755,759,763,767,771,774,779,783, 787,791,795,799,803,806,811,815,819,823, 827,831,835,838,842,845,848,851,854,857, 860,862,867,871,875,879,883,887,891,895, 899,903,907,910,915,919,923,927,931,935, 939,943,947,951,955,958 Group name: serosa of uterus and vagina !#nodeset nodes Node group: 9..16,25..32,41..48,57..64,73..80, 89..96,105..112,121..128,137..144,153..160, 169..176,185..192,201..208,217..224,233..240, 242,244,246,249..250,263..274,283..290,299..306, 315..322,331..338,347..354,363..370,379..386, 395..402,411..418,427..434,443..450,463..474, 487..498,511..522,535..546 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 4,8,10,12,16,18,20,24,26,28, 32,34,36,40,42,44,48,50,52,56, 58,60,62,64,67,70,72,75,77,80, 82,85,87,90,92,95,97,100,102,104, 107,110,112,115,117,120,122,125,127,130, 132,135,137,140,142,144,147,150,152,155, 157,160,162,165,167,170,172,175,177,180, 182,184,187,190,192,195,197,200,202,205, 207,210,212,215,217,220,222,224,227,230, 232,235,237,240,242,245,247,250,252,255, 257,260,262,264,267,270,272,275,277,280, 282,285,287,290,292,295,297,300,302,304, 307,310,312,315,317,320,322,325,327,330, 332,335,337,340,342,344,347,350,352,355, 357,360,362,365,367,370,372,375,377,380, 382,384,387,390,392,395,397,400,402,405, 407,410,412,415,417,420,422,424,427,430, 432,435,437,440,442,445,447,450,452,455, 457,460,462,464,467,470,472,475,477,480, 482,485,487,490,492,495,497,500,502,504, 508,512,514,516,520,522,524,528,530,532, 536,538,540,544,546,548,552,554,556,560, 562,564,566,568,571,574,576,579,581,583, 585,587,590,592,595,597,599,601,604,607, 609,612,614,617,619,622,624,627,629,632, 634,637,639,642,644,647,649,652,654,657, 659,661,665,669,671,673,677,679,681,685, 687,689,693,695,697,701,703,705,709,711, 713,717,719,721,723,725,728,731,733,736, 738,741,743,746,748,751,753,756,758,761, 763,765,768,771,773,776,778,781,783,786, 788,791,793,796,798,801,803,805,808,811, 813,816,818,821,823,826,828,831,833,836, 838,841,843,845,848,851,853,856,858,861, 863,866,868,871,873,876,878,881,883,885, 888,891,893,896,898,901,903,906,908,911, 913,916,918,921,923,925,928,931,933,936, 938,941,943,946,948,951,953,956,958,961, 963,965,968,971,973,976,978,981,983,986, 988,991,993,996,998,1001,1003,1005,1008,1011, 1013,1016,1018,1021,1023,1026,1028,1031,1033,1036, 1038,1041,1043,1045,1048,1051,1053,1056,1058,1061, 1063,1066,1068,1071,1073,1076,1078,1081,1083,1085, 1087,1089,1091,1093,1095,1097,1099,1101,1104,1107, 1109,1112,1114,1117,1119,1122,1124,1127,1129,1132, 1134,1137,1139,1142,1144,1147,1149,1152,1154,1157, 1159,1161,1164,1167,1169,1172,1174,1177,1179,1182, 1184,1187,1189,1192,1194,1197,1199,1202,1204,1207, 1209,1212,1214,1217,1219,1221,1224,1227,1229,1232, 1234,1237,1239,1242,1244,1247,1249,1252,1254,1257, 1259,1262,1264,1267,1269,1272,1274,1277,1279,1281, 1284,1287,1289,1292,1294,1297,1299,1302,1304,1307, 1309,1312,1314,1317,1319,1322,1324,1327,1329,1332, 1334,1337,1339,1341 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 6,11,16,21,26,31,36,40,45,49, 53,57,61,65,69,72,77,81,85,89, 93,97,101,104,109,113,117,121,125,129, 133,136,141,145,149,153,157,161,165,168, 173,177,181,185,189,193,197,200,205,209, 213,217,221,225,229,232,237,241,245,249, 253,257,261,264,269,273,277,281,285,289, 293,296,301,305,309,313,317,321,325,328, 333,337,341,345,349,353,357,360,365,369, 373,377,381,385,389,392,398,403,408,413, 418,423,428,432,437,441,445,448,452,456, 460,462,467,471,475,479,483,487,491,495, 499,503,507,510,516,521,526,531,536,541, 546,550,555,559,563,567,571,575,579,582, 587,591,595,599,603,607,611,614,619,623, 627,631,635,639,643,646,651,655,659,663, 667,671,675,678,683,687,691,695,699,703, 707,710,715,719,723,727,731,735,739,742, 747,751,755,759,763,767,771,774,779,783, 787,791,795,799,803,806,811,815,819,823, 827,831,835,838,842,845,848,851,854,857, 860,862,867,871,875,879,883,887,891,895, 899,903,907,910,915,919,923,927,931,935, 939,943,947,951,955,958,963,967,971,975, 979,983,987,991,995,999,1003,1006,1011,1015, 1019,1023,1027,1031,1035,1039,1043,1047,1051,1054 Group name: serosa of vagina !#nodeset nodes Node group: 463..474,487..498,511..522,535..546 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1109,1114,1119,1124,1129,1134,1139,1144,1149,1154, 1159,1161,1164,1167,1169,1172,1174,1177,1179,1182, 1184,1187,1189,1192,1194,1197,1199,1202,1204,1207, 1209,1212,1214,1217,1219,1221,1224,1227,1229,1232, 1234,1237,1239,1242,1244,1247,1249,1252,1254,1257, 1259,1262,1264,1267,1269,1272,1274,1277,1279,1281, 1284,1287,1289,1292,1294,1297,1299,1302,1304,1307, 1309,1312,1314,1317,1319,1322,1324,1327,1329,1332, 1334,1337,1339,1341 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 915,919,923,927,931,935,939,943,947,951, 955,958,963,967,971,975,979,983,987,991, 995,999,1003,1006,1011,1015,1019,1023,1027,1031, 1035,1039,1043,1047,1051,1054 Group name: uterine cavity !#nodeset nodes Node group: 193..200,225..232,241,243,245,247..248,251..262, 451..462 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 471,476,481,486,491,496,501,503,515,523, 531,539,547,555,563,567,570,573,575,578, 580,582,584,586,589,591,594,596,598,600, 603,606,608,611,613,616,618,621,623,626, 628,631,633,636,638,641,643,646,648,651, 653,656,658,660,1103,1106,1108,1111,1113,1116, 1118,1121,1123,1126,1128,1131,1133,1136,1138,1141, 1143,1146,1148,1151,1153,1156,1158,1160 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 436,440,444,447,451,455,459,461,466,470, 474,478,482,486,490,494,498,502,506,509, 866,870,874,878,882,886,890,894,898,902, 906,909 Group name: uterine cervix !#nodeset nodes Node group: 451..462,475..486 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1108,1113,1118,1123,1128,1133,1138,1143,1148,1153, 1158,1160,1163,1166,1168,1171,1173,1176,1178,1181, 1183,1186,1188,1191,1193,1196,1198,1201,1203,1206, 1208,1211,1213,1216,1218,1220 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 914,918,922,926,930,934,938,942,946,950, 954,957 Group name: uterus !#nodeset nodes Node group: 1..498 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..1221 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..958 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..236 Group name: vagina !#nodeset nodes Node group: 475..546 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1162,1165,1168..1170,1173..1175,1178..1180,1183..1185, 1188..1190,1193..1195,1198..1200,1203..1205,1208..1210, 1213..1215,1218..1341 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 913,917,921,925,929,933,937,941,945,949, 953,956,959..1054 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 237..260 Group name: vaginal canal !#nodeset nodes Node group: 475..486,499..510,523..534 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1168,1173,1178,1183,1188,1193,1198,1203,1208,1213, 1218,1220,1223,1226,1228,1231,1233,1236,1238,1241, 1243,1246,1248,1251,1253,1256,1258,1261,1263,1266, 1268,1271,1273,1276,1278,1280,1283,1286,1288,1291, 1293,1296,1298,1301,1303,1306,1308,1311,1313,1316, 1318,1321,1323,1326,1328,1331,1333,1336,1338,1340 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 962,966,970,974,978,982,986,990,994,998, 1002,1005,1010,1014,1018,1022,1026,1030,1034,1038, 1042,1046,1050,1053 Group name: ventral uterus !#nodeset nodes Node group: 1,5..9,13..17,21..25,29..33,37..41, 45..49,53..57,61..65,69..73,77..81, 85..89,93..97,101..105,109..113,117..121, 125..129,133..137,141..145,149..153,157..161, 165..169,173..177,181..185,189..193,197..201, 205..209,213..217,221..225,229..233,237..240, 243..246,248,250..251,257..263,269..275,279..283, 287..291,295..299,303..307,311..315,319..323, 327..331,335..339,343..347,351..355,359..363, 367..371,375..379,383..387,391..395,399..403, 407..411,415..419,423..427,431..435,439..443, 447..451,457..463,469..475,481..487,493..499, 505..511,517..523,529..535,541..546 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..4,29..32,37..67,83..85,88..107, 123..125,128..147,163..165,168..187,203..205, 208..227,243..245,248..267,283..285,288..307, 323..325,328..347,363..365,368..387,403..405, 408..427,443..445,448..467,483..485,488..508, 533..536,541..571,586..604,630..632,635..665, 690..693,698..728,744..746,749..768,784..786, 789..808,824..826,829..848,864..866,869..888, 904..906,909..928,944..946,949..968,984..986, 989..1008,1024..1026,1029..1048,1064..1066,1069..1087, 1094..1104,1130..1132,1135..1164,1190..1192,1195..1224, 1250..1252,1255..1284,1310..1312,1315..1341 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1,17,22..41,54,58..73,86,90..105, 118,122..137,150,154..169,182,186..201,214, 218..233,246,250..265,278,282..297,310,314..329, 342,346..361,374,378..393,409,414..433,446, 449..463,484,488..511,527,532..551,564,568..583, 596,600..615,628,632..647,660,664..679,692, 696..711,724,728..743,756,760..775,788,792..807, 820,824..839,849,852..863,884,888..911,932, 936..959,980,984..1007,1028,1032..1054 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 5..8,13..16,21..24,29..32,37..40, 45..48,53..56,61..64,69..72,77..80, 85..88,93..96,101..104,109..112,119..124, 129..132,137..140,145..148,153..156,161..164, 169..172,177..180,185..188,193..196,201..204, 209..212,219..224,231..236,243..248,255..260