EX Version: 3 Region: / !#nodeset nodes Define node template: node1 Shape. Dimension=0 #Fields=2 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) 2) flat coordinates, coordinate, rectangular cartesian, real, #Components=3 x. #Values=6 (value(2),d/ds1(2),d/ds2(2)) y. #Values=6 (value(2),d/ds1(2),d/ds2(2)) z. #Values=6 (value(2),d/ds1(2),d/ds2(2)) Node template: node1 Node: 1 7.429952411673955e+00 -3.184748569334948e-01 2.204463562460457e-01 -1.010609265562304e+02 -4.323126656166388e+00 4.236144845701042e+00 1.401833004968670e+03 -1.338042767667321e+00 -1.373917020279409e+01 0.000000000000000e+00 3.630311078333045e+01 4.537888847916307e+00 4.537888847916307e+00 5.473671814608859e-01 -5.473671814608859e-01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Define node template: node2 Shape. Dimension=0 #Fields=2 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) 2) flat 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: node2 Node: 2 3.862131887072334e+00 -4.324212104973659e+00 2.189558382686800e-01 -1.032701961711762e+02 -1.295698563075485e+00 4.207502729973824e+00 1.401094583435436e+03 -4.688801067782721e-01 -1.364627467696151e+01 4.537888847916307e+00 4.537888847916307e+00 4.105253860956644e-01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 3 -6.398859022008004e-01 -4.525737531838649e+00 2.187623287385421e-01 -1.034793476061923e+02 3.237238502057779e-01 4.203784209002798e+00 1.400957861263493e+03 2.719660399751869e-02 -1.363421432624536e+01 9.075777695832613e+00 4.537888847916307e+00 2.736835907304430e-01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 4 -5.063736110275831e+00 -4.089151737624682e+00 2.192654508881228e-01 -1.026318003075587e+02 1.898493246908791e+00 4.213452313012307e+00 1.401148201103749e+03 5.197441822463303e-01 -1.366557107427057e+01 1.361366654374892e+01 4.537888847916307e+00 1.368417953652215e-01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875595e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 5 -8.269751833796420e+00 3.211595597299847e-01 2.209920553034121e-01 -9.993638132833802e+01 4.326585072537728e+00 4.246631116776380e+00 1.401927828299090e+03 1.339152164043510e+00 -1.377318052782887e+01 1.815155539166523e+01 4.537888847916307e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 6 -4.698173938488640e+00 4.325498622162647e+00 2.223951411130379e-01 -9.772906373155614e+01 1.293630066909272e+00 4.273593117064054e+00 1.402665708261552e+03 4.682629777070731e-01 -1.386062690288285e+01 2.268944423958153e+01 4.537888847916307e+00 -1.368417953652237e-01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875595e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 7 -1.972417458931132e-01 4.525350766023611e+00 2.225658076693277e-01 -9.752085804580909e+01 -3.245614504190029e-01 4.276872682510595e+00 1.402802121415799e+03 -2.746106370556700e-02 -1.387126358068836e+01 2.722733308749784e+01 4.537888847916307e+00 -2.736835907304430e-01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 8 4.227025947941137e+00 4.087032522917113e+00 2.220844240943940e-01 -9.836932006988664e+01 -1.897451635877200e+00 4.267622311651733e+00 1.402611506240410e+03 -5.194570293845431e-01 -1.384126167463980e+01 3.176522193541415e+01 4.537888847916307e+00 -4.105253860956621e-01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 9 1.062168069750462e+01 -9.092707517026342e-01 2.199437081944843e-01 -1.012900401109911e+02 -1.234286644229178e+01 4.226485852061577e+00 1.401813574877230e+03 -3.820217284597768e+00 -1.370784300260758e+01 0.000000000000000e+00 3.630311078333045e+01 4.537888847916307e+00 4.537888847916307e+00 5.473671814608859e-01 -5.473671814608859e-01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 1.831172379875596e+01 3.200000000000000e+00 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 10 4.832451187306968e+00 -6.030274206962171e+00 2.215124315444981e-01 -1.061885215498506e+02 -1.806899716118259e+00 4.256630779138869e+00 1.400210356405892e+03 -6.538707041707211e-01 -1.380561262544899e+01 4.537888847916307e+00 4.537888847916307e+00 4.105253860956644e-01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 11 -8.636830920119367e-01 -4.543460637890964e+00 2.224547657333875e-01 -1.065287947739557e+02 3.249915755408195e-01 4.274738876660501e+00 1.400014046245149e+03 2.730310780900132e-02 -1.386434296705923e+01 9.075777695832613e+00 4.537888847916307e+00 2.736835907304430e-01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 12 -6.450793362663783e+00 -5.704671483358878e+00 2.218956967948173e-01 -1.053812050749435e+02 2.648539594982384e+00 4.263995687057166e+00 1.400278232366564e+03 7.250818764736329e-01 -1.382949937321212e+01 1.361366654374892e+01 4.537888847916307e+00 1.368417953652215e-01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875595e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 13 -1.146135976571586e+01 9.168396658218195e-01 2.207322549259846e-01 -9.970564023717439e+01 1.235144554124511e+01 4.241638736550679e+00 1.401947762133581e+03 3.822983888751381e+00 -1.375698864484650e+01 1.815155539166523e+01 4.537888847916307e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 14 -5.666849367043157e+00 6.033295806959980e+00 2.289110558357804e-01 -9.481024625269542e+01 1.804382232016254e+00 4.398804343222700e+00 1.403550113394516e+03 6.531429799744476e-01 -1.426672688533269e+01 2.268944423958153e+01 4.537888847916307e+00 -1.368417953652237e-01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875595e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 15 2.719086403571605e-02 4.541276031081440e+00 2.303974157210052e-01 -9.447145639009119e+01 -3.257036220191101e-01 4.427366556152291e+00 1.403745932596971e+03 -2.755770256096015e-02 -1.435936326088210e+01 2.722733308749784e+01 4.537888847916307e+00 -2.736835907304430e-01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 16 5.614048605016274e+00 5.704029742362615e+00 2.285083018240142e-01 -9.561989924098754e+01 -2.648161105900171e+00 4.391064935050651e+00 1.403481479374694e+03 -7.249754752071141e-01 -1.424162551368045e+01 3.176522193541415e+01 4.537888847916307e+00 -4.105253860956621e-01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 17 7.618663797612010e+00 -3.188525217423914e-01 7.348092223318892e-02 -9.706782735284200e+01 -4.277352816401307e+00 3.806723534395237e+00 1.388018209030007e+03 -1.175262441652783e+00 -1.387112848248566e+01 4.302163122753413e-01 3.587289447105511e+01 4.430334769847471e+00 4.430334769847471e+00 9.338583859042668e-01 -9.338583859042668e-01 1.439253676678156e+01 1.439253676678156e+01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 18 3.987750585311048e+00 -4.278759487400931e+00 7.775255795522860e-02 -9.900064861857912e+01 -1.095038524954207e+00 4.052756298041809e+00 1.387440459828567e+03 -3.603913302844054e-01 -1.373917944451472e+01 4.860551082122813e+00 4.430334769847471e+00 7.003937894282003e-01 1.439253676678156e+01 0.000000000000000e+00 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 19 -3.999270459896648e-01 -4.400122839936478e+00 2.298808669763418e-01 -9.912832513144249e+01 3.214182339693591e-01 4.124790927657853e+00 1.387340557949362e+03 1.978293735960664e-02 -1.370928973170697e+01 9.290885851970284e+00 4.430334769847471e+00 4.669291929521334e-01 1.439253676678156e+01 0.000000000000000e+00 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 20 -4.719501722601006e+00 -4.069218101396545e+00 3.744580721555353e-01 -9.836479747748596e+01 1.705570099970258e+00 4.061457295712796e+00 1.387479556253564e+03 3.981305556367420e-01 -1.374664348275817e+01 1.372122062181776e+01 4.430334769847471e+00 2.334645964760667e-01 1.439253676678156e+01 0.000000000000000e+00 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 21 -8.023310719277879e+00 3.214329314680442e-01 3.576135056616608e-01 -9.592395786094302e+01 4.280040984817027e+00 3.840876020340582e+00 1.388088893349251e+03 1.176042554933789e+00 -1.388334235684941e+01 1.815155539166523e+01 4.430334769847471e+00 0.000000000000000e+00 1.439253676678156e+01 0.000000000000000e+00 1.831172379875595e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 22 -4.389936391876766e+00 4.279362650551003e+00 3.522298704801253e-01 -9.399712974101097e+01 1.090397357274385e+00 3.592062719169763e+00 1.388679703626177e+03 3.701260236961889e-01 -1.400470182837929e+01 2.258189016151270e+01 4.430334769847471e+00 -2.334645964760667e-01 1.439253676678156e+01 0.000000000000000e+00 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 23 -3.244895875622933e-03 4.400022087622449e+00 2.008572927134472e-01 -9.387155200249038e+01 -3.219600502751403e-01 3.519560855980942e+00 1.388785004991450e+03 -1.994166046536959e-02 -1.403138407112440e+01 2.701222493136017e+01 4.430334769847471e+00 -4.669291929521334e-01 1.439253676678156e+01 0.000000000000000e+00 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 24 4.317193591646603e+00 4.067857177604028e+00 5.648506369215653e-02 -9.463424242304437e+01 -1.701699078330478e+00 3.583577412436634e+00 1.388640243837933e+03 -4.080907254520425e-01 -1.399697916729728e+01 3.144255970120764e+01 4.430334769847471e+00 -7.003937894282003e-01 1.439253676678156e+01 0.000000000000000e+00 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 25 1.081038703601891e+01 -9.628168191125562e-01 7.392491139744999e-02 -9.729338949689777e+01 -1.291602528468293e+01 3.829724661071975e+00 1.387973214712784e+03 -3.548858386037183e+00 -1.395494113147164e+01 4.302163122753413e-01 3.587289447105511e+01 4.430334769847471e+00 4.430334769847471e+00 9.338583859042668e-01 -9.338583859042668e-01 1.439253676678156e+01 1.439253676678156e+01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 1.831172379875596e+01 3.200000000000000e+00 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 26 4.819823184055825e+00 -6.180831742858452e+00 7.681846288531849e-02 -1.019656024223096e+02 -1.581825034713771e+00 4.004067743258468e+00 1.386570572403573e+03 -5.205990616280024e-01 -1.357412121207533e+01 4.860551082122813e+00 4.430334769847471e+00 7.003937894282003e-01 1.439253676678156e+01 0.000000000000000e+00 1.831172379875596e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 27 -6.272748406587553e-01 -4.496867992412430e+00 2.264631037184733e-01 -1.021838325713856e+02 3.284852312294551e-01 4.063465428653236e+00 1.386417418054919e+03 2.021790323690132e-02 -1.350546630197663e+01 9.290885851970284e+00 4.430334769847471e+00 4.669291929521334e-01 1.439253676678156e+01 0.000000000000000e+00 1.831172379875596e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 28 -5.982047052540789e+00 -5.880337579637791e+00 3.703412325518299e-01 -1.011751777174691e+02 2.464681839029383e+00 4.016805118374224e+00 1.386614835375731e+03 5.753297094371361e-01 -1.359551113840232e+01 1.372122062181776e+01 4.430334769847471e+00 2.334645964760667e-01 1.439253676678156e+01 0.000000000000000e+00 1.831172379875596e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 29 -1.121398492261030e+01 9.704895166895531e-01 3.600142898311517e-01 -9.568027791021437e+01 1.292255553217796e+01 3.866661160444701e+00 1.388074121423110e+03 3.550777966437169e+00 -1.397654607545137e+01 1.815155539166523e+01 4.430334769847471e+00 0.000000000000000e+00 1.439253676678156e+01 0.000000000000000e+00 1.831172379875595e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 30 -5.218774980970274e+00 6.183247693740712e+00 3.518931466377742e-01 -9.099829072049880e+01 1.575514275182939e+00 3.588628787915959e+00 1.389428029171834e+03 5.347947975659895e-01 -1.399131364808610e+01 2.258189016151270e+01 4.430334769847471e+00 -2.334645964760667e-01 1.439253676678156e+01 0.000000000000000e+00 1.831172379875596e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 31 2.267598783665100e-01 4.494728352195501e+00 2.001886106773842e-01 -9.077651320844831e+01 -3.288899322384800e-01 3.507843745352638e+00 1.389564641231758e+03 -2.037088562252778e-02 -1.398467162995430e+01 2.701222493136017e+01 4.430334769847471e+00 -4.669291929521334e-01 1.439253676678156e+01 0.000000000000000e+00 1.831172379875596e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 32 5.581598216969192e+00 5.880629143619688e+00 5.646112620137305e-02 -9.178771902734412e+01 -2.460032581476997e+00 3.582058748108846e+00 1.389374127685142e+03 -5.899494767286014e-01 -1.399104746539393e+01 3.144255970120764e+01 4.430334769847471e+00 -7.003937894282003e-01 1.439253676678156e+01 0.000000000000000e+00 1.831172379875596e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 33 7.576859235721273e+00 -3.316014489737948e-01 -5.108874714326147e-02 -9.344874845759946e+01 -4.131953388535614e+00 3.493423551503507e+00 1.374095170832258e+03 -1.043013296834119e+00 -1.395650152530132e+01 1.164204619537138e+00 3.513890616379332e+01 4.246837693032022e+00 4.246837693032022e+00 8.744489719070077e-01 -8.744489719070077e-01 2.878507353356311e+01 2.878507353356311e+01 0.000000000000000e+00 0.000000000000000e+00 1.831172379875596e+01 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 34 4.017492646024939e+00 -4.131075802013551e+00 3.314437101135955e-02 -9.516656297015058e+01 -9.428660043296972e-01 3.681064397732347e+00 1.373620564000730e+03 -2.919656884954657e-01 -1.387071403487809e+01 5.411042312569160e+00 4.246837693032022e+00 6.558367289302557e-01 2.878507353356311e+01 0.000000000000000e+00 1.831172379875596e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 35 -1.802333690734420e-01 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-2.482224517783314e+00 2.937965297383444e+00 -1.061802957778643e+02 -3.699647627560279e+00 -6.707171781860880e+00 1.141988713825545e+03 1.548657654829445e+00 -1.204942125302368e+01 1.096835765154696e+01 2.394399246706088e+00 1.194628942386633e+00 2.734581985688495e+02 0.000000000000000e+00 1.831172379875600e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 315 7.582235846989525e+00 -3.218394643221429e+00 3.346034044150607e+00 -1.088367127388151e+02 -1.479421545150177e+00 -6.557732982908066e+00 1.142719445903112e+03 3.225930775706527e-02 -1.172657614798416e+01 1.336275689825305e+01 2.394399246706088e+00 7.964192949244213e-01 2.734581985688495e+02 0.000000000000000e+00 1.831172379875599e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 316 3.380358787709246e+00 -4.449100082607731e+00 3.696095540138860e+00 -1.096924397112387e+02 5.140823428224195e-01 -6.549605777289794e+00 1.142010882383577e+03 -1.479497672258960e+00 -1.200996007660514e+01 1.575715614495914e+01 2.394399246706088e+00 3.982096474622095e-01 2.734581985688495e+02 0.000000000000000e+00 1.831172379875599e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 317 -5.167540833567807e-01 -2.534905026126615e+00 4.132097539451599e+00 -1.073574286512030e+02 5.440701357699128e+00 -6.759952556093492e+00 1.139496880136541e+03 -3.817290674325369e+00 -1.245868562678720e+01 1.815155539166523e+01 2.394399246706088e+00 0.000000000000000e+00 2.734581985688495e+02 0.000000000000000e+00 1.831172379875599e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 318 1.412020319372687e-01 2.469393516022849e+00 3.752997655422787e+00 -1.027438666859129e+02 3.724737456552782e+00 -7.177907854813324e+00 1.137204532449043e+03 -1.495849093695530e+00 -1.278137890724943e+01 2.054595463837131e+01 2.394399246706088e+00 -3.982096474622073e-01 2.734581985688495e+02 0.000000000000000e+00 1.831172379875599e+01 3.200000000000000e+00 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0.000000000000000e+00 Node: 328 9.768332725856538e+00 1.805191086197657e+00 6.767290186147344e+00 -1.087066598197849e+02 -1.602603870010929e-01 -2.786531253119492e+00 1.127270835111996e+03 1.021637322388456e+00 -1.239463576874580e+01 2.439580597612963e+01 2.081416861488136e+00 -1.194628942386636e+00 2.878507353356311e+02 0.000000000000000e+00 1.831172379875600e+01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 329 1.359629302579200e+01 2.355809797441208e+00 4.653567616360001e+00 -1.075694445156852e+02 -3.515241487741241e+00 -1.916174900854117e+00 1.129105179630747e+03 2.076525625336004e+00 -8.523245500552406e+00 9.825887945712683e+00 2.647722283761777e+01 2.081416861488136e+00 2.081416861488136e+00 1.592838589848842e+00 -1.592838589848842e+00 2.878507353356311e+02 2.878507353356311e+02 0.000000000000000e+00 0.000000000000000e+00 1.831172379875598e+01 1.831172379875598e+01 3.200000000000000e+00 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 330 1.441809738372959e+01 -7.593330977219711e-01 5.880613628897906e+00 -1.117467533719173e+02 -4.619385249042841e+00 -2.421429141310900e+00 1.130493005023051e+03 6.239339413205544e-01 -1.077064260907771e+01 1.190730480720082e+01 2.081416861488136e+00 1.194628942386633e+00 2.878507353356311e+02 0.000000000000000e+00 1.831172379875600e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 331 1.226453281281723e+01 -3.435327120675387e+00 7.633533053195576e+00 -1.156640077591694e+02 -3.010458616821766e+00 -3.143219492492292e+00 1.130197857615921e+03 -1.198834622105174e+00 -1.398120358673521e+01 1.398872166868895e+01 2.081416861488136e+00 7.964192949244213e-01 2.878507353356311e+02 0.000000000000000e+00 1.831172379875599e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 332 8.397082833579555e+00 -4.096154001289682e+00 8.611924487113331e+00 -1.170232800705977e+02 3.624580631972200e-01 -3.546086553517251e+00 1.128391874614059e+03 -2.317927209072575e+00 -1.577317720233324e+01 1.607013853017709e+01 2.081416861488136e+00 3.982096474622095e-01 2.878507353356311e+02 0.000000000000000e+00 1.831172379875599e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 333 5.082559604659989e+00 -2.357971713129772e+00 8.356205064837091e+00 -1.150288431103733e+02 3.520820899524611e+00 -3.440790320815270e+00 1.126133808950570e+03 -2.078960349251568e+00 -1.530481408934066e+01 1.815155539166523e+01 2.081416861488136e+00 0.000000000000000e+00 2.878507353356311e+02 0.000000000000000e+00 1.831172379875599e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 334 4.262485787275677e+00 7.614233672780483e-01 7.378480950335193e+00 -1.108497039917553e+02 4.617182196506525e+00 -3.038198038373312e+00 1.124746516933097e+03 -6.222973998540349e-01 -1.351406270315403e+01 2.023297225315336e+01 2.081416861488136e+00 -3.982096474622073e-01 2.878507353356311e+02 0.000000000000000e+00 1.831172379875599e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 335 6.417764239380539e+00 3.437413209088728e+00 6.035979201894995e+00 -1.069339803557612e+02 3.009164036982986e+00 -2.485403200780291e+00 1.125042944234037e+03 1.200264640151541e+00 -1.105520254892532e+01 2.231438911464150e+01 2.081416861488136e+00 -7.964192949244191e-01 2.878507353356311e+02 0.000000000000000e+00 1.831172379875599e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 336 1.028480996465603e+01 4.091799096104383e+00 4.858641038571903e+00 -1.055768879081018e+02 -3.632597743730548e-01 -2.000616898235488e+00 1.126849196590699e+03 2.315729733133563e+00 -8.898847891502013e+00 2.439580597612963e+01 2.081416861488136e+00 -1.194628942386636e+00 2.878507353356311e+02 0.000000000000000e+00 1.831172379875600e+01 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Define node template: node3 Shape. Dimension=0 #Fields=2 1) marker_location, field, element_xi, #Components=1, host mesh=mesh3d, host mesh dimension=3 1. #Values=1 (value) 2) marker_name, field, string, #Components=1 1. #Values=1 (value) Node template: node3 Node: 337 6 1.000000000000000e+00 0.000000000000000e+00 1.000000000000000e+00 "proximodorsal midpoint on serosa of upper esophageal sphincter" Node: 338 3 0.000000000000000e+00 0.000000000000000e+00 1.000000000000000e+00 "proximoventral midpoint on serosa of upper esophageal sphincter" Node: 339 153 0.000000000000000e+00 1.000000000000000e+00 1.000000000000000e+00 "distal point of lower esophageal sphincter serosa on the greater curvature of stomach" Node: 340 157 0.000000000000000e+00 1.000000000000000e+00 1.000000000000000e+00 "distal point of lower esophageal sphincter serosa on the lesser curvature of stomach" Define node template: node4 Shape. 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-1.311899451956886e+01 2.117836498067990e+00 5.012675157539060e+00 -1.046169410355377e+02 5.827901229968894e+00 -1.201431469955220e+00 9.917533171881623e+02 -5.903067166633571e-01 -1.383436493489325e+00 1.038201638726412e+01 6.007599037312880e+01 6.211746748233085e+00 6.211746748233085e+00 3.050082009241853e-02 -3.050082009242757e-02 1.320661315907394e+02 1.320661315907394e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591553e+00 6.462640389591553e+00 4.500000000000000e-01 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 1166 -1.059971357037859e+01 2.672345200836210e+00 5.079946480297172e+00 -9.938272313356025e+01 4.123988966069187e+00 -1.402116325217029e+00 9.934559179636192e+02 3.827455072743115e+00 -8.847228866796417e-01 1.659376313549721e+01 6.211746748233085e+00 2.287561506931163e-02 1.320661315907394e+02 0.000000000000000e+00 6.462640389591552e+00 4.500000000000000e-01 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-6.062613686101610e+00 -1.820673527992313e+00 4.764051045257112e+01 6.205753536187328e+00 -2.064155965103598e-02 1.371455981903832e+02 0.000000000000000e+00 6.462640389591547e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1188 -9.670901452242331e+00 7.017345815151420e-01 4.768628674810125e+00 -1.111756937656199e+02 4.435538364780355e+00 -1.368646173615620e+00 9.927549437250642e+02 -4.307791650064307e+00 -1.650056112192321e+00 5.384626398875844e+01 6.205753536187328e+00 -3.096233947653137e-02 1.371455981903832e+02 0.000000000000000e+00 6.462640389591547e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 1189 -2.987007589419246e+00 2.283278315737668e+00 5.003096554161379e+00 -1.071136169304848e+02 5.356758438181781e+00 -1.302992208324280e+00 9.898245576541174e+02 4.965872568685341e-01 -1.006103301397922e+00 1.043843668927138e+01 6.001957007112154e+01 6.197641672731271e+00 6.197641672731271e+00 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template: node2 Node: 1638 4.009610805090165e+01 5.580537217916761e-01 5.635142062231994e+00 -1.504560907516025e+02 2.762819424822324e+00 -3.004747757463407e-01 9.667494098729319e+02 -4.531908948594062e+00 -4.868479690638564e-01 1.815793372255138e+01 5.690356552548359e+00 -2.176669201762058e-02 2.844501295800540e+02 0.000000000000000e+00 6.462640389591533e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1639 4.074486999780154e+01 6.720760659876565e-01 5.830170046097100e+00 -1.462819690417594e+02 5.151811631500439e+00 4.870801949514636e-02 9.637155590989345e+02 -1.220632837503300e+00 6.504654901479428e-03 2.384829027509974e+01 5.690356552548359e+00 -1.451112801174555e-02 2.844501295800540e+02 0.000000000000000e+00 6.462640389591535e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1640 4.130627014671637e+01 3.924053656744229e-01 5.562126097442524e+00 -1.411795706123869e+02 4.522942455237059e+00 1.739420110147856e-04 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Node template: node1 Node: 1661 4.476428498667237e+01 5.108602502673925e-01 4.950506019010089e+00 -1.523819771733719e+02 -8.212048187143447e-01 -6.506453784241381e-01 9.717038435368129e+02 -5.630671441091812e+00 -9.395127519511398e-02 1.244476643457126e+01 5.801324032582166e+01 5.696059236406301e+00 5.696059236406301e+00 -2.588820235979389e-02 2.588820235979389e-02 2.895295961796978e+02 2.895295961796978e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591602e+00 6.462640389591602e+00 4.500000000000000e-01 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 1662 4.547060148340265e+01 8.376373842686605e-01 5.118090990381050e+00 -1.510283843685288e+02 3.394872934035784e+00 -2.408441066215096e-01 9.663671953182097e+02 -4.518076781257344e+00 2.035371987856973e-02 1.814082567097756e+01 5.696059236406301e+00 -1.941615176984542e-02 2.895295961796978e+02 0.000000000000000e+00 6.462640389591602e+00 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template: node2 Node: 1798 6.405962584847791e+01 -2.895672313859766e+00 -2.210250279299431e+00 -1.473153111955145e+02 3.577891158190151e+00 7.375627327398642e-01 9.619620441450802e+02 2.805994405636389e+00 -2.765685797444289e+00 1.799656538287530e+01 5.744145999107054e+00 -1.477631735976530e-02 3.352447955764922e+02 0.000000000000000e+00 6.462640389591602e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1799 6.269417157774051e+01 3.066086668457515e-01 -2.078113622600014e+00 -1.426269558537705e+02 5.311788005534710e+00 7.239109785540983e-01 9.638988633828834e+02 8.664451530504251e-01 -2.705637938516362e+00 2.374071138198235e+01 5.744145999107054e+00 -9.850878239842027e-03 3.352447955764922e+02 0.000000000000000e+00 6.462640389591601e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1800 6.461171541935073e+01 3.329282448854162e+00 -2.527482456983297e+00 -1.377507323768135e+02 3.934111479687772e+00 8.723026698179646e-01 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0.000000000000000e+00 6.462640389591602e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1803 7.390302825816298e+01 -3.066086668457515e-01 -4.023839596011248e+00 -1.419855339185885e+02 -5.311788005534711e+00 1.183894332919137e+00 9.560001176615393e+02 -8.664451530504260e-01 -5.195474537212379e+00 4.671729537841057e+01 5.744145999107054e+00 9.850878239837508e-03 3.352447955764922e+02 0.000000000000000e+00 6.462640389591601e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1804 7.198548441655277e+01 -3.329282448854161e+00 -3.602020076529842e+00 -1.468617573955455e+02 -3.934111479687772e+00 1.034965647258740e+00 9.563767874826494e+02 1.580655919140044e+00 -4.520528741468473e+00 5.246144137751762e+01 5.744145999107054e+00 1.477631735976982e-02 3.352447955764922e+02 0.000000000000000e+00 6.462640389591602e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 1805 6.787571219332450e+01 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0.000000000000000e+00 Node: 1807 6.233478195330666e+01 3.276814622815759e-01 -1.986587145114736e+00 -1.426502218729628e+02 5.676859949490589e+00 6.920277258005360e-01 9.641686740390855e+02 9.259947465254804e-01 -2.586473371589025e+00 2.374071138198235e+01 5.744145999107054e+00 -9.850878239842027e-03 3.352447955764922e+02 0.000000000000000e+00 6.462640389591601e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1808 6.438161017130885e+01 3.558099490180945e+00 -2.473828315704507e+00 -1.374555995365651e+02 4.204497595273041e+00 8.537851720782809e-01 9.637720899031440e+02 -1.689292244333111e+00 -3.286246275119876e+00 2.948485738108941e+01 5.744145999107054e+00 -4.925439119923275e-03 3.352447955764922e+02 0.000000000000000e+00 6.462640389591602e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1809 6.872305767447382e+01 4.704231093005096e+00 -3.289064072959948e+00 -1.351023176289188e+02 2.691975727095565e-01 1.090865402347353e+00 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0.000000000000000e+00 6.462640389591601e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1812 7.221511773569169e+01 -3.558099490180940e+00 -3.634986623749057e+00 -1.471567374535139e+02 -4.204497595273036e+00 1.044437899815835e+00 9.561262773947444e+02 1.689292244333109e+00 -4.561901699154763e+00 5.246144137751762e+01 5.744145999107054e+00 1.477631735976982e-02 3.352447955764922e+02 0.000000000000000e+00 6.462640389591602e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 1813 6.433206726342380e+01 -3.161428369562054e+00 -4.445208276320688e+00 -1.482795899664415e+02 -5.797905553527535e-01 9.117723013784362e-01 9.551689681977184e+02 4.332527467849689e+00 -3.021933009868209e+00 1.223693431760952e+01 5.822107244278340e+01 5.748017265646736e+00 5.748017265646736e+00 -3.919798877964410e-02 3.919798877963958e-02 3.403242621761361e+02 3.403242621761361e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591528e+00 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Node: 1816 6.225417291494671e+01 2.485442437553758e+00 -2.508183595404229e+00 -1.372915331475962e+02 4.154453451515451e+00 6.249945064989566e-01 9.611706117029006e+02 -2.380057371665284e+00 -1.873844311449554e+00 2.948098611454972e+01 5.748017265646736e+00 -9.799497194907632e-03 3.403242621761361e+02 0.000000000000000e+00 6.462640389591527e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1817 6.523229354507151e+01 3.161428369562054e+00 -3.724355052190838e+00 -1.347947255834614e+02 5.797905553527541e-01 8.176319686439958e-01 9.576304408587524e+02 -4.332527467849689e+00 -2.770502023815396e+00 3.522900338019646e+01 5.748017265646736e+00 0.000000000000000e+00 3.403242621761361e+02 0.000000000000000e+00 6.462640389591528e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1818 6.794674400190405e+01 1.985492439151960e+00 -5.157164747164285e+00 -1.362475433537205e+02 -3.334505784799757e+00 1.042648475379837e+00 9.533693213638927e+02 -3.747061732721710e+00 -3.738049029621158e+00 4.097702064584320e+01 5.748017265646736e+00 9.799497194912153e-03 3.403242621761361e+02 0.000000000000000e+00 6.462640389591527e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1819 6.880743602222167e+01 -3.535180341241153e-01 -5.962296487776301e+00 -1.407989455122124e+02 -5.295493860028113e+00 1.167967441617871e+00 9.508833592275179e+02 -9.666180536145825e-01 -4.213279173408471e+00 4.672503791148993e+01 5.748017265646736e+00 1.959899438983335e-02 3.403242621761361e+02 0.000000000000000e+00 6.462640389591530e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1820 6.731018789354860e+01 -2.485442437553758e+00 -5.666714062750911e+00 -1.457827824023067e+02 -4.154453451515452e+00 1.115085876574589e+00 9.516287973535702e+02 2.380057371665284e+00 -3.917624669074506e+00 5.247305517713666e+01 5.748017265646736e+00 2.939849158472743e-02 3.403242621761361e+02 0.000000000000000e+00 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-2.939849158473647e-02 3.403242621761361e+02 0.000000000000000e+00 6.462640389591530e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1823 6.049031724071478e+01 3.777974104967293e-01 -2.111575121805034e+00 -1.423231669510444e+02 5.659184750154949e+00 5.374902837658890e-01 9.622754046281764e+02 1.033004719263532e+00 -1.495100344080230e+00 2.373296884890299e+01 5.748017265646736e+00 -1.959899438981979e-02 3.403242621761361e+02 0.000000000000000e+00 6.462640389591530e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1824 6.208945005107052e+01 2.656140921277073e+00 -2.402981234721481e+00 -1.370135554814132e+02 4.439778468163494e+00 5.987799591995026e-01 9.614838125892657e+02 -2.543518081267405e+00 -1.795248452088366e+00 2.948098611454972e+01 5.748017265646736e+00 -9.799497194907632e-03 3.403242621761361e+02 0.000000000000000e+00 6.462640389591527e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1825 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-1.033004719263533e+00 -4.323211071881716e+00 4.672503791148993e+01 5.748017265646736e+00 1.959899438983335e-02 3.403242621761361e+02 0.000000000000000e+00 6.462640389591530e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1828 6.747300811085422e+01 -2.656140921277059e+00 -5.812785169674100e+00 -1.460603821642269e+02 -4.439778468163473e+00 1.143829488216535e+00 9.513142692164848e+02 2.543518081267392e+00 -4.018609431246096e+00 5.247305517713666e+01 5.748017265646736e+00 2.939849158472743e-02 3.403242621761361e+02 0.000000000000000e+00 6.462640389591530e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 1829 5.917830374138523e+01 -1.492466176507879e+00 -5.317738514071895e+00 -1.472840309463529e+02 -7.228110283500724e-01 1.022806431131582e+00 9.530272785317812e+02 5.141481185192158e+00 -1.045273722565095e+00 1.220612572193087e+01 5.825188103846205e+01 5.755719414566397e+00 5.755719414566397e+00 -4.697087588746728e-02 4.697087588746728e-02 3.454037287757799e+02 3.454037287757799e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591515e+00 6.462640389591515e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 1830 5.815850207648219e+01 -4.411990324624190e-01 -3.707984840586187e+00 -1.459808400781646e+02 3.193815861140824e+00 9.961433742903182e-01 9.580249509500497e+02 4.334699932785317e+00 -6.794630155204766e-01 1.796184513649727e+01 5.755719414566397e+00 -3.522815691560047e-02 3.454037287757799e+02 0.000000000000000e+00 6.462640389591518e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1831 5.838386636618794e+01 8.685165210936387e-01 -2.744957627676823e+00 -1.415331418851800e+02 5.239548734897729e+00 9.609226391939047e-01 9.608324806820448e+02 9.887102485705798e-01 -6.803003785502179e-01 2.371756455106367e+01 5.755719414566397e+00 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-2.709631640226488e+00 -5.066524399971295e+00 -1.318194302142443e+02 3.017568262662043e+00 -9.829024294451636e-01 9.661556876337422e+02 -3.629871835205142e+00 2.294864419030574e+00 2.943279997053056e+01 5.796203409665902e+00 1.184237331736001e-03 3.809599949732867e+02 0.000000000000000e+00 6.462640389591513e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1945 2.452148142192397e+01 -2.254403712918405e+00 -5.509195489356433e+00 -1.307209488969816e+02 -9.347170779694354e-01 -1.401690385547776e+00 9.616755761920321e+02 -4.864952134285522e+00 2.476777022184287e+00 3.522900338019646e+01 5.796203409665902e+00 0.000000000000000e+00 3.809599949732867e+02 0.000000000000000e+00 6.462640389591513e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1946 2.308012646177941e+01 -4.785766656469820e-01 -5.293693775115389e+00 -1.335025122868174e+02 -4.339457831308169e+00 -1.631269678612100e+00 9.573956960661010e+02 -3.250209453397379e+00 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-5.583779601799495e+00 -1.302886010436819e+02 -9.983444667784616e-01 -1.420666628726663e+00 9.616490155416046e+02 -5.196115657752896e+00 2.510307910001913e+00 3.522900338019646e+01 5.796203409665902e+00 0.000000000000000e+00 3.809599949732867e+02 0.000000000000000e+00 6.462640389591513e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1954 2.285710215269354e+01 -5.111539923030856e-01 -5.319304426400613e+00 -1.332527478951112e+02 -4.634850284447938e+00 -1.639161687607310e+00 9.570950668822342e+02 -3.471455374196589e+00 2.584346478638597e+00 4.102520678986237e+01 5.796203409665902e+00 -1.184237331740521e-03 3.809599949732867e+02 0.000000000000000e+00 6.462640389591513e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1955 2.346605887053138e+01 1.684982953024790e+00 -4.510041729809578e+00 -1.386140113804633e+02 -5.556323665056602e+00 -1.530482808265643e+00 9.554247713434148e+02 2.867363863911251e-01 2.497340621143178e+00 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-1.356623618468603e+02 -4.537421271254252e+00 -2.400050911934370e+00 9.599343295681650e+02 -2.994678296510703e+00 2.751118977855377e+00 4.102427601024134e+01 5.795272630044883e+00 -4.937850544140649e-03 3.860394615729305e+02 0.000000000000000e+00 6.462640389591544e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1963 1.900707070217894e+01 2.225046285987555e+00 -4.219447624285467e+00 -1.406684576647571e+02 -4.954731613943467e+00 -2.358897872763196e+00 9.585326061196450e+02 3.368439760905706e-01 3.019434805882451e+00 4.681954864028622e+01 5.795272630044883e+00 -9.875701088272255e-03 3.860394615729305e+02 0.000000000000000e+00 6.462640389591543e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1964 2.196640934579638e+01 3.386211641570849e+00 -3.618063954553582e+00 -1.445840132752858e+02 -2.469627375103334e+00 -1.864358789740673e+00 9.605408618235122e+02 3.471047615901664e+00 3.069699862609221e+00 5.261482127033111e+01 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4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1969 1.925619506420697e+01 -2.738329791010476e+00 -4.836960777068928e+00 -1.320877799522420e+02 -1.561698607232208e+00 -1.973692077572006e+00 9.638958077254360e+02 -4.883230950123003e+00 2.439563578838800e+00 3.522900338019646e+01 5.795272630044883e+00 0.000000000000000e+00 3.860394615729305e+02 0.000000000000000e+00 6.462640389591544e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1970 1.768525926094999e+01 -2.558282975200725e-01 -4.798680920651699e+00 -1.354560243367107e+02 -4.846342178506681e+00 -2.442907484607550e+00 9.596436627622217e+02 -3.198564751169016e+00 2.800244406745549e+00 4.102427601024134e+01 5.795272630044883e+00 -4.937850544140649e-03 3.860394615729305e+02 0.000000000000000e+00 6.462640389591544e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1971 1.880035881927565e+01 2.376533943018770e+00 -4.309798818111608e+00 -1.407872335343583e+02 -5.292064229512699e+00 -2.409409043394017e+00 9.581509485633632e+02 3.597772988912651e-01 3.084090079198677e+00 4.681954864028622e+01 5.795272630044883e+00 -9.875701088272255e-03 3.860394615729305e+02 0.000000000000000e+00 6.462640389591543e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1972 2.194830190998490e+01 3.616754831177235e+00 -3.665229824146648e+00 -1.449585365803768e+02 -2.637766827819718e+00 -1.888662976912634e+00 9.602920558454649e+02 3.707366686695004e+00 3.109717138486132e+00 5.261482127033111e+01 5.795272630044883e+00 -1.481355163243098e-02 3.860394615729305e+02 0.000000000000000e+00 6.462640389591543e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 1973 2.207815456539439e+01 2.543956973979955e+00 -2.976526311704415e+00 -1.463756220188116e+02 2.130705737327854e+00 -1.329623898152099e+00 9.680895124048288e+02 4.308109959027126e+00 3.410199697904270e+00 1.206343694639710e+01 5.839456981399582e+01 5.791391608449840e+00 5.791391608449840e+00 2.102530080241988e-02 -2.102530080241536e-02 3.911189281725743e+02 3.911189281725743e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591543e+00 6.462640389591543e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 1974 2.332001894664237e+01 -1.892344520207539e-01 -3.460442770771961e+00 -1.427369892419499e+02 4.768574633532795e+00 -9.480645155815169e-01 9.717364807237426e+02 2.606975590642875e+00 3.178807228013816e+00 1.785482855484694e+01 5.791391608449840e+00 1.576897560181378e-02 3.911189281725743e+02 0.000000000000000e+00 6.462640389591543e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1975 2.173741283592772e+01 -2.811574902495945e+00 -4.079161061351115e+00 -1.377891709240467e+02 4.613077182602536e+00 -1.082352340065552e+00 9.727837177249870e+02 -6.212897219643629e-01 2.832240956592698e+00 2.364622016329678e+01 5.791391608449840e+00 1.051265040120768e-02 3.911189281725743e+02 0.000000000000000e+00 6.462640389591544e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1976 1.825740542901253e+01 -3.786932906716825e+00 -4.468056185157547e+00 -1.344305319315716e+02 1.755301682377578e+00 -1.659288244844154e+00 9.706177661762521e+02 -3.485611941607885e+00 2.571764584195925e+00 2.943761177174662e+01 5.791391608449840e+00 5.256325200606102e-03 3.911189281725743e+02 0.000000000000000e+00 6.462640389591545e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1977 1.491853786770889e+01 -2.543956973979955e+00 -4.399357750428825e+00 -1.346285174352016e+02 -2.130705737327854e+00 -2.340254660689926e+00 9.665074111193437e+02 -4.308109959027126e+00 2.550972893015540e+00 3.522900338019646e+01 5.791391608449840e+00 0.000000000000000e+00 3.911189281725743e+02 0.000000000000000e+00 6.462640389591544e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1978 1.367667348646090e+01 1.892344520207529e-01 -3.911002628329917e+00 -1.382671502120633e+02 -4.768574633532795e+00 -2.729892855057951e+00 9.628604428004301e+02 -2.606975590642875e+00 2.783804322746891e+00 4.102039498864630e+01 5.791391608449840e+00 -5.256325200610622e-03 3.911189281725743e+02 0.000000000000000e+00 6.462640389591545e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1979 1.525927959717556e+01 2.811574902495945e+00 -3.288016995871138e+00 -1.432149685299665e+02 -4.613077182602536e+00 -2.593387069028443e+00 9.618132057991855e+02 6.212897219643621e-01 3.138523744554506e+00 4.681178659709614e+01 5.791391608449840e+00 -1.051265040121220e-02 3.911189281725743e+02 0.000000000000000e+00 6.462640389591544e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1980 1.873928700409075e+01 3.786932906716825e+00 -2.903122050612289e+00 -1.465736075224415e+02 -1.755301682377580e+00 -2.007980599653314e+00 9.639791573479205e+02 3.485611941607886e+00 3.398283527835215e+00 5.260317820554597e+01 5.791391608449840e+00 -1.576897560180474e-02 3.911189281725743e+02 0.000000000000000e+00 6.462640389591543e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 1981 2.230933064428630e+01 2.717280614320842e+00 -2.972469302960380e+00 -1.467580946199246e+02 2.275873945228444e+00 -1.327811619268533e+00 9.681421653244630e+02 4.601628013272840e+00 3.405551591842214e+00 1.206343694639710e+01 5.839456981399582e+01 5.791391608449840e+00 5.791391608449840e+00 2.102530080241988e-02 -2.102530080241536e-02 3.911189281725743e+02 3.911189281725743e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591543e+00 6.462640389591543e+00 4.500000000000000e-01 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 1982 2.362883954295100e+01 -2.021272817492521e-01 -3.459808868298490e+00 -1.428844763678645e+02 5.093464843223742e+00 -9.478908440367907e-01 9.720286748150330e+02 2.784592784750973e+00 3.178224917050160e+00 1.785482855484694e+01 5.791391608449840e+00 1.576897560181378e-02 3.911189281725743e+02 0.000000000000000e+00 6.462640389591543e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1983 2.194218989063304e+01 -3.003131757496243e+00 -4.085963138117415e+00 -1.376157145284866e+02 4.927373115529136e+00 -1.084157182677693e+00 9.731449368229117e+02 -6.636191313917450e-01 2.836963770945368e+00 2.364622016329678e+01 5.791391608449840e+00 1.051265040120768e-02 3.911189281725743e+02 0.000000000000000e+00 6.462640389591544e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1984 1.823771836053941e+01 -4.044942379295271e+00 -4.486097047388948e+00 -1.340379573588318e+02 1.874893043630117e+00 -1.665988024208357e+00 9.708368497771288e+02 -3.723091960615424e+00 2.582148708439752e+00 2.943761177174662e+01 5.791391608449840e+00 5.256325200606102e-03 3.911189281725743e+02 0.000000000000000e+00 6.462640389591545e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1985 1.468575146464333e+01 -2.717280614320842e+00 -4.422722734606439e+00 -1.342468397065753e+02 -2.275873945228443e+00 -2.352683750620900e+00 9.664561022310446e+02 -4.601628013272840e+00 2.564521107246815e+00 3.522900338019646e+01 5.791391608449840e+00 0.000000000000000e+00 3.911189281725743e+02 0.000000000000000e+00 6.462640389591544e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1986 1.336675553391929e+01 2.021272817492502e-01 -3.926823464042562e+00 -1.381201958254178e+02 -5.093464843223721e+00 -2.740935851055997e+00 9.625691435197270e+02 -2.784592784750961e+00 2.795065402074045e+00 4.102039498864630e+01 5.791391608449840e+00 -5.256325200610622e-03 3.911189281725743e+02 0.000000000000000e+00 6.462640389591545e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1987 1.505302378606375e+01 3.003131757496258e+00 -3.291235725616274e+00 -1.433891646730322e+02 -4.927373115529161e+00 -2.595925806544160e+00 9.614531860162241e+02 6.636191313917474e-01 3.141596131268169e+00 4.681178659709614e+01 5.791391608449840e+00 -1.051265040121220e-02 3.911189281725743e+02 0.000000000000000e+00 6.462640389591544e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1988 1.875699068773404e+01 4.044942379295283e+00 -2.899336268753462e+00 -1.469671908527335e+02 -1.874893043630124e+00 -2.005362116380990e+00 9.637617205945834e+02 3.723091960615435e+00 3.393852036528084e+00 5.260317820554597e+01 5.791391608449840e+00 -1.576897560180474e-02 3.911189281725743e+02 0.000000000000000e+00 6.462640389591543e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 1989 1.916520107292003e+01 1.952349052002841e+00 -2.998821646790538e+00 -1.477702202703994e+02 2.620647254011766e+00 -1.591498814961182e+00 9.715903852161167e+02 4.341320257550187e+00 3.379594690961635e+00 1.207996228383431e+01 5.837804447655861e+01 5.787260274090537e+00 5.787260274090537e+00 1.314242854888832e-02 -1.314242854888832e-02 3.961983947722181e+02 3.961983947722181e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591578e+00 6.462640389591578e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 1990 1.967636524766245e+01 -9.831210003253710e-01 -3.988282678882308e+00 -1.438582214152657e+02 4.796967703915294e+00 -1.510380612072487e+00 9.751223218720031e+02 2.355651581992612e+00 3.400816951004178e+00 1.786722255792485e+01 5.787260274090537e+00 9.856821411668503e-03 3.961983947722181e+02 0.000000000000000e+00 6.462640389591580e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1991 1.739496131822078e+01 -3.342692104116785e+00 -4.752026149546980e+00 -1.391326436865721e+02 4.163289531130967e+00 -1.838193997543577e+00 9.758320483250152e+02 -1.009925842070598e+00 3.080168648188816e+00 2.365448283201539e+01 5.787260274090537e+00 6.571214274444162e-03 3.961983947722181e+02 0.000000000000000e+00 6.462640389591580e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1992 1.365740476521071e+01 -3.744159508154044e+00 -4.837183009400460e+00 -1.363616664277391e+02 1.090812815096045e+00 -2.390503465541244e+00 9.733038164445535e+02 -3.783902404839919e+00 2.611403741093836e+00 2.944174310610592e+01 5.787260274090537e+00 3.285607137219822e-03 3.961983947722181e+02 0.000000000000000e+00 6.462640389591581e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1993 1.065310552724908e+01 -1.952349052002842e+00 -4.197379002923030e+00 -1.371684905359637e+02 -2.620647254011766e+00 -2.839167383506404e+00 9.690186301773682e+02 -4.341320257550187e+00 2.273751949265493e+00 3.522900338019646e+01 5.787260274090537e+00 0.000000000000000e+00 3.961983947722181e+02 0.000000000000000e+00 6.462640389591578e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1994 1.014194135250667e+01 9.831210003253699e-01 -3.205606473077536e+00 -1.410804893910974e+02 -4.796967703915294e+00 -2.924954099277369e+00 9.654866935214818e+02 -2.355651581992613e+00 2.262572428780129e+00 4.101626365428699e+01 5.787260274090537e+00 -3.285607137219822e-03 3.961983947722181e+02 0.000000000000000e+00 6.462640389591581e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1995 1.242334528194833e+01 3.342692104116784e+00 -2.439274802415029e+00 -1.458060671197909e+02 -4.163289531130967e+00 -2.591268443972235e+00 9.647769670684697e+02 1.009925842070597e+00 2.589511518802734e+00 4.680352392837754e+01 5.787260274090537e+00 -6.571214274448682e-03 3.961983947722181e+02 0.000000000000000e+00 6.462640389591580e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 1996 1.616090183495841e+01 3.744159508154044e+00 -2.356737873367020e+00 -1.485770443786239e+02 -1.090812815096046e+00 -2.030245665831458e+00 9.673051989489315e+02 3.783902404839919e+00 3.046263999068695e+00 5.259078420246807e+01 5.787260274090537e+00 -9.856821411668503e-03 3.961983947722181e+02 0.000000000000000e+00 6.462640389591580e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 1997 1.944220778227990e+01 2.085466681150296e+00 -2.999373852487382e+00 -1.481148899670980e+02 2.799331669551065e+00 -1.591791874974631e+00 9.716738722399424e+02 4.637325861395484e+00 3.380217012546971e+00 1.207996228383431e+01 5.837804447655861e+01 5.787260274090537e+00 5.787260274090537e+00 1.314242854888832e-02 -1.314242854888832e-02 3.961983947722181e+02 3.961983947722181e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591578e+00 6.462640389591578e+00 4.500000000000000e-01 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 1998 1.998190639661273e+01 -1.050153448541596e+00 -3.985485366635469e+00 -1.439512695511148e+02 5.124040860832077e+00 -1.509321257326668e+00 9.754393181664817e+02 2.516267714323351e+00 3.398431677022303e+00 1.786722255792485e+01 5.787260274090537e+00 9.856821411668503e-03 3.961983947722181e+02 0.000000000000000e+00 6.462640389591580e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 1999 1.754945650228705e+01 -3.570607930650674e+00 -4.747214874776420e+00 -1.389199964695505e+02 4.447156409991567e+00 -1.836332884804410e+00 9.761973049460274e+02 -1.078785933237826e+00 3.077050075765237e+00 2.365448283201539e+01 5.787260274090537e+00 6.571214274444162e-03 3.961983947722181e+02 0.000000000000000e+00 6.462640389591580e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 2000 1.357048769282109e+01 -3.999448712901585e+00 -4.852052053201445e+00 -1.359678047617725e+02 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-3.285607137219822e-03 3.961983947722181e+02 0.000000000000000e+00 6.462640389591581e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 2003 1.226588917414579e+01 3.570607930650712e+00 -2.395401227900899e+00 -1.460205261639154e+02 -4.447156409991616e+00 -2.544661063348219e+00 9.644140416043467e+02 1.078785933237837e+00 2.542935738795123e+00 4.680352392837754e+01 5.787260274090537e+00 -6.571214274448682e-03 3.961983947722181e+02 0.000000000000000e+00 6.462640389591580e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 2004 1.624567267515387e+01 3.999448712901529e+00 -2.335755460715616e+00 -1.489722477017943e+02 -1.165188048172461e+00 -2.012170065305151e+00 9.671073903596144e+02 4.041901412005597e+00 3.019142625497243e+00 5.259078420246807e+01 5.787260274090537e+00 -9.856821411668503e-03 3.961983947722181e+02 0.000000000000000e+00 6.462640389591580e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 2005 1.609787257277771e+01 7.513973507046696e-01 -3.390964702428805e+00 -1.495510782381599e+02 2.680101449468945e+00 -2.458004674517983e+00 9.748267263449316e+02 4.663788232097030e+00 2.631175054887093e+00 1.209029188951062e+01 5.836771487088230e+01 5.784677872671459e+00 5.784677872671459e+00 -1.523335288642809e-02 1.523335288642809e-02 4.012778613718619e+02 4.012778613718619e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591544e+00 6.462640389591544e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 2006 1.537711121335765e+01 -2.118046585203841e+00 -5.312277907637935e+00 -1.457808601590632e+02 4.468680299650186e+00 -3.326031694537588e+00 9.784707507775627e+02 2.245715359159071e+00 2.897633397168538e+00 1.787496976218208e+01 5.784677872671459e+00 -1.142501466482107e-02 4.012778613718619e+02 0.000000000000000e+00 6.462640389591545e+00 0.000000000000000e+00 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-3.517438500213832e+00 9.710379038513609e+02 -4.663788232097030e+00 1.193926671772712e+00 3.522900338019646e+01 5.784677872671459e+00 0.000000000000000e+00 4.012778613718619e+02 0.000000000000000e+00 6.462640389591544e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 2010 7.277568694585495e+00 2.118046585203840e+00 -1.922728054949147e+00 -1.440532154741288e+02 -4.468680299650186e+00 -2.670578644186786e+00 9.673938794187297e+02 -2.245715359159071e+00 9.750977106153166e-01 4.101368125286792e+01 5.784677872671459e+00 3.808338221607022e-03 4.012778613718619e+02 0.000000000000000e+00 6.462640389591543e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 2011 1.037063113324515e+01 3.746767557237962e+00 -9.198146832625774e-01 -1.483294489659619e+02 -3.639566836205814e+00 -2.120803024235929e+00 9.669941954927698e+02 1.487867113944705e+00 1.691645607747755e+00 4.679835912553938e+01 5.784677872671459e+00 7.616676443214042e-03 4.012778613718619e+02 0.000000000000000e+00 6.462640389591543e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 2012 1.402412062384438e+01 3.180682909301598e+00 -1.632421083383504e+00 -1.506067382868896e+02 -6.784444812754145e-01 -1.868812841090011e+00 9.700729814966458e+02 4.349877210708588e+00 2.118077756192090e+00 5.258303699821084e+01 5.784677872671459e+00 1.142501466482107e-02 4.012778613718619e+02 0.000000000000000e+00 6.462640389591545e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 2013 1.641016831283552e+01 8.026544721689051e-01 -3.390225694465111e+00 -1.498511686656873e+02 2.862926535827144e+00 -2.457468990667318e+00 9.749488619500930e+02 4.981931967461392e+00 2.630601631248080e+00 1.209029188951062e+01 5.836771487088230e+01 5.784677872671459e+00 5.784677872671459e+00 -1.523335288642809e-02 1.523335288642809e-02 4.012778613718619e+02 4.012778613718619e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591544e+00 6.462640389591544e+00 4.500000000000000e-01 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 2014 1.562284173662161e+01 -2.262530686702048e+00 -5.341763454281167e+00 -1.458505736474093e+02 4.773514604281670e+00 -3.344492675753415e+00 9.788412322743733e+02 2.398908479723791e+00 2.913716573947441e+00 1.787496976218208e+01 5.784677872671459e+00 -1.142501466482107e-02 4.012778613718619e+02 0.000000000000000e+00 6.462640389591545e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 2015 1.231967922672427e+01 -4.002356054588245e+00 -6.305901417346837e+00 -1.413039383018996e+02 3.887842557734031e+00 -4.026891578556639e+00 9.792716262424531e+02 -1.589363060544170e+00 2.574412234491350e+00 2.365964763485354e+01 5.784677872671459e+00 -7.616676443214042e-03 4.012778613718619e+02 0.000000000000000e+00 6.462640389591543e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 2016 8.437426245200001e+00 -3.397655527142752e+00 -5.710121358191785e+00 -1.388716547677842e+02 7.247250692371148e-01 -4.130485585849034e+00 9.759883452492462e+02 -4.646607275480200e+00 1.862405182319333e+00 2.944432550752500e+01 5.784677872671459e+00 -3.808338221607022e-03 4.012778613718619e+02 0.000000000000000e+00 6.462640389591543e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 2017 6.246093506414159e+00 -8.026544721689062e-01 -3.901334945161439e+00 -1.399816635696431e+02 -2.862926535827145e+00 -3.532876768647068e+00 9.709147988461857e+02 -4.981931967461395e+00 1.199166894294671e+00 3.522900338019646e+01 5.784677872671459e+00 0.000000000000000e+00 4.012778613718619e+02 0.000000000000000e+00 6.462640389591544e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 2018 7.015158401815662e+00 2.262530686702049e+00 -1.782462879793514e+00 -1.439961301514475e+02 -4.773514604281672e+00 -2.475756927028422e+00 9.670327947968157e+02 -2.398908479723792e+00 9.039632353985748e-01 4.101368125286792e+01 5.784677872671459e+00 3.808338221607022e-03 4.012778613718619e+02 0.000000000000000e+00 6.462640389591543e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 2019 1.027414682760140e+01 4.002356054588271e+00 -8.506713128901251e-01 -1.485771952776914e+02 -3.887842557734056e+00 -1.961380184331230e+00 9.666311355200534e+02 1.589363060544179e+00 1.564482951047650e+00 4.679835912553938e+01 5.784677872671459e+00 7.616676443214042e-03 4.012778613718619e+02 0.000000000000000e+00 6.462640389591543e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 2020 1.420219342622129e+01 3.397655527142734e+00 -1.531960366709047e+00 -1.509749525338344e+02 -7.247250692371113e-01 -1.753804355070461e+00 9.698853426270039e+02 4.646607275480174e+00 1.987729274709451e+00 5.258303699821084e+01 5.784677872671459e+00 1.142501466482107e-02 4.012778613718619e+02 0.000000000000000e+00 6.462640389591545e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 2021 1.259909172701420e+01 -2.018316098122852e+00 -3.195318854484457e+00 -1.525535640611093e+02 7.903967128829056e-01 -3.813685377608510e+00 9.766392694329313e+02 4.983237780197721e+00 -1.978889935506458e-01 1.207831887190132e+01 5.837968788849160e+01 5.787671127073786e+00 5.787671127073786e+00 -7.781040631966379e-02 7.781040631965927e-02 4.063573279715058e+02 4.063573279715058e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591480e+00 6.462640389591480e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 2022 9.379358289506364e+00 -4.086681319055552e+00 -5.967105902116634e+00 -1.505956748051599e+02 2.921994105390715e+00 -6.939293195329522e+00 9.803599987927836e+02 2.071707473127457e+00 -1.718514022647058e+00 1.786598999897510e+01 5.787671127073786e+00 -5.835780473974896e-02 4.063573279715058e+02 0.000000000000000e+00 6.462640389591479e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 2023 5.240479986053892e+00 -3.761124048382279e+00 -6.971765037524219e+00 -1.472921261235130e+02 3.341926980134882e+00 -8.325052965314974e+00 9.803696535136538e+02 -2.053400974431175e+00 -2.819970534757117e+00 2.365366112604889e+01 5.787671127073786e+00 -3.890520315982963e-02 4.063573279715058e+02 0.000000000000000e+00 6.462640389591479e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 2024 2.606955593807498e+00 -1.232351319934269e+00 -5.614903769285791e+00 -1.445780920299177e+02 1.804204354376596e+00 -7.189087539803547e+00 9.766625779909971e+02 -4.975654980158154e+00 -2.835833865602841e+00 2.944133225312267e+01 5.787671127073786e+00 -1.945260157991482e-02 4.063573279715058e+02 0.000000000000000e+00 6.462640389591480e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 2025 3.021467984904753e+00 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4.063573279715058e+02 4.063573279715058e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591480e+00 6.462640389591480e+00 4.500000000000000e-01 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 2030 9.462551072870980e+00 -4.365303729417460e+00 -6.208153147332776e+00 -1.507680696691927e+02 3.121210285255553e+00 -7.219612924176293e+00 9.807672566615242e+02 2.212952675447502e+00 -1.787935125241775e+00 1.786598999897510e+01 5.787671127073786e+00 -5.835780473974896e-02 4.063573279715058e+02 0.000000000000000e+00 6.462640389591479e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 2031 5.044277428268152e+00 -4.017550563252487e+00 -7.316404509450464e+00 -1.472646804268037e+02 3.569773410468733e+00 -8.736590336738359e+00 9.807736971870983e+02 -2.193398073365190e+00 -2.959371841415523e+00 2.365366112604889e+01 5.787671127073786e+00 -3.890520315982963e-02 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-8.107694342139235e+00 -1.470288288738070e+02 -4.448260191558870e+00 -3.522703005094434e-01 9.223357259323792e+02 -4.160734469004414e+00 3.897092916751711e-02 4.135604713614281e+01 6.127043755946354e+00 7.101686496459468e-03 6.552511913540530e+02 0.000000000000000e+00 6.462640389591426e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 2819 -2.374761852659184e-01 5.030657103227579e-01 -9.568274077348367e+00 -1.525870020225866e+02 -6.119372540461176e+00 -3.419769319999242e-01 9.202652055584435e+02 2.242922139334258e-01 -3.279199634996786e-01 4.748309089208917e+01 6.127043755946354e+00 1.420337299292797e-02 6.552511913540530e+02 0.000000000000000e+00 6.462640389591424e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 2820 -1.268593125038910e-02 -9.563406597636455e-02 -8.371481222268784e+00 -1.580161161096185e+02 -4.205839448374819e+00 -3.961014599468372e-01 9.227385580457061e+02 4.477931559883786e+00 -6.373797430185147e-01 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-1.525890200246647e+02 -5.772167621730076e+00 3.542785487036084e-01 9.229621709318843e+02 -2.477180139994994e-01 6.630756875064643e+00 4.749425437239608e+01 6.132625496099809e+00 -7.052485332080666e-03 6.603306579536968e+02 0.000000000000000e+00 6.462640389591584e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 2828 -8.863886532525658e+00 2.535180382224064e+00 -8.007754257083704e+00 -1.578287077312914e+02 -4.162903258093160e+00 1.813499401019526e-01 9.244691820829121e+02 3.105190336865242e+00 5.434181120555063e+00 5.362687986849589e+01 6.132625496099809e+00 -1.057872799813456e-02 6.603306579536968e+02 0.000000000000000e+00 6.462640389591585e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 2829 -5.699394330300247e+00 3.665299525884524e+00 -5.066695147857106e+00 -1.605343379350393e+02 -1.224433934656299e-01 -2.439192818421243e-01 9.285342653866478e+02 4.936528154097779e+00 2.841894109438621e+00 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-1.581404414760514e+02 -4.429781466728509e+00 1.883788149998381e-01 9.242039675498887e+02 3.304259972452686e+00 5.644802526039725e+00 5.362687986849589e+01 6.132625496099809e+00 -1.057872799813456e-02 6.603306579536968e+02 0.000000000000000e+00 6.462640389591585e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 2837 -8.982149214107404e+00 5.720956462065768e+00 -6.890944062842763e-01 -1.600838369241133e+02 -6.800315784543239e-01 1.501153130928682e-01 9.334204061287340e+02 4.186854927364176e-01 6.040581677752280e+00 1.070958753444313e+01 5.974841922594979e+01 6.129853961438333e+00 6.129853961438333e+00 -1.577474653185758e-02 1.577474653186662e-02 6.654101245533407e+02 6.654101245533407e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591498e+00 6.462640389591498e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 2838 -3.573816205745822e+00 4.533885961425308e+00 -8.519546500886775e-01 -1.585579193748738e+02 3.573352680261120e+00 -6.477450044527583e-01 9.337494454523103e+02 2.052121868609882e-01 1.094925468607726e+00 1.683944149588146e+01 6.129853961438333e+00 -1.183105989889093e-02 6.654101245533407e+02 0.000000000000000e+00 6.462640389591499e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 2839 -8.182862007736986e-01 6.909265548348815e-01 2.552893374495680e-01 -1.536495414812676e+02 5.733515402021848e+00 -1.207259554310694e+00 9.337899178889445e+02 -1.284716349133661e-01 -2.212947648119612e+00 2.296929545731980e+01 6.129853961438333e+00 -7.887373265933311e-03 6.654101245533407e+02 0.000000000000000e+00 6.462640389591499e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 2840 -2.329711304577699e+00 -3.556768256974100e+00 8.746476872445709e-01 -1.482339644441171e+02 4.535062561353208e+00 -1.388046048972345e+00 9.335181152341586e+02 -3.868985153357153e-01 -4.296093425757058e-01 2.909914941875813e+01 6.129853961438333e+00 -3.943686632966656e-03 6.654101245533407e+02 0.000000000000000e+00 6.462640389591499e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 2841 -7.222719189860605e+00 -5.720956462065768e+00 6.518453655324109e-01 -1.454835598437086e+02 6.800315784543246e-01 -5.547041027023348e-02 9.330932557968371e+02 -4.186854927364176e-01 3.943613516008313e+00 3.522900338019646e+01 6.129853961438333e+00 0.000000000000000e+00 6.654101245533407e+02 0.000000000000000e+00 6.462640389591498e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 2842 -1.263105219822219e+01 -4.533885961425308e+00 4.133039687030995e-01 -1.470094773929481e+02 -3.573352680261119e+00 5.828821129997813e-01 9.327642164732608e+02 -2.052121868609882e-01 9.057897592067333e+00 4.135885734163479e+01 6.129853961438333e+00 3.943686632966656e-03 6.654101245533407e+02 0.000000000000000e+00 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-4.410014432841869e-02 4.410014432841869e-02 6.958869241512036e+02 6.958869241512036e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591427e+00 6.462640389591427e+00 4.500000000000000e-01 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 2942 -2.460578177130303e+01 2.506755875965641e+00 -3.273166113637068e+00 -1.518292530639962e+02 4.765027886619847e+00 1.739309928992591e+00 9.459285651804672e+02 3.031967465337659e+00 -4.476537456770870e+00 1.674269555528642e+01 6.162102608303346e+00 -3.307510824631627e-02 6.958869241512036e+02 0.000000000000000e+00 6.462640389591427e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 2943 -2.240845488645806e+01 1.969577479405790e+00 -1.855030516890557e+00 -1.465111631274102e+02 5.638355154508090e+00 1.816874442693736e+00 9.465349391187882e+02 -1.584884285072331e+00 -6.494594104144420e+00 2.290479816358977e+01 6.162102608303346e+00 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-9.510238703516253e-05 7.314431903487103e+02 0.000000000000000e+00 6.462640389591494e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 3059 -1.072702745141266e+01 7.260956360582542e-01 1.722007530404144e+00 -1.399915065546733e+02 -6.059620894339234e+00 8.965780147915645e-02 9.660577082486062e+02 1.248756895258874e+00 1.791861076417404e+00 4.765369894807488e+01 6.212347783939212e+00 -1.902047740793653e-04 7.314431903487103e+02 0.000000000000000e+00 6.462640389591494e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 3060 -8.246040031150370e+00 4.016940911003880e+00 2.228234057457822e+00 -1.455040599390735e+02 -4.414541765239687e+00 3.656956138658830e-01 9.657622888348376e+02 -1.783709830586471e+00 1.939021398004553e+00 5.386604673201410e+01 6.212347783939212e+00 -2.853071611235682e-04 7.314431903487103e+02 0.000000000000000e+00 6.462640389591494e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 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-9.610737510586521e-02 9.610737510586070e-02 8.685887885390936e+02 8.685887885390936e+02 0.000000000000000e+00 0.000000000000000e+00 6.462640389591445e+00 6.462640389591447e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 3478 -5.180571189074387e+01 3.640550379806995e+00 -6.810601094748583e+00 -1.259755782890522e+02 3.891968471013366e+00 5.285682447039440e+00 1.000773212168892e+03 2.652938113728195e+00 -2.431617934178655e+00 1.630948976935280e+01 6.306504536947886e+00 -7.208053132940007e-02 8.685887885390936e+02 0.000000000000000e+00 6.462640389591447e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 3479 -4.763278384170400e+01 4.271817353709029e+00 -7.908092382231217e+00 -1.219675492126257e+02 3.707731204280109e+00 6.266395919680394e+00 1.001193699936863e+03 -1.855643310527278e+00 -1.822810914601126e+00 2.261599430630068e+01 6.306504536947886e+00 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-9.548847255641377e-01 -2.014896176282005e+00 -1.537321471276251e+02 -6.022883399920562e+00 -5.441437899420867e-01 9.109494210033643e+02 -1.720415866154268e-01 2.801570743014402e+00 4.813693177797997e+01 6.453964198891751e+00 -2.907648661793474e-02 1.046370119526627e+03 0.000000000000000e+00 6.462640389591273e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 4044 -4.811015087491061e+01 2.682926203114775e+00 -8.542757349701124e-01 -1.593952286668691e+02 -4.714992527198517e+00 -7.426843557711152e-01 9.093869602138130e+02 -2.790569843738336e+00 2.569129005456186e+00 5.459089597687171e+01 6.453964198891751e+00 -4.361472992688403e-02 1.046370119526627e+03 0.000000000000000e+00 6.462640389591273e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 4045 -4.425764600587783e+01 5.037537782194582e+00 3.402688400710697e+00 -1.626670062497140e+02 -6.843024731536755e-01 -5.698102890122049e-01 9.059162395047823e+02 -4.003647549052648e+00 3.000334783405821e+00 9.413146584629455e+00 6.104486017576346e+01 6.453964198891751e+00 6.453964198891751e+00 5.815297323585591e-02 -5.815297323585140e-02 1.046370119526627e+03 1.046370119526627e+03 0.000000000000000e+00 0.000000000000000e+00 6.462640389591273e+00 6.462640389591273e+00 4.500000000000000e-01 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 4046 -3.939281270397112e+01 4.278289049822230e+00 6.174345147975344e+00 -1.608964490578024e+02 4.033592781069323e+00 -9.103346035455041e-01 9.023463897271337e+02 -2.701966424942011e+00 5.460614452392157e+00 1.586711078352121e+01 6.453964198891751e+00 4.361472992689307e-02 1.046370119526627e+03 0.000000000000000e+00 6.462640389591273e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 4047 -3.663152637490422e+01 1.012876615816332e+00 7.493198287279205e+00 -1.554123294506154e+02 6.388664089232153e+00 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-1.232309151299294e+00 -1.595215929711707e+02 -5.001342619368739e+00 -1.071336444052909e+00 9.092182321140060e+02 -2.960046237890056e+00 3.706017922190984e+00 5.459089597687171e+01 6.453964198891751e+00 -4.361472992688403e-02 1.046370119526627e+03 0.000000000000000e+00 6.462640389591273e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 4053 -4.175097020975183e+01 5.421505352732078e+00 2.182433281336181e+00 -1.627651510865429e+02 -7.955704534545402e-01 -5.276786588027033e-01 9.101962718231450e+02 -2.655482594547266e+00 4.496803275841624e+00 9.458853303155408e+00 6.099915345723751e+01 6.442537519260263e+00 6.442537519260263e+00 5.032706832070739e-02 -5.032706832070739e-02 1.051449586126271e+03 1.051449586126271e+03 0.000000000000000e+00 0.000000000000000e+00 6.462640389591603e+00 6.462640389591603e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node 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-3.317609602601947e+01 1.064631532566876e+00 2.632578285262556e+00 -1.561950903744209e+02 6.365694111843840e+00 -7.662860486959030e-01 9.069256544706619e+02 2.664477646507786e-01 5.166630354847829e+00 2.234392834167593e+01 6.442537519260263e+00 2.516353416035369e-02 1.051449586126271e+03 0.000000000000000e+00 6.462640389591603e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 4064 -3.435738389726715e+01 -3.314032425326429e+00 2.634010377511178e+00 -1.501657470748044e+02 5.098007734261704e+00 -7.316137176812110e-01 9.082163663502935e+02 2.180367506242771e+00 4.980386459123141e+00 2.878646586093620e+01 6.442537519260263e+00 1.258176708017684e-02 1.051449586126271e+03 0.000000000000000e+00 6.462640389591602e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 4065 -3.912107235350753e+01 -5.751381134607705e+00 2.426458522573761e+00 -1.470413744395053e+02 8.439775670319926e-01 -5.990626698656835e-01 9.108547710320105e+02 2.817057533635348e+00 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-3.004028953897165e+00 2.150974516873871e+00 -1.511705757060992e+02 4.898364115959096e+00 -7.220632795718636e-01 9.129299503327120e+02 1.984627826513808e+00 4.100514705993333e+00 2.879635480133758e+01 6.432648578858878e+00 1.243274773095094e-02 1.056529052725915e+03 0.000000000000000e+00 6.462640389591590e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 4073 -3.691578957718420e+01 -5.403134403937962e+00 2.410823437204286e+00 -1.480799213691392e+02 9.618839793419862e-01 -6.111537351234063e-01 9.153557220585924e+02 2.614923785009486e+00 4.385434451696436e+00 3.522900338019646e+01 6.432648578858878e+00 0.000000000000000e+00 1.056529052725915e+03 0.000000000000000e+00 6.462640389591590e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 4074 -4.221096986062439e+01 -4.637156999476573e+00 2.562646543025054e+00 -1.494385760243958e+02 -3.538054746944258e+00 -4.777674436691943e-01 9.176384674310146e+02 1.713432854818595e+00 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-5.732427174715816e+00 2.411084592417387e+00 -1.476383767067954e+02 1.020505774960007e+00 -6.112199390525165e-01 9.153701935256520e+02 2.774289707484246e+00 4.385909508911784e+00 3.522900338019646e+01 6.432648578858878e+00 0.000000000000000e+00 1.056529052725915e+03 0.000000000000000e+00 6.462640389591590e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 4082 -4.242986561782100e+01 -4.919767455321743e+00 2.556468933256313e+00 -1.490769500764726e+02 -3.753680671395803e+00 -4.766157199423188e-01 9.177927766053043e+02 1.817857622022947e+00 4.743443270844091e+00 4.166165195905533e+01 6.432648578858878e+00 -1.243274773095094e-02 1.056529052725915e+03 0.000000000000000e+00 6.462640389591590e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 4083 -4.566028556103095e+01 -1.225174684321944e+00 2.501233344270213e+00 -1.543808321225332e+02 -6.329011889265687e+00 -3.933431427371992e-01 9.186455632685886e+02 -2.034508039560975e-01 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-4.647711766961407e+00 1.018400615114771e+00 9.916132882521410e+00 6.054187387787151e+01 6.328217624418762e+00 6.328217624418762e+00 3.742538645189240e-02 -3.742538645188788e-02 1.102244252122709e+03 1.102244252122709e+03 0.000000000000000e+00 0.000000000000000e+00 6.462640389591590e+00 6.462640389591590e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 4214 -6.260509143678886e+00 3.099183182948400e+00 6.915753003521476e+00 -1.602286536626881e+02 4.316848183039744e+00 -4.265097831658910e-01 9.017087246088944e+02 -2.730930683119535e+00 2.944548066881868e+00 1.624435050694017e+01 6.328217624418762e+00 2.806903983892043e-02 1.102244252122709e+03 0.000000000000000e+00 6.462640389591590e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 4215 -4.291363084662711e+00 6.345518723504120e-01 9.085311530069898e+00 -1.548462510341158e+02 5.888827157302321e+00 -5.225771834032161e-01 9.006827667281713e+02 7.855925569929401e-01 4.287373869447260e+00 2.257256813135893e+01 6.328217624418762e+00 1.871269322594394e-02 1.102244252122709e+03 0.000000000000000e+00 6.462640389591590e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 4216 -5.117914335428650e+00 -2.201791319041206e+00 8.550578209350004e+00 -1.496250393171914e+02 4.011211049288199e+00 -6.478721220284245e-01 9.031232882027191e+02 3.841926331718309e+00 4.422372915761109e+00 2.890078575577770e+01 6.328217624418762e+00 9.356346612971970e-03 1.102244252122709e+03 0.000000000000000e+00 6.462640389591590e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 4217 -8.255980383274460e+00 -3.748355017253832e+00 5.616396853129507e+00 -1.476235335236681e+02 -2.161180898581374e-01 -7.334524615130031e-01 9.076006646520106e+02 4.647711766961407e+00 3.303163028967652e+00 3.522900338019646e+01 6.328217624418762e+00 0.000000000000000e+00 1.102244252122709e+03 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-8.422542478139283e-01 -1.606178029477201e+02 -4.011211049288200e+00 -2.750963726886491e+00 9.100775460820759e+02 -3.841926331718310e+00 3.023996139005823e+00 5.421365625345275e+01 6.328217624418762e+00 -2.806903983892043e-02 1.102244252122709e+03 0.000000000000000e+00 6.462640389591590e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 4221 -9.922375961324235e+00 3.980790500740053e+00 3.462127885968281e+00 -1.630622360609020e+02 2.295195719683085e-01 -5.372534633948212e-01 9.055388274279237e+02 -4.935916359825647e+00 1.027821985750876e+00 9.916132882521410e+00 6.054187387787151e+01 6.328217624418762e+00 6.328217624418762e+00 3.742538645189240e-02 -3.742538645188788e-02 1.102244252122709e+03 1.102244252122709e+03 0.000000000000000e+00 0.000000000000000e+00 6.462640389591590e+00 6.462640389591590e+00 4.500000000000000e-01 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 4222 -6.140990907098291e+00 3.291363522917589e+00 7.117803476455333e+00 -1.605186108420683e+02 4.584535926047792e+00 -4.389706827028907e-01 9.013860169621760e+02 -2.900275686668149e+00 3.030575912177530e+00 1.624435050694017e+01 6.328217624418762e+00 2.806903983892043e-02 1.102244252122709e+03 0.000000000000000e+00 6.462640389591590e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 4223 -4.098279315298882e+00 6.739004320700649e-01 9.411998331537426e+00 -1.548130135910772e+02 6.253993311835178e+00 -5.413678509549971e-01 9.002776569524456e+02 8.343071491186432e-01 4.441537923312610e+00 2.257256813135893e+01 6.328217624418762e+00 1.871269322594394e-02 1.102244252122709e+03 0.000000000000000e+00 6.462640389591590e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 4224 -4.959540010312380e+00 -2.338324392194997e+00 8.833644385789601e+00 -1.492916019988452e+02 4.259946234540108e+00 -6.693198744393500e-01 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-5.349527921204860e-01 2.018758529573199e+00 4.785193352471950e+01 6.311465072261520e+00 -3.553592750520917e-02 1.112403185321997e+03 0.000000000000000e+00 6.462640389591590e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 4252 -3.941163787288856e+00 9.345643704389222e-01 9.379985406575551e+00 -1.626139476812315e+02 -3.965867331897264e+00 -7.970376582465224e-01 9.176263124069818e+02 -4.347030884855013e+00 2.109941347020814e+00 5.416339859698102e+01 6.311465072261520e+00 -5.330389125781827e-02 1.112403185321997e+03 0.000000000000000e+00 6.462640389591590e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 4253 -2.449604346674286e+00 2.101014995417228e+00 5.535212840923655e+00 -1.649992346946910e+02 3.069483731985851e-01 -6.886361123440109e-01 9.123349742872289e+02 -5.961697950342031e+00 1.573347554614641e+00 9.983143091150382e+00 6.047486366924254e+01 6.311465072261520e+00 6.311465072261520e+00 7.107185501042737e-02 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-5.173033857353998e-01 8.421816116787973e+00 -1.355636538891127e+02 -5.164539844468437e+00 -1.906641316412303e+00 8.849752843728089e+02 1.809704147895742e-01 -3.801194562244602e-01 4.632293540351630e+01 5.546966011659924e+00 -2.944115307074524e-02 1.473045313896708e+03 0.000000000000000e+00 6.462640389591653e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 5388 -3.493427768433040e+01 -3.775224358375656e-01 7.334121434827847e+00 -1.402805793063466e+02 -3.779311579308160e+00 -1.478021601313759e+00 8.832026007185990e+02 -3.542189391601052e+00 -8.423910947861633e-01 5.186990141517623e+01 5.546966011659924e+00 -4.416172960611786e-02 1.473045313896708e+03 0.000000000000000e+00 6.462640389591653e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 5389 -3.518656498888185e+01 -1.777774353333334e-02 5.036790842631633e+00 -1.428163319888108e+02 -1.930699457550212e-01 -5.228363820188361e-01 8.786127830583634e+02 -5.560654296514745e+00 -6.494135048732493e-01 1.304113933355676e+01 5.741686742683616e+01 5.546966011659924e+00 5.546966011659924e+00 5.888230614149049e-02 -5.888230614149049e-02 1.473045313896708e+03 1.473045313896708e+03 0.000000000000000e+00 0.000000000000000e+00 6.462640389591654e+00 6.462640389591654e+00 4.500000000000000e-01 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 5390 -3.483201375199221e+01 3.793126113952131e-01 2.862626849821283e+00 -1.409264678344800e+02 3.775878033475858e+00 7.076749553922440e-01 8.735707142811948e+02 -4.069070566679571e+00 5.275654731892256e-01 1.858810534521669e+01 5.546966011659924e+00 4.416172960611786e-02 1.473045313896708e+03 0.000000000000000e+00 6.462640389591653e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 5391 -3.418891462971168e+01 5.542067829475897e-01 2.026453752661247e+00 -1.360653227121595e+02 5.532967870563141e+00 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template: node2 Node: 5398 -3.385446910095308e+01 -1.906195779297042e+00 9.709338718296602e-01 -1.400297727684325e+02 4.163895770915803e+00 6.891964920532625e-01 8.742933618718866e+02 -2.425112386600976e+00 1.670090812837950e+00 1.862281531157627e+01 5.535396022873398e+00 5.175113219483073e-02 1.478124780496352e+03 0.000000000000000e+00 6.462640389591556e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 5399 -3.433687977896375e+01 9.914877761543908e-01 -6.341850139192444e-01 -1.351520864169038e+02 5.084777498427373e+00 7.868464507523389e-01 8.730784698940014e+02 1.215327483805251e-01 2.536532923947506e+00 2.415821133444966e+01 5.535396022873398e+00 3.450075479655532e-02 1.478124780496352e+03 0.000000000000000e+00 6.462640389591553e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 5400 -3.206916385666884e+01 3.308371239261721e+00 1.996344016577195e+00 -1.308739564767072e+02 3.027065529009728e+00 2.307567390548814e-01 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-3.391520421809909e+01 1.062376470478270e+00 -4.646754447956390e-01 -1.352374623733238e+02 5.448325336797119e+00 5.765324258131573e-01 8.732103814834651e+02 1.302220111808225e-01 1.858550011123692e+00 2.415821133444966e+01 5.535396022873398e+00 3.450075479655532e-02 1.478124780496352e+03 0.000000000000000e+00 6.462640389591553e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 5408 -3.183573405529503e+01 3.544910834736690e+00 2.531317007738934e+00 -1.308044495374253e+02 3.243492527047581e+00 2.925940886789087e-01 8.741338072801886e+02 2.782663097387148e+00 1.615321389208042e+00 2.969360735732306e+01 5.535396022873398e+00 1.725037739827992e-02 1.478124780496352e+03 0.000000000000000e+00 6.462640389591555e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 5409 -2.828513663909963e+01 3.950884509409692e+00 3.952662213257015e+00 -1.292615075967823e+02 -8.613342155906500e-01 -8.349636441595769e-01 8.777560688794219e+02 3.805057880659212e+00 -4.712135787626855e+00 3.522900338019646e+01 5.535396022873398e+00 0.000000000000000e+00 1.478124780496352e+03 0.000000000000000e+00 6.462640389591555e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 5410 -2.512300960679073e+01 2.042483621840251e+00 6.815740940005146e+00 -1.320625188198029e+02 -4.461603056471844e+00 -1.522257505371441e+00 8.811099299942431e+02 2.598501363055715e+00 -8.341758570558550e+00 4.076439940306986e+01 5.535396022873398e+00 -1.725037739827992e-02 1.478124780496352e+03 0.000000000000000e+00 6.462640389591555e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 5411 -2.460745008718539e+01 -1.062376470478274e+00 7.571503420301998e+00 -1.372722078554998e+02 -5.448325336797145e+00 -1.704289707782815e+00 8.824071092250637e+02 -1.302220111808221e-01 -9.444741265160522e+00 4.629979542594325e+01 5.535396022873398e+00 -3.450075479655079e-02 1.478124780496352e+03 0.000000000000000e+00 6.462640389591553e+00 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-3.349827746135533e+01 3.872192104949043e+00 -2.522654759380995e+00 -1.312690976085717e+02 2.862390457498670e+00 -7.279568858271462e-01 8.739052580876828e+02 -1.877577062726198e+00 -4.246126620088003e+00 2.970716570353198e+01 5.521837676664482e+00 1.641506778665695e-02 1.483204247095996e+03 0.000000000000000e+00 6.462640389591654e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 5417 -2.897670497991798e+01 4.701246925496399e+00 -8.535072924090296e-01 -1.302897516844311e+02 -1.005434143118035e+00 -2.566396994073803e-01 8.719144030810119e+02 -1.897320738475134e+00 -4.944065406361664e+00 3.522900338019646e+01 5.521837676664482e+00 0.000000000000000e+00 1.483204247095996e+03 0.000000000000000e+00 6.462640389591652e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 5418 -2.503305883473965e+01 2.776375057152780e+00 -1.516782657354173e+00 -1.330795151363129e+02 -4.284289058769167e+00 3.593496801622070e-01 8.704888804520180e+02 -8.056396577970728e-01 -6.037369521559119e+00 4.075084105686094e+01 5.521837676664482e+00 -1.641506778665243e-02 1.483204247095996e+03 0.000000000000000e+00 6.462640389591654e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 5419 -2.397747345246545e+01 -7.748596654365605e-01 -9.712339186093988e-01 -1.380041823699175e+02 -5.053465548919982e+00 5.634201976806433e-01 8.704637420232959e+02 7.579742080328948e-01 -6.977413313560960e+00 4.627267873352542e+01 5.521837676664482e+00 -3.283013557330484e-02 1.483204247095996e+03 0.000000000000000e+00 6.462640389591652e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 5420 -2.642829643378879e+01 -3.872192104949043e+00 -2.371112719008205e-01 -1.421789501099738e+02 -2.862390457498671e+00 -5.280080477885205e-02 8.718537135454545e+02 1.877577062726198e+00 -5.940628554985315e+00 5.179451641018991e+01 5.521837676664482e+00 -4.924520335997534e-02 1.483204247095996e+03 0.000000000000000e+00 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-2.889710095186628e+01 5.038255129637798e+00 -8.367861121495422e-01 -1.298483678480632e+02 -1.077508543872655e+00 -2.516118353062791e-01 8.718777491902072e+02 -2.033329900488300e+00 -4.847205532275375e+00 3.522900338019646e+01 5.521837676664482e+00 0.000000000000000e+00 1.483204247095996e+03 0.000000000000000e+00 6.462640389591652e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 5426 -2.466769991168158e+01 2.975399100531486e+00 -1.512575016827196e+00 -1.328283003630201e+02 -4.591407698695943e+00 3.583528239084281e-01 8.704120429935664e+02 -8.633918198430189e-01 -6.020621518440754e+00 4.075084105686094e+01 5.521837676664482e+00 -1.641506778665243e-02 1.483204247095996e+03 0.000000000000000e+00 6.462640389591654e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 5427 -2.353928572223899e+01 -8.304053681934533e-01 -9.679283742162081e-01 -1.380814552201198e+02 -5.415722494007401e+00 5.615026261875470e-01 8.703965079567774e+02 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-2.574466739345012e+01 2.986842457506267e+00 -6.470850938970526e-01 -1.328057221787726e+02 -4.085161087739692e+00 -2.098058279676959e-02 8.695567972681589e+02 9.846218746912556e-01 -5.417967315500302e-01 4.073793924219592e+01 5.508935861999459e+00 -1.295029178833040e-02 1.488283713695640e+03 0.000000000000000e+00 6.462640389591586e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 5435 -2.450320428773650e+01 -6.328808016710550e-01 -1.911348974833415e+00 -1.376564831442996e+02 -5.112458448371501e+00 5.257864425890144e-01 8.699686681537264e+02 -2.036657050566704e-01 3.718234511626860e-01 4.624687510419538e+01 5.508935861999459e+00 -2.590058357666080e-02 1.488283713695640e+03 0.000000000000000e+00 6.462640389591586e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 5436 -2.688425321730421e+01 -3.881871070595030e+00 -1.476720846284683e+00 -1.420113816922608e+02 -3.144946987016194e+00 -7.835168073192907e-03 8.691900701535506e+02 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template: node2 Node: 5454 -2.802464138179997e+01 2.768288085952836e-01 1.079901083448192e+01 -1.426172815800993e+02 3.771183349641130e+00 -1.035937601962944e+00 8.601347231817045e+02 -4.015702205171042e+00 -8.764114217299478e-01 1.873273156779632e+01 5.498757270800048e+00 5.372722431927238e-02 1.493363180295284e+03 0.000000000000000e+00 6.462640389591605e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 5455 -2.750186073873200e+01 7.601287748698705e-01 1.276744555101130e+01 -1.377606075847634e+02 5.460328295765837e+00 -1.219532146688564e+00 8.579319102169867e+02 -1.770350094418734e-01 -1.213640433387639e+00 2.423148883859636e+01 5.498757270800048e+00 3.581814954618159e-02 1.493363180295284e+03 0.000000000000000e+00 6.462640389591606e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 5456 -2.669586783584064e+01 7.981556139757351e-01 1.014368589227084e+01 -1.328112392878670e+02 3.950886981240501e+00 -9.717009237279880e-01 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-1.433922593561800e+01 2.775094870389372e+00 5.534191474939964e+00 -1.307498070021341e+02 -6.083245504253325e-01 -1.013440723191847e+00 8.728274571220362e+02 4.245059650511594e+00 -2.904840083544374e+00 3.522900338019646e+01 5.461436782637633e+00 0.000000000000000e+00 1.508601580094215e+03 0.000000000000000e+00 6.462640389591652e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 5498 -1.224077982652440e+01 1.203808453365441e+00 9.608137560726677e+00 -1.331599042289399e+02 -3.961506347186836e+00 -1.883782882133253e+00 8.766439670864262e+02 2.991497017133316e+00 -4.954471287742520e+00 4.069044016283409e+01 5.461436782637633e+00 -1.963969960847990e-02 1.508601580094215e+03 0.000000000000000e+00 6.462640389591653e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 5499 -1.217160915143248e+01 -1.072652629140586e+00 1.055857247873875e+01 -1.378830246039986e+02 -4.994091453193390e+00 -2.096109799785377e+00 8.782140442705570e+02 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template: node2 Node: 5950 1.628584511462267e+01 -3.537948362554272e+00 -3.522323058032590e+00 -1.323427377474401e+02 2.328034089986788e+00 7.002331420650687e-01 8.266324270454633e+02 3.055564216348322e+00 -2.816220884122310e+00 1.961305388082588e+01 5.205316499790194e+00 3.924141409041867e-03 1.650826644884242e+03 0.000000000000000e+00 6.462640389591563e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 5951 1.384954543481897e+01 -1.100796103234392e+00 -2.652935377591993e+00 -1.285198899385360e+02 4.944670897918519e+00 1.138017706883208e+00 8.289085850461547e+02 1.269555698207676e+00 -2.681894283773375e+00 2.481837038061607e+01 5.205316499790194e+00 2.616094272688551e-03 1.650826644884242e+03 0.000000000000000e+00 6.462640389591561e+00 4.500000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 Node: 5952 1.431316408435319e+01 1.981187583952736e+00 -2.201016508258769e+00 -1.234686119247319e+02 4.664786555321016e+00 1.092313172569264e+00 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template: node1 Node: 8419 -6.710808711608942e+01 1.458993937106418e+00 1.178951963574052e-01 -1.115015528089303e+02 1.489918214242173e+01 3.696028256305671e-01 9.357088397638115e+02 -9.411207034318538e-01 6.034070966795119e+00 8.962919805909763e+00 1.885261117939230e+02 1.426128219246029e+01 1.426128219246028e+01 -1.601858656344357e+00 1.601858656344338e+00 4.532338450048666e+01 4.532338450048666e+01 0.000000000000000e+00 0.000000000000000e+00 7.208156838908334e+00 7.208156838908330e+00 3.200000000000000e+00 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 5.650177647314495e-16 Node template: node2 Node: 8420 -1.010919294827804e+02 -1.365747213924793e+01 -1.480491938863762e-01 -8.726035986555881e+01 -6.197827791835959e+00 5.710858280837373e-01 9.337715563357186e+02 2.457344672862879e-01 6.175417524166614e+00 6.881731713524752e+01 1.426128219246028e+01 -5.339528854481371e-01 4.532338450048666e+01 0.000000000000000e+00 7.208156838908334e+00 3.200000000000000e+00 0.000000000000000e+00 5.650177647314498e-16 Node: 8421 -1.051565677587566e+02 1.219847820214150e+01 -1.804478147417888e-01 -1.287681244902287e+02 -8.701354350585763e+00 2.428247874591024e-01 9.363934327536874e+02 6.953862361455656e-01 6.203879354548818e+00 1.286717144645853e+02 1.426128219246034e+01 5.339528854481010e-01 4.532338450048666e+01 0.000000000000000e+00 7.208156838908335e+00 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 8422 -7.064842259479290e+01 5.070563505282433e-01 -1.118093827616549e-01 -1.109320603295487e+02 4.974056984241504e+00 3.402822384800262e-01 9.405214059131861e+02 -3.003599797111849e-01 4.754246728966658e+00 7.703900728296233e+00 1.897851308715365e+02 4.744045970771782e+00 4.744045970771785e+00 4.557770501052065e+00 -4.557770501052063e+00 5.098880756304749e+01 5.098880756304749e+01 0.000000000000000e+00 0.000000000000000e+00 7.208156838908327e+00 7.208156838908324e+00 0.000000000000000e+00 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template: node2 Node: 10721 1.460662342601214e+01 -1.157721517905012e+00 4.852677253453821e+00 -1.522840053766852e+02 -2.858742402457314e+00 2.856536049447702e+00 1.019714144678677e+03 5.462967522148535e+00 9.262836910580680e-01 3.672743632651709e+01 5.047061330744097e+00 1.832055246736960e-01 2.549440378152375e+02 0.000000000000000e+00 7.208156838908335e+00 1.600000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 10722 1.281974035688514e+01 -1.032482445419388e+00 7.581154257447077e+00 -1.543112639953402e+02 -3.156154058120169e+00 5.929983318099628e+00 1.023353540646534e+03 3.498946490816129e+00 4.474731833389574e+00 4.190976171568614e+01 4.047796812486538e+00 1.723231588555976e-01 2.549440378152375e+02 0.000000000000000e+00 7.208156838908335e+00 1.600000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 10723 1.258450890643454e+01 -4.304847706266866e-02 7.710603748445402e+00 -1.574656104813897e+02 -3.140709977592584e+00 5.283825622062298e+00 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template: node2 Node: 11918 7.319102082872503e+01 4.907068050862587e+00 1.309909363853938e+00 -9.394894273077102e+01 3.728756815362426e+00 -8.646889565271730e-02 1.010256463115125e+03 1.573068352209812e+00 -4.033238398045957e+00 1.267720773189886e+01 4.745769125203555e+00 4.673072523403619e-01 3.625870760038933e+02 0.000000000000000e+00 7.208156838908308e+00 1.600000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 11919 7.777620288504858e+01 3.139749244393688e+00 4.263086361167708e-01 -9.197506262049386e+01 6.743323829245079e-01 -1.950085998532758e-02 1.011771120599164e+03 1.057426073686995e+00 -1.292434931030406e+00 1.905983127706750e+01 6.347873375302066e+00 4.463410217209411e-01 3.625870760038933e+02 0.000000000000000e+00 7.208156838908308e+00 1.600000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 11920 8.102594270685717e+01 3.399537369343130e+00 2.757713416054630e-01 -9.134968233695716e+01 5.232991196783727e-01 -1.058919118041317e-02 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3.625870760038933e+02 0.000000000000000e+00 7.208156838908308e+00 1.600000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 11947 6.795503133526823e+01 6.133418010283764e+00 2.044497591652927e+00 -9.812288138608407e+01 1.358265260230846e+01 -1.349600619654637e-01 1.008620202216235e+03 1.700803279668162e+00 -6.295050954599127e+00 7.931438606695309e+00 1.895575929931375e+02 1.423730737561067e+01 1.423730737561070e+01 4.637575830159477e-01 -4.637575830159475e-01 3.625870760038933e+02 3.625870760038933e+02 0.000000000000000e+00 0.000000000000000e+00 7.208156838908309e+00 7.208156838908307e+00 3.200000000000000e+00 3.200000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 11948 1.077752682315376e+02 8.013465321746038e+00 2.175393869272310e+00 -9.448812564988314e+01 -1.229134272532681e+01 -1.134544595642174e-01 1.022177411461647e+03 3.115648816174483e+00 -6.042706565269632e+00 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template: node2 Node: 11981 7.159700766420339e+01 1.372445975440558e+00 -1.546523758693227e+00 -9.549223901219206e+01 5.710099885232021e+00 2.299702469110101e-01 1.008309473985235e+03 1.474096023911159e+00 -5.486399699688845e+00 1.304449903033737e+01 4.748559072606815e+00 1.664376162158181e+00 3.682524990664541e+02 0.000000000000000e+00 7.208156838908314e+00 1.600000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 11982 7.251835857639971e+01 2.956085375120536e+00 -5.269376303408662e+00 -9.058852297004648e+01 5.585252192445948e+00 4.775164628669050e+00 1.010731504776366e+03 2.449702950239845e+00 -9.352683715145332e+00 1.941064366569024e+01 6.312227277219181e+00 1.589437163192805e+00 3.682524990664541e+02 0.000000000000000e+00 7.208156838908314e+00 1.600000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 11983 7.644999027191055e+01 4.239899735729034e+00 -4.624669523771072e+00 -8.696935115078648e+01 2.835930314497490e+00 8.404652311772569e+00 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template: node2 Node: 12674 7.405702851450995e+01 3.996213033380223e+00 -1.510170068933581e-01 -9.603374213373191e+01 5.242186703308291e+00 8.389412240147825e-01 9.512395108657673e+02 8.768422541385144e-01 -4.060768841863988e+00 2.234173049194474e+01 4.833167871361025e+00 3.502106501294277e+00 4.305721527546233e+02 0.000000000000000e+00 7.208156838908343e+00 1.600000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 12675 7.775393508932406e+01 2.377823059886328e+00 -1.924558792301860e-02 -9.299078528840454e+01 1.470731787088941e+00 9.904473016374576e-02 9.516747027253116e+02 1.795156933272779e-01 -4.947900903090017e-01 2.827939798037566e+01 5.413191726495934e+00 3.332850530537254e+00 4.305721527546233e+02 0.000000000000000e+00 7.208156838908347e+00 1.600000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 12676 8.017514962518881e+01 2.625019897019885e+00 -9.763313043263330e-03 -9.153389226684354e+01 1.424374813173019e+00 4.736103147879874e-02 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template: node2 Node: 13022 7.671700998853291e+01 -6.763322603248371e-01 1.438582297995256e+00 -9.444841206841267e+01 5.246066501367871e+00 -1.513335800844144e+00 9.114650547368281e+02 -9.015915324729195e-01 -5.700779837195346e+00 3.213317569295327e+01 4.963326822886884e+00 4.872916922148866e-01 4.645646911299883e+02 0.000000000000000e+00 7.208156838908256e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 13023 7.690912825617781e+01 7.920387023186951e-01 1.091224788578520e+00 -8.983228079044534e+01 3.913497372852796e+00 -1.799311964469521e+00 9.108813728387894e+02 -4.449489262688331e-01 -7.191584946591874e+00 3.757586381295336e+01 4.479052569819465e+00 4.607609233708546e-01 4.645646911299883e+02 0.000000000000000e+00 7.208156838908256e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 13024 7.830217796977368e+01 1.942048925262984e+00 1.090470519248793e+00 -8.609924620707116e+01 3.508629544202649e+00 -2.053264601479314e+00 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template: node2 Node: 14723 8.447720979591047e-01 3.569551853538754e+00 -4.287244868366052e+00 -5.822205918774470e+01 2.813492987348305e+00 4.337879105666924e+00 8.524428977810085e+02 2.102628317402974e+00 2.782604724436171e-03 1.110111810238053e+01 4.734197175050134e+00 9.845342600855735e-04 6.175311138191307e+02 0.000000000000000e+00 7.208156838908395e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 14724 4.833335667754945e+00 4.340119084762305e+00 -4.544051187548344e+00 -5.591933189662261e+01 2.525704100862630e+00 5.541512833337835e+00 8.550905976858900e+02 1.033004845642648e+00 2.328822475150761e+00 1.755419405133879e+01 6.500907904587709e+00 9.405682579158035e-04 6.175311138191307e+02 0.000000000000000e+00 7.208156838908393e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node: 14725 9.218724791465336e+00 4.276657690630298e+00 -3.470159278038087e+00 -5.334951607455357e+01 2.488336016098938e+00 7.068947098414919e+00 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-8.915815617099624e-04 6.231965368816916e+02 0.000000000000000e+00 7.208156838908393e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node1 Node: 14815 -6.720667745038105e+00 5.352174616597039e+00 -3.625790292785260e+00 -5.723911177919665e+01 5.226785680893069e+00 4.381302413414371e+00 8.508091495416963e+02 2.220261527886434e+00 -1.468426277097413e+00 6.367689402909363e+00 1.911213421969234e+02 4.734202517692335e+00 4.734202517692328e+00 8.858246617715111e-04 -8.858246617715111e-04 6.231965368816916e+02 6.231965368816916e+02 0.000000000000000e+00 0.000000000000000e+00 7.208156838908395e+00 7.208156838908395e+00 1.600000000000000e+00 1.600000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 Node template: node2 Node: 14816 -4.240701543896048e+00 4.007447267842946e+00 -4.716470380317955e+00 -5.416308547281860e+01 4.566539449731751e+00 5.708410092058701e+00 8.537440376665853e+02 3.588136677409190e+00 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1839 1841 1843 Element: 1452 Faces: 1832 1840 1842 1844 Element: 1453 Faces: 1845 1846 1847 1848 Element: 1454 Faces: 1849 1850 1837 1845 Element: 1455 Faces: 1851 1852 1838 1846 Element: 1456 Faces: 1839 1847 1849 1851 Element: 1457 Faces: 1840 1848 1850 1852 Element: 1458 Faces: 1853 1854 1855 1856 Element: 1459 Faces: 1857 1858 1845 1853 Element: 1460 Faces: 1859 1860 1846 1854 Element: 1461 Faces: 1847 1855 1857 1859 Element: 1462 Faces: 1848 1856 1858 1860 Element: 1463 Faces: 1861 1862 1863 1864 Element: 1464 Faces: 1865 1866 1853 1861 Element: 1465 Faces: 1867 1868 1854 1862 Element: 1466 Faces: 1855 1863 1865 1867 Element: 1467 Faces: 1856 1864 1866 1868 Element: 1468 Faces: 1869 1870 1871 1872 Element: 1469 Faces: 1873 1874 1861 1869 Element: 1470 Faces: 1875 1876 1862 1870 Element: 1471 Faces: 1863 1871 1873 1875 Element: 1472 Faces: 1864 1872 1874 1876 Element: 1473 Faces: 1877 1878 1869 1817 Element: 1474 Faces: 1879 1880 1870 1818 Element: 1475 Faces: 1871 1819 1877 1879 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Faces: 1961 2001 2002 2003 Element: 1574 Faces: 1964 2004 2005 2006 Element: 1575 Faces: 2007 2008 2001 2004 Element: 1576 Faces: 2002 2005 1967 2007 Element: 1577 Faces: 2003 2006 1968 2008 Element: 1578 Faces: 1969 2009 2010 2011 Element: 1579 Faces: 2012 2013 2004 2009 Element: 1580 Faces: 2005 2010 1972 2012 Element: 1581 Faces: 2006 2011 1973 2013 Element: 1582 Faces: 1974 2014 2015 2016 Element: 1583 Faces: 2017 2018 2009 2014 Element: 1584 Faces: 2010 2015 1977 2017 Element: 1585 Faces: 2011 2016 1978 2018 Element: 1586 Faces: 1979 2019 2020 2021 Element: 1587 Faces: 2022 2023 2014 2019 Element: 1588 Faces: 2015 2020 1982 2022 Element: 1589 Faces: 2016 2021 1983 2023 Element: 1590 Faces: 1984 2024 2025 2026 Element: 1591 Faces: 2027 2028 2019 2024 Element: 1592 Faces: 2020 2025 1987 2027 Element: 1593 Faces: 2021 2026 1988 2028 Element: 1594 Faces: 1989 2029 2030 2031 Element: 1595 Faces: 2032 2033 2024 2029 Element: 1596 Faces: 2025 2030 1992 2032 Element: 1597 Faces: 2026 2031 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Faces: 2054 2094 2095 2096 Element: 1647 Faces: 2097 2098 2089 2094 Element: 1648 Faces: 2090 2095 2057 2097 Element: 1649 Faces: 2091 2096 2058 2098 Element: 1650 Faces: 2059 2099 2100 2101 Element: 1651 Faces: 2102 2103 2094 2099 Element: 1652 Faces: 2095 2100 2062 2102 Element: 1653 Faces: 2096 2101 2063 2103 Element: 1654 Faces: 2064 2104 2105 2106 Element: 1655 Faces: 2107 2108 2099 2104 Element: 1656 Faces: 2100 2105 2067 2107 Element: 1657 Faces: 2101 2106 2068 2108 Element: 1658 Faces: 2069 2109 2110 2111 Element: 1659 Faces: 2112 2113 2104 2109 Element: 1660 Faces: 2105 2110 2072 2112 Element: 1661 Faces: 2106 2111 2073 2113 Element: 1662 Faces: 2074 2114 2115 2116 Element: 1663 Faces: 2117 2118 2109 2114 Element: 1664 Faces: 2110 2115 2077 2117 Element: 1665 Faces: 2111 2116 2078 2118 Element: 1666 Faces: 2119 2120 2114 2081 Element: 1667 Faces: 2115 2082 2079 2119 Element: 1668 Faces: 2116 2083 2080 2120 Element: 1669 Faces: 2081 2121 2122 2123 Element: 1670 Faces: 2084 2124 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Faces: 2187 2188 2179 2184 Element: 1720 Faces: 2180 2185 2147 2187 Element: 1721 Faces: 2181 2186 2148 2188 Element: 1722 Faces: 2149 2189 2190 2191 Element: 1723 Faces: 2192 2193 2184 2189 Element: 1724 Faces: 2185 2190 2152 2192 Element: 1725 Faces: 2186 2191 2153 2193 Element: 1726 Faces: 2154 2194 2195 2196 Element: 1727 Faces: 2197 2198 2189 2194 Element: 1728 Faces: 2190 2195 2157 2197 Element: 1729 Faces: 2191 2196 2158 2198 Element: 1730 Faces: 2199 2200 2194 2161 Element: 1731 Faces: 2195 2162 2159 2199 Element: 1732 Faces: 2196 2163 2160 2200 Element: 1733 Faces: 2161 2201 2202 2203 Element: 1734 Faces: 2164 2204 2205 2206 Element: 1735 Faces: 2207 2208 2201 2204 Element: 1736 Faces: 2202 2205 2167 2207 Element: 1737 Faces: 2203 2206 2168 2208 Element: 1738 Faces: 2169 2209 2210 2211 Element: 1739 Faces: 2212 2213 2204 2209 Element: 1740 Faces: 2205 2210 2172 2212 Element: 1741 Faces: 2206 2211 2173 2213 Element: 1742 Faces: 2174 2214 2215 2216 Element: 1743 Faces: 2217 2218 2209 2214 Element: 1744 Faces: 2210 2215 2177 2217 Element: 1745 Faces: 2211 2216 2178 2218 Element: 1746 Faces: 2179 2219 2220 2221 Element: 1747 Faces: 2222 2223 2214 2219 Element: 1748 Faces: 2215 2220 2182 2222 Element: 1749 Faces: 2216 2221 2183 2223 Element: 1750 Faces: 2184 2224 2225 2226 Element: 1751 Faces: 2227 2228 2219 2224 Element: 1752 Faces: 2220 2225 2187 2227 Element: 1753 Faces: 2221 2226 2188 2228 Element: 1754 Faces: 2189 2229 2230 2231 Element: 1755 Faces: 2232 2233 2224 2229 Element: 1756 Faces: 2225 2230 2192 2232 Element: 1757 Faces: 2226 2231 2193 2233 Element: 1758 Faces: 2194 2234 2235 2236 Element: 1759 Faces: 2237 2238 2229 2234 Element: 1760 Faces: 2230 2235 2197 2237 Element: 1761 Faces: 2231 2236 2198 2238 Element: 1762 Faces: 2239 2240 2234 2201 Element: 1763 Faces: 2235 2202 2199 2239 Element: 1764 Faces: 2236 2203 2200 2240 Element: 1765 Faces: 2201 2241 2242 2243 Element: 1766 Faces: 2204 2244 2245 2246 Element: 1767 Faces: 2247 2248 2241 2244 Element: 1768 Faces: 2242 2245 2207 2247 Element: 1769 Faces: 2243 2246 2208 2248 Element: 1770 Faces: 2209 2249 2250 2251 Element: 1771 Faces: 2252 2253 2244 2249 Element: 1772 Faces: 2245 2250 2212 2252 Element: 1773 Faces: 2246 2251 2213 2253 Element: 1774 Faces: 2214 2254 2255 2256 Element: 1775 Faces: 2257 2258 2249 2254 Element: 1776 Faces: 2250 2255 2217 2257 Element: 1777 Faces: 2251 2256 2218 2258 Element: 1778 Faces: 2219 2259 2260 2261 Element: 1779 Faces: 2262 2263 2254 2259 Element: 1780 Faces: 2255 2260 2222 2262 Element: 1781 Faces: 2256 2261 2223 2263 Element: 1782 Faces: 2224 2264 2265 2266 Element: 1783 Faces: 2267 2268 2259 2264 Element: 1784 Faces: 2260 2265 2227 2267 Element: 1785 Faces: 2261 2266 2228 2268 Element: 1786 Faces: 2229 2269 2270 2271 Element: 1787 Faces: 2272 2273 2264 2269 Element: 1788 Faces: 2265 2270 2232 2272 Element: 1789 Faces: 2266 2271 2233 2273 Element: 1790 Faces: 2234 2274 2275 2276 Element: 1791 Faces: 2277 2278 2269 2274 Element: 1792 Faces: 2270 2275 2237 2277 Element: 1793 Faces: 2271 2276 2238 2278 Element: 1794 Faces: 2279 2280 2274 2241 Element: 1795 Faces: 2275 2242 2239 2279 Element: 1796 Faces: 2276 2243 2240 2280 Element: 1797 Faces: 2241 2281 2282 2283 Element: 1798 Faces: 2244 2284 2285 2286 Element: 1799 Faces: 2287 2288 2281 2284 Element: 1800 Faces: 2282 2285 2247 2287 Element: 1801 Faces: 2283 2286 2248 2288 Element: 1802 Faces: 2249 2289 2290 2291 Element: 1803 Faces: 2292 2293 2284 2289 Element: 1804 Faces: 2285 2290 2252 2292 Element: 1805 Faces: 2286 2291 2253 2293 Element: 1806 Faces: 2254 2294 2295 2296 Element: 1807 Faces: 2297 2298 2289 2294 Element: 1808 Faces: 2290 2295 2257 2297 Element: 1809 Faces: 2291 2296 2258 2298 Element: 1810 Faces: 2259 2299 2300 2301 Element: 1811 Faces: 2302 2303 2294 2299 Element: 1812 Faces: 2295 2300 2262 2302 Element: 1813 Faces: 2296 2301 2263 2303 Element: 1814 Faces: 2264 2304 2305 2306 Element: 1815 Faces: 2307 2308 2299 2304 Element: 1816 Faces: 2300 2305 2267 2307 Element: 1817 Faces: 2301 2306 2268 2308 Element: 1818 Faces: 2269 2309 2310 2311 Element: 1819 Faces: 2312 2313 2304 2309 Element: 1820 Faces: 2305 2310 2272 2312 Element: 1821 Faces: 2306 2311 2273 2313 Element: 1822 Faces: 2274 2314 2315 2316 Element: 1823 Faces: 2317 2318 2309 2314 Element: 1824 Faces: 2310 2315 2277 2317 Element: 1825 Faces: 2311 2316 2278 2318 Element: 1826 Faces: 2319 2320 2314 2281 Element: 1827 Faces: 2315 2282 2279 2319 Element: 1828 Faces: 2316 2283 2280 2320 Element: 1829 Faces: 2281 2321 2322 2323 Element: 1830 Faces: 2284 2324 2325 2326 Element: 1831 Faces: 2327 2328 2321 2324 Element: 1832 Faces: 2322 2325 2287 2327 Element: 1833 Faces: 2323 2326 2288 2328 Element: 1834 Faces: 2289 2329 2330 2331 Element: 1835 Faces: 2332 2333 2324 2329 Element: 1836 Faces: 2325 2330 2292 2332 Element: 1837 Faces: 2326 2331 2293 2333 Element: 1838 Faces: 2294 2334 2335 2336 Element: 1839 Faces: 2337 2338 2329 2334 Element: 1840 Faces: 2330 2335 2297 2337 Element: 1841 Faces: 2331 2336 2298 2338 Element: 1842 Faces: 2299 2339 2340 2341 Element: 1843 Faces: 2342 2343 2334 2339 Element: 1844 Faces: 2335 2340 2302 2342 Element: 1845 Faces: 2336 2341 2303 2343 Element: 1846 Faces: 2304 2344 2345 2346 Element: 1847 Faces: 2347 2348 2339 2344 Element: 1848 Faces: 2340 2345 2307 2347 Element: 1849 Faces: 2341 2346 2308 2348 Element: 1850 Faces: 2309 2349 2350 2351 Element: 1851 Faces: 2352 2353 2344 2349 Element: 1852 Faces: 2345 2350 2312 2352 Element: 1853 Faces: 2346 2351 2313 2353 Element: 1854 Faces: 2314 2354 2355 2356 Element: 1855 Faces: 2357 2358 2349 2354 Element: 1856 Faces: 2350 2355 2317 2357 Element: 1857 Faces: 2351 2356 2318 2358 Element: 1858 Faces: 2359 2360 2354 2321 Element: 1859 Faces: 2355 2322 2319 2359 Element: 1860 Faces: 2356 2323 2320 2360 Element: 1861 Faces: 2321 2361 2362 2363 Element: 1862 Faces: 2324 2364 2365 2366 Element: 1863 Faces: 2367 2368 2361 2364 Element: 1864 Faces: 2362 2365 2327 2367 Element: 1865 Faces: 2363 2366 2328 2368 Element: 1866 Faces: 2329 2369 2370 2371 Element: 1867 Faces: 2372 2373 2364 2369 Element: 1868 Faces: 2365 2370 2332 2372 Element: 1869 Faces: 2366 2371 2333 2373 Element: 1870 Faces: 2334 2374 2375 2376 Element: 1871 Faces: 2377 2378 2369 2374 Element: 1872 Faces: 2370 2375 2337 2377 Element: 1873 Faces: 2371 2376 2338 2378 Element: 1874 Faces: 2339 2379 2380 2381 Element: 1875 Faces: 2382 2383 2374 2379 Element: 1876 Faces: 2375 2380 2342 2382 Element: 1877 Faces: 2376 2381 2343 2383 Element: 1878 Faces: 2344 2384 2385 2386 Element: 1879 Faces: 2387 2388 2379 2384 Element: 1880 Faces: 2380 2385 2347 2387 Element: 1881 Faces: 2381 2386 2348 2388 Element: 1882 Faces: 2349 2389 2390 2391 Element: 1883 Faces: 2392 2393 2384 2389 Element: 1884 Faces: 2385 2390 2352 2392 Element: 1885 Faces: 2386 2391 2353 2393 Element: 1886 Faces: 2354 2394 2395 2396 Element: 1887 Faces: 2397 2398 2389 2394 Element: 1888 Faces: 2390 2395 2357 2397 Element: 1889 Faces: 2391 2396 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#Values=1 Value labels: zero y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero 5. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero 7. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 8. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero 5. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero 7. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 8. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero Element template: element4 Element: 8 Faces: 32 1 37 38 39 40 Nodes: 8 1 24 17 16 9 32 25 Element template: element3 Element: 9 Faces: 41 42 4 43 44 45 Nodes: 17 18 33 34 25 26 41 42 Element: 10 Faces: 42 46 9 47 48 49 Nodes: 18 19 34 35 26 27 42 43 Element: 11 Faces: 46 50 14 51 52 53 Nodes: 19 20 35 36 27 28 43 44 Element: 12 Faces: 50 54 19 55 56 57 Nodes: 20 21 36 37 28 29 44 45 Element: 13 Faces: 54 58 24 59 60 61 Nodes: 21 22 37 38 29 30 45 46 Element: 14 Faces: 58 62 29 63 64 65 Nodes: 22 23 38 39 30 31 46 47 Element: 15 Faces: 62 66 34 67 68 69 Nodes: 23 24 39 40 31 32 47 48 Element template: element4 Element: 16 Faces: 66 41 38 70 71 72 Nodes: 24 17 40 33 32 25 48 41 Element template: element3 Element: 17 Faces: 73 74 43 75 76 77 Nodes: 33 34 49 50 41 42 57 58 Element: 18 Faces: 74 78 47 79 80 81 Nodes: 34 35 50 51 42 43 58 59 Element: 19 Faces: 78 82 51 83 84 85 Nodes: 35 36 51 52 43 44 59 60 Element: 20 Faces: 82 86 55 87 88 89 Nodes: 36 37 52 53 44 45 60 61 Element: 21 Faces: 86 90 59 91 92 93 Nodes: 37 38 53 54 45 46 61 62 Element: 22 Faces: 90 94 63 95 96 97 Nodes: 38 39 54 55 46 47 62 63 Element: 23 Faces: 94 98 67 99 100 101 Nodes: 39 40 55 56 47 48 63 64 Element template: element4 Element: 24 Faces: 98 73 70 102 103 104 Nodes: 40 33 56 49 48 41 64 57 Element template: element3 Element: 25 Faces: 105 106 75 107 108 109 Nodes: 49 50 65 66 57 58 73 74 Element: 26 Faces: 106 110 79 111 112 113 Nodes: 50 51 66 67 58 59 74 75 Element: 27 Faces: 110 114 83 115 116 117 Nodes: 51 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Faces: 162 137 134 166 167 168 Nodes: 72 65 88 81 80 73 96 89 Element template: element3 Element: 41 Faces: 169 170 139 171 172 173 Nodes: 81 82 97 98 89 90 105 106 Element: 42 Faces: 170 174 143 175 176 177 Nodes: 82 83 98 99 90 91 106 107 Element: 43 Faces: 174 178 147 179 180 181 Nodes: 83 84 99 100 91 92 107 108 Element: 44 Faces: 178 182 151 183 184 185 Nodes: 84 85 100 101 92 93 108 109 Element: 45 Faces: 182 186 155 187 188 189 Nodes: 85 86 101 102 93 94 109 110 Element: 46 Faces: 186 190 159 191 192 193 Nodes: 86 87 102 103 94 95 110 111 Element: 47 Faces: 190 194 163 195 196 197 Nodes: 87 88 103 104 95 96 111 112 Element template: element4 Element: 48 Faces: 194 169 166 198 199 200 Nodes: 88 81 104 97 96 89 112 105 Element template: element3 Element: 49 Faces: 201 202 171 203 204 205 Nodes: 97 98 113 114 105 106 121 122 Element: 50 Faces: 202 206 175 207 208 209 Nodes: 98 99 114 115 106 107 122 123 Element: 51 Faces: 206 210 179 211 212 213 Nodes: 99 100 115 116 107 108 123 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289 312 305 304 297 320 313 Element template: element3 Element: 153 Faces: 617 618 587 619 620 621 Nodes: 305 306 321 322 313 314 329 330 Element: 154 Faces: 618 622 591 623 624 625 Nodes: 306 307 322 323 314 315 330 331 Element: 155 Faces: 622 626 595 627 628 629 Nodes: 307 308 323 324 315 316 331 332 Element: 156 Faces: 626 630 599 631 632 633 Nodes: 308 309 324 325 316 317 332 333 Element: 157 Faces: 630 634 603 635 636 637 Nodes: 309 310 325 326 317 318 333 334 Element: 158 Faces: 634 638 607 639 640 641 Nodes: 310 311 326 327 318 319 334 335 Element: 159 Faces: 638 642 611 643 644 645 Nodes: 311 312 327 328 319 320 335 336 Element template: element4 Element: 160 Faces: 642 617 614 646 647 648 Nodes: 312 305 328 321 320 313 336 329 Define element template: element5 Shape. Dimension=3, line*line*line #Scale factor sets=0 #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 5. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 7. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 8. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 5. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 7. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 8. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 5. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 7. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 8. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero Element template: element5 Element: 161 Faces: 649 650 651 652 653 654 Nodes: 357 358 373 374 365 366 381 382 Element: 162 Faces: 650 655 656 657 658 659 Nodes: 358 359 374 375 366 367 382 383 Element: 163 Faces: 655 660 661 662 663 664 Nodes: 359 360 375 376 367 368 383 384 Element: 164 Faces: 660 665 666 667 668 669 Nodes: 360 361 376 377 368 369 384 385 Element: 165 Faces: 665 670 671 672 673 674 Nodes: 361 362 377 378 369 370 385 386 Element: 166 Faces: 670 675 676 677 678 679 Nodes: 362 363 378 379 370 371 386 387 Element: 167 Faces: 675 680 681 682 683 684 Nodes: 363 364 379 380 371 372 387 388 Element: 168 Faces: 680 649 685 686 687 688 Nodes: 364 357 380 373 372 365 388 381 Element: 169 Faces: 689 690 652 691 692 693 Nodes: 373 374 341 342 381 382 349 350 Element: 170 Faces: 690 694 657 695 696 697 Nodes: 374 375 342 343 382 383 350 351 Element: 171 Faces: 694 698 662 699 700 701 Nodes: 375 376 343 344 383 384 351 352 Element: 172 Faces: 698 702 667 703 704 705 Nodes: 376 377 344 345 384 385 352 353 Element: 173 Faces: 702 706 672 707 708 709 Nodes: 377 378 345 346 385 386 353 354 Element: 174 Faces: 706 710 677 711 712 713 Nodes: 378 379 346 347 386 387 354 355 Element: 175 Faces: 710 714 682 715 716 717 Nodes: 379 380 347 348 387 388 355 356 Element: 176 Faces: 714 689 686 718 719 720 Nodes: 380 373 348 341 388 381 356 349 Define element template: element6 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1,2,3,101,102,103,1,2,3,101,102,103)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element6 Element: 177 Faces: 721 722 -1 723 724 725 Nodes: 389 391 392 390 407 408 Scale factors: -1.000000000000000e+00 0.000000000000000e+00 1.000000000000000e+00 3.926990816987241e-01 3.826834323650898e-01 9.238795325112867e-01 3.926990816987241e-01 0.000000000000000e+00 1.000000000000000e+00 3.926990816987241e-01 3.826834323650898e-01 9.238795325112867e-01 3.926990816987241e-01 Define element template: element7 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(101,102,103,201,202,203,101,102,103,201,202,203)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element7 Element: 178 Faces: 722 726 -1 727 728 729 Nodes: 389 392 393 390 408 409 Scale factors: -1.000000000000000e+00 3.826834323650898e-01 9.238795325112867e-01 3.926990816987241e-01 7.071067811865476e-01 7.071067811865476e-01 3.926990816987241e-01 3.826834323650898e-01 9.238795325112867e-01 3.926990816987241e-01 7.071067811865476e-01 7.071067811865476e-01 3.926990816987241e-01 Define element template: element8 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(201,202,203,301,302,303,201,202,203,301,302,303)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element8 Element: 179 Faces: 726 730 -1 731 732 733 Nodes: 389 393 394 390 409 410 Scale factors: -1.000000000000000e+00 7.071067811865476e-01 7.071067811865476e-01 3.926990816987241e-01 9.238795325112867e-01 3.826834323650898e-01 3.926990816987241e-01 7.071067811865476e-01 7.071067811865476e-01 3.926990816987241e-01 9.238795325112867e-01 3.826834323650898e-01 3.926990816987241e-01 Define element template: element9 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(301,302,303,401,402,403,301,302,303,401,402,403)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element9 Element: 180 Faces: 730 734 -1 735 736 737 Nodes: 389 394 395 390 410 411 Scale factors: -1.000000000000000e+00 9.238795325112867e-01 3.826834323650898e-01 3.926990816987241e-01 1.000000000000000e+00 6.123233995736766e-17 3.926990816987241e-01 9.238795325112867e-01 3.826834323650898e-01 3.926990816987241e-01 1.000000000000000e+00 6.123233995736766e-17 3.926990816987241e-01 Define element template: element10 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(401,402,403,501,502,503,401,402,403,501,502,503)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element10 Element: 181 Faces: 734 738 -1 739 740 741 Nodes: 389 395 396 390 411 412 Scale factors: -1.000000000000000e+00 1.000000000000000e+00 6.123233995736766e-17 3.926990816987241e-01 9.238795325112867e-01 -3.826834323650897e-01 3.926990816987241e-01 1.000000000000000e+00 6.123233995736766e-17 3.926990816987241e-01 9.238795325112867e-01 -3.826834323650897e-01 3.926990816987241e-01 Define element template: element11 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(501,502,503,601,602,603,501,502,503,601,602,603)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element11 Element: 182 Faces: 738 742 -1 743 744 745 Nodes: 389 396 397 390 412 413 Scale factors: -1.000000000000000e+00 9.238795325112867e-01 -3.826834323650897e-01 3.926990816987241e-01 7.071067811865476e-01 -7.071067811865475e-01 3.926990816987241e-01 9.238795325112867e-01 -3.826834323650897e-01 3.926990816987241e-01 7.071067811865476e-01 -7.071067811865475e-01 3.926990816987241e-01 Define element template: element12 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(601,602,603,701,702,703,601,602,603,701,702,703)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element12 Element: 183 Faces: 742 746 -1 747 748 749 Nodes: 389 397 398 390 413 414 Scale factors: -1.000000000000000e+00 7.071067811865476e-01 -7.071067811865475e-01 3.926990816987241e-01 3.826834323650899e-01 -9.238795325112867e-01 3.926990816987241e-01 7.071067811865476e-01 -7.071067811865475e-01 3.926990816987241e-01 3.826834323650899e-01 -9.238795325112867e-01 3.926990816987241e-01 Define element template: element13 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(701,702,703,801,802,803,701,702,703,801,802,803)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element13 Element: 184 Faces: 746 750 -1 751 752 753 Nodes: 389 398 399 390 414 415 Scale factors: -1.000000000000000e+00 3.826834323650899e-01 -9.238795325112867e-01 3.926990816987241e-01 1.224646799147353e-16 -1.000000000000000e+00 3.926990816987241e-01 3.826834323650899e-01 -9.238795325112867e-01 3.926990816987241e-01 1.224646799147353e-16 -1.000000000000000e+00 3.926990816987241e-01 Define element template: element14 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(801,802,803,901,902,903,801,802,803,901,902,903)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element14 Element: 185 Faces: 750 754 -1 755 756 757 Nodes: 389 399 400 390 415 416 Scale factors: -1.000000000000000e+00 1.224646799147353e-16 -1.000000000000000e+00 3.926990816987241e-01 -3.826834323650897e-01 -9.238795325112868e-01 3.926990816987241e-01 1.224646799147353e-16 -1.000000000000000e+00 3.926990816987241e-01 -3.826834323650897e-01 -9.238795325112868e-01 3.926990816987241e-01 Define element template: element15 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(901,902,903,1001,1002,1003,901,902,903,1001,1002,1003)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element15 Element: 186 Faces: 754 758 -1 759 760 761 Nodes: 389 400 401 390 416 417 Scale factors: -1.000000000000000e+00 -3.826834323650897e-01 -9.238795325112868e-01 3.926990816987241e-01 -7.071067811865475e-01 -7.071067811865477e-01 3.926990816987241e-01 -3.826834323650897e-01 -9.238795325112868e-01 3.926990816987241e-01 -7.071067811865475e-01 -7.071067811865477e-01 3.926990816987241e-01 Define element template: element16 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1001,1002,1003,1101,1102,1103,1001,1002,1003,1101,1102,1103)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element16 Element: 187 Faces: 758 762 -1 763 764 765 Nodes: 389 401 402 390 417 418 Scale factors: -1.000000000000000e+00 -7.071067811865475e-01 -7.071067811865477e-01 3.926990816987241e-01 -9.238795325112865e-01 -3.826834323650903e-01 3.926990816987241e-01 -7.071067811865475e-01 -7.071067811865477e-01 3.926990816987241e-01 -9.238795325112865e-01 -3.826834323650903e-01 3.926990816987241e-01 Define element template: element17 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1101,1102,1103,1201,1202,1203,1101,1102,1103,1201,1202,1203)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element17 Element: 188 Faces: 762 766 -1 767 768 769 Nodes: 389 402 403 390 418 419 Scale factors: -1.000000000000000e+00 -9.238795325112865e-01 -3.826834323650903e-01 3.926990816987241e-01 -1.000000000000000e+00 -1.836970198721030e-16 3.926990816987241e-01 -9.238795325112865e-01 -3.826834323650903e-01 3.926990816987241e-01 -1.000000000000000e+00 -1.836970198721030e-16 3.926990816987241e-01 Define element template: element18 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1201,1202,1203,1301,1302,1303,1201,1202,1203,1301,1302,1303)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element18 Element: 189 Faces: 766 770 -1 771 772 773 Nodes: 389 403 404 390 419 420 Scale factors: -1.000000000000000e+00 -1.000000000000000e+00 -1.836970198721030e-16 3.926990816987241e-01 -9.238795325112866e-01 3.826834323650900e-01 3.926990816987241e-01 -1.000000000000000e+00 -1.836970198721030e-16 3.926990816987241e-01 -9.238795325112866e-01 3.826834323650900e-01 3.926990816987241e-01 Define element template: element19 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1301,1302,1303,1401,1402,1403,1301,1302,1303,1401,1402,1403)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element19 Element: 190 Faces: 770 774 -1 775 776 777 Nodes: 389 404 405 390 420 421 Scale factors: -1.000000000000000e+00 -9.238795325112866e-01 3.826834323650900e-01 3.926990816987241e-01 -7.071067811865477e-01 7.071067811865474e-01 3.926990816987241e-01 -9.238795325112866e-01 3.826834323650900e-01 3.926990816987241e-01 -7.071067811865477e-01 7.071067811865474e-01 3.926990816987241e-01 Define element template: element20 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1401,1402,1403,1501,1502,1503,1401,1402,1403,1501,1502,1503)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element20 Element: 191 Faces: 774 778 -1 779 780 781 Nodes: 389 405 406 390 421 422 Scale factors: -1.000000000000000e+00 -7.071067811865477e-01 7.071067811865474e-01 3.926990816987241e-01 -3.826834323650904e-01 9.238795325112865e-01 3.926990816987241e-01 -7.071067811865477e-01 7.071067811865474e-01 3.926990816987241e-01 -3.826834323650904e-01 9.238795325112865e-01 3.926990816987241e-01 Define element template: element21 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1501,1502,1503,1,2,3,1501,1502,1503,1,2,3)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element21 Element: 192 Faces: 778 721 -1 782 783 784 Nodes: 389 406 391 390 422 407 Scale factors: -1.000000000000000e+00 -3.826834323650904e-01 9.238795325112865e-01 3.926990816987241e-01 0.000000000000000e+00 1.000000000000000e+00 3.926990816987241e-01 -3.826834323650904e-01 9.238795325112865e-01 3.926990816987241e-01 0.000000000000000e+00 1.000000000000000e+00 3.926990816987241e-01 Element template: element5 Element: 193 Faces: 785 786 723 787 788 789 Nodes: 391 392 423 424 407 408 439 440 Element: 194 Faces: 786 790 727 791 792 793 Nodes: 392 393 424 425 408 409 440 441 Element: 195 Faces: 790 794 731 795 796 797 Nodes: 393 394 425 426 409 410 441 442 Element: 196 Faces: 794 798 735 799 800 801 Nodes: 394 395 426 427 410 411 442 443 Element: 197 Faces: 798 802 739 803 804 805 Nodes: 395 396 427 428 411 412 443 444 Element: 198 Faces: 802 806 743 807 808 809 Nodes: 396 397 428 429 412 413 444 445 Element: 199 Faces: 806 810 747 811 812 813 Nodes: 397 398 429 430 413 414 445 446 Element: 200 Faces: 810 814 751 815 816 817 Nodes: 398 399 430 431 414 415 446 447 Element: 201 Faces: 814 818 755 819 820 821 Nodes: 399 400 431 432 415 416 447 448 Element: 202 Faces: 818 822 759 823 824 825 Nodes: 400 401 432 433 416 417 448 449 Element: 203 Faces: 822 826 763 827 828 829 Nodes: 401 402 433 434 417 418 449 450 Element: 204 Faces: 826 830 767 831 832 833 Nodes: 402 403 434 435 418 419 450 451 Element: 205 Faces: 830 834 771 835 836 837 Nodes: 403 404 435 436 419 420 451 452 Element: 206 Faces: 834 838 775 839 840 841 Nodes: 404 405 436 437 420 421 452 453 Element: 207 Faces: 838 842 779 843 844 845 Nodes: 405 406 437 438 421 422 453 454 Element: 208 Faces: 842 785 782 846 847 848 Nodes: 406 391 438 423 422 407 454 439 Element: 209 Faces: 849 850 787 851 852 853 Nodes: 423 424 455 456 439 440 471 472 Element: 210 Faces: 850 854 791 855 856 857 Nodes: 424 425 456 457 440 441 472 473 Element: 211 Faces: 854 858 795 859 860 861 Nodes: 425 426 457 458 441 442 473 474 Element: 212 Faces: 858 862 799 863 864 865 Nodes: 426 427 458 459 442 443 474 475 Element: 213 Faces: 862 866 803 867 868 869 Nodes: 427 428 459 460 443 444 475 476 Element: 214 Faces: 866 870 807 871 872 873 Nodes: 428 429 460 461 444 445 476 477 Define element template: element22 Shape. Dimension=3, line*line*line #Scale factor sets=0 #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=2 Value labels: value d/ds1 4+4. #Values=1 Value labels: d/ds1+d/ds2 0. #Values=1 Value labels: zero 5. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 7. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 8. #Values=2 Value labels: value d/ds1 8+8. #Values=1 Value labels: d/ds1+d/ds2 0. #Values=1 Value labels: zero y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=2 Value labels: value d/ds1 4+4. #Values=1 Value labels: d/ds1+d/ds2 0. #Values=1 Value labels: zero 5. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 7. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 8. #Values=2 Value labels: value d/ds1 8+8. #Values=1 Value labels: d/ds1+d/ds2 0. #Values=1 Value labels: zero z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=2 Value labels: value d/ds1 4+4. #Values=1 Value labels: d/ds1+d/ds2 0. #Values=1 Value labels: zero 5. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 7. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 8. #Values=2 Value labels: value d/ds1 8+8. #Values=1 Value labels: d/ds1+d/ds2 0. #Values=1 Value labels: zero Element template: element22 Element: 215 Faces: 870 874 811 875 876 877 Nodes: 429 430 461 462 445 446 477 478 Define element template: element23 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.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 0+0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 0+0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 0+0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 0+0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 0+0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 0+0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element23 Element: 216 Faces: 874 878 815 879 880 881 Nodes: 430 431 462 463 446 447 478 479 Scale factors: -1.000000000000000e+00 Define element template: element24 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.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element24 Element: 217 Faces: 878 882 819 883 884 885 Nodes: 431 432 463 464 447 448 479 480 Scale factors: -1.000000000000000e+00 Define element template: element25 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.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=2 Value labels: value d/ds1 Scale factor indices: 0 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=2 Value labels: value d/ds1 Scale factor indices: 0 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=2 Value labels: value d/ds1 Scale factor indices: 0 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=2 Value labels: value d/ds1 Scale factor indices: 0 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=2 Value labels: value d/ds1 Scale factor indices: 0 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=2 Value labels: value d/ds1 Scale factor indices: 0 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element25 Element: 218 Faces: 882 886 823 887 888 889 Nodes: 432 433 464 465 448 449 480 481 Scale factors: -1.000000000000000e+00 Element template: element5 Element: 219 Faces: 886 890 827 891 892 893 Nodes: 433 434 465 466 449 450 481 482 Element: 220 Faces: 890 894 831 895 896 897 Nodes: 434 435 466 467 450 451 482 483 Element: 221 Faces: 894 898 835 899 900 901 Nodes: 435 436 467 468 451 452 483 484 Element: 222 Faces: 898 902 839 903 904 905 Nodes: 436 437 468 469 452 453 484 485 Element: 223 Faces: 902 906 843 907 908 909 Nodes: 437 438 469 470 453 454 485 486 Element: 224 Faces: 906 849 846 910 911 912 Nodes: 438 423 470 455 454 439 486 471 Element: 225 Faces: 913 914 851 915 916 917 Nodes: 455 456 487 488 471 472 502 503 Element: 226 Faces: 914 918 855 919 920 921 Nodes: 456 457 488 489 472 473 503 504 Element: 227 Faces: 918 922 859 923 924 925 Nodes: 457 458 489 490 473 474 504 505 Element: 228 Faces: 922 926 863 927 928 929 Nodes: 458 459 490 491 474 475 505 506 Element: 229 Faces: 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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.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=2 Value labels: value d/ds1 Scale factor indices: 0 0 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=2 Value labels: value d/ds1 Scale factor indices: 0 0 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=2 Value labels: value d/ds1 Scale factor indices: 0 0 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=2 Value labels: value d/ds1 Scale factor indices: 0 0 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=2 Value labels: value d/ds1 Scale factor indices: 0 0 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=2 Value labels: value d/ds1 Scale factor indices: 0 0 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element26 Element: 231 Faces: 934 938 875 939 940 941 Nodes: 461 462 493 494 477 478 508 509 Scale factors: -1.000000000000000e+00 Define element template: element27 Shape. Dimension=3, line*line*line #Scale factor sets=0 #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 5. #Values=2 Value labels: value d/ds1 5+5. #Values=1 Value labels: d/ds1+d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 7. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 8. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero y. c.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 5. #Values=2 Value labels: value d/ds1 5+5. #Values=1 Value labels: d/ds1+d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 7. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 8. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero z. c.Hermite*c.Hermite*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 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 5. #Values=2 Value labels: value d/ds1 5+5. #Values=1 Value labels: d/ds1+d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 7. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 8. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero Element template: element27 Element: 232 Faces: 942 943 887 944 945 946 Nodes: 464 465 495 496 480 481 510 511 Element template: element5 Element: 233 Faces: 943 947 891 948 949 950 Nodes: 465 466 496 497 481 482 511 512 Element: 234 Faces: 947 951 895 952 953 954 Nodes: 466 467 497 498 482 483 512 513 Element: 235 Faces: 951 955 899 956 957 958 Nodes: 467 468 498 499 483 484 513 514 Element: 236 Faces: 955 959 903 960 961 962 Nodes: 468 469 499 500 484 485 514 515 Element: 237 Faces: 959 963 907 964 965 966 Nodes: 469 470 500 501 485 486 515 516 Element: 238 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element30 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=9, identifiers="global_general(1) node_general(3,3,7,6,3,3,7,6)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*5+1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*9+1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*5+1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*9+1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*5+1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*9+1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element30 Element: 349 Faces: 1413 1414 691 879 1415 1416 Nodes: 341 342 463 462 349 350 479 478 Scale factors: -1.000000000000000e+00 5.242897486851206e-01 1.117458434409205e+00 7.289535675687643e-01 3.427899487713498e-01 7.598445566137428e-01 9.558835190199759e-01 6.571715036632668e-01 2.730075580979677e-01 Define element template: element31 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=9, identifiers="global_general(1) node_general(3,3,6,5,3,3,6,5)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*4+1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*8+1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*4+1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*8+1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*4+1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*8+1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element31 Element: 350 Faces: 1414 1417 695 938 1418 1419 Nodes: 342 343 462 494 350 351 478 509 Scale factors: -1.000000000000000e+00 1.117458434409205e+00 7.418457482210957e-01 3.427899487713498e-01 7.374831687899834e-01 9.558835190199759e-01 6.446558415175528e-01 2.730075580979677e-01 1.003126568207843e+00 Define element template: element32 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=9, identifiers="global_general(1) node_general(3,3,5,4,3,3,5,4)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1*5+5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1*9+9 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1*5+5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1*9+9 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1*5+5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1*9+9 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element32 Element: 351 Faces: 1417 1420 699 995 1421 1422 Nodes: 343 344 494 524 351 352 509 540 Scale factors: -1.000000000000000e+00 7.418457482210957e-01 3.619574534901480e-01 7.374831687899834e-01 2.837948099581404e-01 6.446558415175528e-01 3.689085284548379e-01 1.003126568207843e+00 2.891479070050643e-01 Define element template: element33 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=9, identifiers="global_general(1) node_general(3,3,4,3,3,3,4,3)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1*4+4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1*8+8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 9 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1*4+4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1*8+8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 9 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1*4+4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+0 1*8+8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 9 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element33 Element: 352 Faces: 1420 1423 703 1057 1424 1425 Nodes: 344 345 524 525 352 353 540 541 Scale factors: -1.000000000000000e+00 3.619574534901480e-01 2.344706817114444e-01 2.837948099581404e-01 5.134920522050931e-01 3.689085284548379e-01 2.722113102157180e-01 2.891479070050643e-01 9.885048758096061e-01 Define element template: element34 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=9, identifiers="global_general(1) node_general(3,3,3,2,3,3,3,2)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 5+5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 9+9 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 5+5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 9+9 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 5+5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 9+9 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element34 Element: 353 Faces: 1423 1426 707 1062 1427 1428 Nodes: 345 346 525 526 353 354 541 542 Scale factors: -1.000000000000000e+00 2.344706817114444e-01 2.621282535822096e-01 5.134920522050931e-01 3.022548725008538e-01 2.722113102157180e-01 2.561574332430878e-01 9.885048758096061e-01 3.083645572348783e-01 Define element template: element35 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=9, identifiers="global_general(1) node_general(3,3,2,1,3,3,2,1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 4+4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 8+8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 9 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 4+4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 8+8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 9 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 4+4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 0+1 8+8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 9 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element35 Element: 354 Faces: 1426 1429 711 999 1430 1431 Nodes: 346 347 526 495 354 355 542 510 Scale factors: -1.000000000000000e+00 2.621282535822096e-01 3.508929036844098e-01 3.022548725008538e-01 7.429818373101311e-01 2.561574332430878e-01 3.062247834146502e-01 3.083645572348783e-01 1.003195050382965e+00 Define element template: element36 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=9, identifiers="global_general(1) node_general(3,3,1,8,3,3,1,8)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+1 5+1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+1 9+1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+1 5+1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+1 9+1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+1 5+1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+1 9+1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element36 Element: 355 Faces: 1429 1432 715 942 1433 1434 Nodes: 347 348 495 464 355 356 510 480 Scale factors: -1.000000000000000e+00 3.508929036844098e-01 5.103537448406646e-01 7.429818373101311e-01 3.923389996482423e-01 3.062247834146502e-01 4.578442417633720e-01 1.003195050382965e+00 3.067256850753309e-01 Define element template: element37 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=9, identifiers="global_general(1) node_general(3,3,8,7,3,3,8,7)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+1 4+1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+1 8+1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+1 4+1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+1 8+1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+1 4+1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+1 8+1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element37 Element: 356 Faces: 1432 1413 718 883 1435 1436 Nodes: 348 341 464 463 356 349 480 479 Scale factors: -1.000000000000000e+00 5.103537448406646e-01 5.242897486851206e-01 3.923389996482423e-01 7.289535675687643e-01 4.578442417633720e-01 7.598445566137428e-01 3.067256850753309e-01 6.571715036632668e-01 Element template: element3 Element: 357 Faces: 1437 1438 1439 1440 1441 1442 Nodes: 741 742 757 758 749 750 765 766 Element: 358 Faces: 1438 1443 1444 1445 1446 1447 Nodes: 742 743 758 759 750 751 766 767 Element: 359 Faces: 1443 1448 1449 1450 1451 1452 Nodes: 743 744 759 760 751 752 767 768 Element: 360 Faces: 1448 1453 1454 1455 1456 1457 Nodes: 744 745 760 761 752 753 768 769 Element: 361 Faces: 1453 1458 1459 1460 1461 1462 Nodes: 745 746 761 762 753 754 769 770 Element: 362 Faces: 1458 1463 1464 1465 1466 1467 Nodes: 746 747 762 763 754 755 770 771 Element: 363 Faces: 1463 1468 1469 1470 1471 1472 Nodes: 747 748 763 764 755 756 771 772 Element template: element4 Element: 364 Faces: 1468 1437 1473 1474 1475 1476 Nodes: 748 741 764 757 756 749 772 765 Element template: element3 Element: 365 Faces: 1477 1478 1440 1479 1480 1481 Nodes: 757 758 773 774 765 766 781 782 Element: 366 Faces: 1478 1482 1445 1483 1484 1485 Nodes: 758 759 774 775 766 767 782 783 Element: 367 Faces: 1482 1486 1450 1487 1488 1489 Nodes: 759 760 775 776 767 768 783 784 Element: 368 Faces: 1486 1490 1455 1491 1492 1493 Nodes: 760 761 776 777 768 769 784 785 Element: 369 Faces: 1490 1494 1460 1495 1496 1497 Nodes: 761 762 777 778 769 770 785 786 Element: 370 Faces: 1494 1498 1465 1499 1500 1501 Nodes: 762 763 778 779 770 771 786 787 Element: 371 Faces: 1498 1502 1470 1503 1504 1505 Nodes: 763 764 779 780 771 772 787 788 Element template: element4 Element: 372 Faces: 1502 1477 1474 1506 1507 1508 Nodes: 764 757 780 773 772 765 788 781 Element template: element3 Element: 373 Faces: 1509 1510 1479 1511 1512 1513 Nodes: 773 774 789 790 781 782 797 798 Element: 374 Faces: 1510 1514 1483 1515 1516 1517 Nodes: 774 775 790 791 782 783 798 799 Element: 375 Faces: 1514 1518 1487 1519 1520 1521 Nodes: 775 776 791 792 783 784 799 800 Element: 376 Faces: 1518 1522 1491 1523 1524 1525 Nodes: 776 777 792 793 784 785 800 801 Element: 377 Faces: 1522 1526 1495 1527 1528 1529 Nodes: 777 778 793 794 785 786 801 802 Element: 378 Faces: 1526 1530 1499 1531 1532 1533 Nodes: 778 779 794 795 786 787 802 803 Element: 379 Faces: 1530 1534 1503 1535 1536 1537 Nodes: 779 780 795 796 787 788 803 804 Element template: element4 Element: 380 Faces: 1534 1509 1506 1538 1539 1540 Nodes: 780 773 796 789 788 781 804 797 Element template: element3 Element: 381 Faces: 1541 1542 1511 1543 1544 1545 Nodes: 789 790 805 806 797 798 813 814 Element: 382 Faces: 1542 1546 1515 1547 1548 1549 Nodes: 790 791 806 807 798 799 814 815 Element: 383 Faces: 1546 1550 1519 1551 1552 1553 Nodes: 791 792 807 808 799 800 815 816 Element: 384 Faces: 1550 1554 1523 1555 1556 1557 Nodes: 792 793 808 809 800 801 816 817 Element: 385 Faces: 1554 1558 1527 1559 1560 1561 Nodes: 793 794 809 810 801 802 817 818 Element: 386 Faces: 1558 1562 1531 1563 1564 1565 Nodes: 794 795 810 811 802 803 818 819 Element: 387 Faces: 1562 1566 1535 1567 1568 1569 Nodes: 795 796 811 812 803 804 819 820 Element template: element4 Element: 388 Faces: 1566 1541 1538 1570 1571 1572 Nodes: 796 789 812 805 804 797 820 813 Element template: element3 Element: 389 Faces: 1573 1574 1543 1575 1576 1577 Nodes: 805 806 821 822 813 814 829 830 Element: 390 Faces: 1574 1578 1547 1579 1580 1581 Nodes: 806 807 822 823 814 815 830 831 Element: 391 Faces: 1578 1582 1551 1583 1584 1585 Nodes: 807 808 823 824 815 816 831 832 Element: 392 Faces: 1582 1586 1555 1587 1588 1589 Nodes: 808 809 824 825 816 817 832 833 Element: 393 Faces: 1586 1590 1559 1591 1592 1593 Nodes: 809 810 825 826 817 818 833 834 Element: 394 Faces: 1590 1594 1563 1595 1596 1597 Nodes: 810 811 826 827 818 819 834 835 Element: 395 Faces: 1594 1598 1567 1599 1600 1601 Nodes: 811 812 827 828 819 820 835 836 Element template: element4 Element: 396 Faces: 1598 1573 1570 1602 1603 1604 Nodes: 812 805 828 821 820 813 836 829 Element template: element3 Element: 397 Faces: 1605 1606 1575 1607 1608 1609 Nodes: 821 822 837 838 829 830 845 846 Element: 398 Faces: 1606 1610 1579 1611 1612 1613 Nodes: 822 823 838 839 830 831 846 847 Element: 399 Faces: 1610 1614 1583 1615 1616 1617 Nodes: 823 824 839 840 831 832 847 848 Element: 400 Faces: 1614 1618 1587 1619 1620 1621 Nodes: 824 825 840 841 832 833 848 849 Element: 401 Faces: 1618 1622 1591 1623 1624 1625 Nodes: 825 826 841 842 833 834 849 850 Element: 402 Faces: 1622 1626 1595 1627 1628 1629 Nodes: 826 827 842 843 834 835 850 851 Element: 403 Faces: 1626 1630 1599 1631 1632 1633 Nodes: 827 828 843 844 835 836 851 852 Element template: element4 Element: 404 Faces: 1630 1605 1602 1634 1635 1636 Nodes: 828 821 844 837 836 829 852 845 Element template: element3 Element: 405 Faces: 1637 1638 1607 1639 1640 1641 Nodes: 837 838 853 854 845 846 861 862 Element: 406 Faces: 1638 1642 1611 1643 1644 1645 Nodes: 838 839 854 855 846 847 862 863 Element: 407 Faces: 1642 1646 1615 1647 1648 1649 Nodes: 839 840 855 856 847 848 863 864 Element: 408 Faces: 1646 1650 1619 1651 1652 1653 Nodes: 840 841 856 857 848 849 864 865 Element: 409 Faces: 1650 1654 1623 1655 1656 1657 Nodes: 841 842 857 858 849 850 865 866 Element: 410 Faces: 1654 1658 1627 1659 1660 1661 Nodes: 842 843 858 859 850 851 866 867 Element: 411 Faces: 1658 1662 1631 1663 1664 1665 Nodes: 843 844 859 860 851 852 867 868 Element template: element4 Element: 412 Faces: 1662 1637 1634 1666 1667 1668 Nodes: 844 837 860 853 852 845 868 861 Element template: element3 Element: 413 Faces: 1669 1670 1639 1671 1672 1673 Nodes: 853 854 869 870 861 862 877 878 Element: 414 Faces: 1670 1674 1643 1675 1676 1677 Nodes: 854 855 870 871 862 863 878 879 Element: 415 Faces: 1674 1678 1647 1679 1680 1681 Nodes: 855 856 871 872 863 864 879 880 Element: 416 Faces: 1678 1682 1651 1683 1684 1685 Nodes: 856 857 872 873 864 865 880 881 Element: 417 Faces: 1682 1686 1655 1687 1688 1689 Nodes: 857 858 873 874 865 866 881 882 Element: 418 Faces: 1686 1690 1659 1691 1692 1693 Nodes: 858 859 874 875 866 867 882 883 Element: 419 Faces: 1690 1694 1663 1695 1696 1697 Nodes: 859 860 875 876 867 868 883 884 Element template: element4 Element: 420 Faces: 1694 1669 1666 1698 1699 1700 Nodes: 860 853 876 869 868 861 884 877 Element template: element3 Element: 421 Faces: 1701 1702 1671 1703 1704 1705 Nodes: 869 870 885 886 877 878 893 894 Element: 422 Faces: 1702 1706 1675 1707 1708 1709 Nodes: 870 871 886 887 878 879 894 895 Element: 423 Faces: 1706 1710 1679 1711 1712 1713 Nodes: 871 872 887 888 879 880 895 896 Element: 424 Faces: 1710 1714 1683 1715 1716 1717 Nodes: 872 873 888 889 880 881 896 897 Element: 425 Faces: 1714 1718 1687 1719 1720 1721 Nodes: 873 874 889 890 881 882 897 898 Element: 426 Faces: 1718 1722 1691 1723 1724 1725 Nodes: 874 875 890 891 882 883 898 899 Element: 427 Faces: 1722 1726 1695 1727 1728 1729 Nodes: 875 876 891 892 883 884 899 900 Element template: element4 Element: 428 Faces: 1726 1701 1698 1730 1731 1732 Nodes: 876 869 892 885 884 877 900 893 Element template: element3 Element: 429 Faces: 1733 1734 1703 1735 1736 1737 Nodes: 885 886 901 902 893 894 909 910 Element: 430 Faces: 1734 1738 1707 1739 1740 1741 Nodes: 886 887 902 903 894 895 910 911 Element: 431 Faces: 1738 1742 1711 1743 1744 1745 Nodes: 887 888 903 904 895 896 911 912 Element: 432 Faces: 1742 1746 1715 1747 1748 1749 Nodes: 888 889 904 905 896 897 912 913 Element: 433 Faces: 1746 1750 1719 1751 1752 1753 Nodes: 889 890 905 906 897 898 913 914 Element: 434 Faces: 1750 1754 1723 1755 1756 1757 Nodes: 890 891 906 907 898 899 914 915 Element: 435 Faces: 1754 1758 1727 1759 1760 1761 Nodes: 891 892 907 908 899 900 915 916 Element template: element4 Element: 436 Faces: 1758 1733 1730 1762 1763 1764 Nodes: 892 885 908 901 900 893 916 909 Element template: element3 Element: 437 Faces: 1765 1766 1735 1767 1768 1769 Nodes: 901 902 917 918 909 910 925 926 Element: 438 Faces: 1766 1770 1739 1771 1772 1773 Nodes: 902 903 918 919 910 911 926 927 Element: 439 Faces: 1770 1774 1743 1775 1776 1777 Nodes: 903 904 919 920 911 912 927 928 Element: 440 Faces: 1774 1778 1747 1779 1780 1781 Nodes: 904 905 920 921 912 913 928 929 Element: 441 Faces: 1778 1782 1751 1783 1784 1785 Nodes: 905 906 921 922 913 914 929 930 Element: 442 Faces: 1782 1786 1755 1787 1788 1789 Nodes: 906 907 922 923 914 915 930 931 Element: 443 Faces: 1786 1790 1759 1791 1792 1793 Nodes: 907 908 923 924 915 916 931 932 Element template: element4 Element: 444 Faces: 1790 1765 1762 1794 1795 1796 Nodes: 908 901 924 917 916 909 932 925 Element template: element3 Element: 445 Faces: 1797 1798 1767 1799 1800 1801 Nodes: 917 918 933 934 925 926 941 942 Element: 446 Faces: 1798 1802 1771 1803 1804 1805 Nodes: 918 919 934 935 926 927 942 943 Element: 447 Faces: 1802 1806 1775 1807 1808 1809 Nodes: 919 920 935 936 927 928 943 944 Element: 448 Faces: 1806 1810 1779 1811 1812 1813 Nodes: 920 921 936 937 928 929 944 945 Element: 449 Faces: 1810 1814 1783 1815 1816 1817 Nodes: 921 922 937 938 929 930 945 946 Element: 450 Faces: 1814 1818 1787 1819 1820 1821 Nodes: 922 923 938 939 930 931 946 947 Element: 451 Faces: 1818 1822 1791 1823 1824 1825 Nodes: 923 924 939 940 931 932 947 948 Element template: element4 Element: 452 Faces: 1822 1797 1794 1826 1827 1828 Nodes: 924 917 940 933 932 925 948 941 Element template: element3 Element: 453 Faces: 1829 1830 1799 1831 1832 1833 Nodes: 933 934 949 950 941 942 957 958 Element: 454 Faces: 1830 1834 1803 1835 1836 1837 Nodes: 934 935 950 951 942 943 958 959 Element: 455 Faces: 1834 1838 1807 1839 1840 1841 Nodes: 935 936 951 952 943 944 959 960 Element: 456 Faces: 1838 1842 1811 1843 1844 1845 Nodes: 936 937 952 953 944 945 960 961 Element: 457 Faces: 1842 1846 1815 1847 1848 1849 Nodes: 937 938 953 954 945 946 961 962 Element: 458 Faces: 1846 1850 1819 1851 1852 1853 Nodes: 938 939 954 955 946 947 962 963 Element: 459 Faces: 1850 1854 1823 1855 1856 1857 Nodes: 939 940 955 956 947 948 963 964 Element template: element4 Element: 460 Faces: 1854 1829 1826 1858 1859 1860 Nodes: 940 933 956 949 948 941 964 957 Element template: element3 Element: 461 Faces: 1861 1862 1831 1863 1864 1865 Nodes: 949 950 965 966 957 958 973 974 Element: 462 Faces: 1862 1866 1835 1867 1868 1869 Nodes: 950 951 966 967 958 959 974 975 Element: 463 Faces: 1866 1870 1839 1871 1872 1873 Nodes: 951 952 967 968 959 960 975 976 Element: 464 Faces: 1870 1874 1843 1875 1876 1877 Nodes: 952 953 968 969 960 961 976 977 Element: 465 Faces: 1874 1878 1847 1879 1880 1881 Nodes: 953 954 969 970 961 962 977 978 Element: 466 Faces: 1878 1882 1851 1883 1884 1885 Nodes: 954 955 970 971 962 963 978 979 Element: 467 Faces: 1882 1886 1855 1887 1888 1889 Nodes: 955 956 971 972 963 964 979 980 Element template: element4 Element: 468 Faces: 1886 1861 1858 1890 1891 1892 Nodes: 956 949 972 965 964 957 980 973 Element template: element3 Element: 469 Faces: 1893 1894 1863 1895 1896 1897 Nodes: 965 966 981 982 973 974 989 990 Element: 470 Faces: 1894 1898 1867 1899 1900 1901 Nodes: 966 967 982 983 974 975 990 991 Element: 471 Faces: 1898 1902 1871 1903 1904 1905 Nodes: 967 968 983 984 975 976 991 992 Element: 472 Faces: 1902 1906 1875 1907 1908 1909 Nodes: 968 969 984 985 976 977 992 993 Element: 473 Faces: 1906 1910 1879 1911 1912 1913 Nodes: 969 970 985 986 977 978 993 994 Element: 474 Faces: 1910 1914 1883 1915 1916 1917 Nodes: 970 971 986 987 978 979 994 995 Element: 475 Faces: 1914 1918 1887 1919 1920 1921 Nodes: 971 972 987 988 979 980 995 996 Element template: element4 Element: 476 Faces: 1918 1893 1890 1922 1923 1924 Nodes: 972 965 988 981 980 973 996 989 Element template: element3 Element: 477 Faces: 1925 1926 1895 1927 1928 1929 Nodes: 981 982 997 998 989 990 1005 1006 Element: 478 Faces: 1926 1930 1899 1931 1932 1933 Nodes: 982 983 998 999 990 991 1006 1007 Element: 479 Faces: 1930 1934 1903 1935 1936 1937 Nodes: 983 984 999 1000 991 992 1007 1008 Element: 480 Faces: 1934 1938 1907 1939 1940 1941 Nodes: 984 985 1000 1001 992 993 1008 1009 Element: 481 Faces: 1938 1942 1911 1943 1944 1945 Nodes: 985 986 1001 1002 993 994 1009 1010 Element: 482 Faces: 1942 1946 1915 1947 1948 1949 Nodes: 986 987 1002 1003 994 995 1010 1011 Element: 483 Faces: 1946 1950 1919 1951 1952 1953 Nodes: 987 988 1003 1004 995 996 1011 1012 Element template: element4 Element: 484 Faces: 1950 1925 1922 1954 1955 1956 Nodes: 988 981 1004 997 996 989 1012 1005 Element template: element3 Element: 485 Faces: 1957 1958 1927 1959 1960 1961 Nodes: 997 998 1013 1014 1005 1006 1021 1022 Element: 486 Faces: 1958 1962 1931 1963 1964 1965 Nodes: 998 999 1014 1015 1006 1007 1022 1023 Element: 487 Faces: 1962 1966 1935 1967 1968 1969 Nodes: 999 1000 1015 1016 1007 1008 1023 1024 Element: 488 Faces: 1966 1970 1939 1971 1972 1973 Nodes: 1000 1001 1016 1017 1008 1009 1024 1025 Element: 489 Faces: 1970 1974 1943 1975 1976 1977 Nodes: 1001 1002 1017 1018 1009 1010 1025 1026 Element: 490 Faces: 1974 1978 1947 1979 1980 1981 Nodes: 1002 1003 1018 1019 1010 1011 1026 1027 Element: 491 Faces: 1978 1982 1951 1983 1984 1985 Nodes: 1003 1004 1019 1020 1011 1012 1027 1028 Element template: element4 Element: 492 Faces: 1982 1957 1954 1986 1987 1988 Nodes: 1004 997 1020 1013 1012 1005 1028 1021 Element template: element3 Element: 493 Faces: 1989 1990 1959 1991 1992 1993 Nodes: 1013 1014 1029 1030 1021 1022 1037 1038 Element: 494 Faces: 1990 1994 1963 1995 1996 1997 Nodes: 1014 1015 1030 1031 1022 1023 1038 1039 Element: 495 Faces: 1994 1998 1967 1999 2000 2001 Nodes: 1015 1016 1031 1032 1023 1024 1039 1040 Element: 496 Faces: 1998 2002 1971 2003 2004 2005 Nodes: 1016 1017 1032 1033 1024 1025 1040 1041 Element: 497 Faces: 2002 2006 1975 2007 2008 2009 Nodes: 1017 1018 1033 1034 1025 1026 1041 1042 Element: 498 Faces: 2006 2010 1979 2011 2012 2013 Nodes: 1018 1019 1034 1035 1026 1027 1042 1043 Element: 499 Faces: 2010 2014 1983 2015 2016 2017 Nodes: 1019 1020 1035 1036 1027 1028 1043 1044 Element template: element4 Element: 500 Faces: 2014 1989 1986 2018 2019 2020 Nodes: 1020 1013 1036 1029 1028 1021 1044 1037 Element template: element3 Element: 501 Faces: 2021 2022 1991 2023 2024 2025 Nodes: 1029 1030 1045 1046 1037 1038 1053 1054 Element: 502 Faces: 2022 2026 1995 2027 2028 2029 Nodes: 1030 1031 1046 1047 1038 1039 1054 1055 Element: 503 Faces: 2026 2030 1999 2031 2032 2033 Nodes: 1031 1032 1047 1048 1039 1040 1055 1056 Element: 504 Faces: 2030 2034 2003 2035 2036 2037 Nodes: 1032 1033 1048 1049 1040 1041 1056 1057 Element: 505 Faces: 2034 2038 2007 2039 2040 2041 Nodes: 1033 1034 1049 1050 1041 1042 1057 1058 Element: 506 Faces: 2038 2042 2011 2043 2044 2045 Nodes: 1034 1035 1050 1051 1042 1043 1058 1059 Element: 507 Faces: 2042 2046 2015 2047 2048 2049 Nodes: 1035 1036 1051 1052 1043 1044 1059 1060 Element template: element4 Element: 508 Faces: 2046 2021 2018 2050 2051 2052 Nodes: 1036 1029 1052 1045 1044 1037 1060 1053 Element template: element3 Element: 509 Faces: 2053 2054 2023 2055 2056 2057 Nodes: 1045 1046 1061 1062 1053 1054 1069 1070 Element: 510 Faces: 2054 2058 2027 2059 2060 2061 Nodes: 1046 1047 1062 1063 1054 1055 1070 1071 Element: 511 Faces: 2058 2062 2031 2063 2064 2065 Nodes: 1047 1048 1063 1064 1055 1056 1071 1072 Element: 512 Faces: 2062 2066 2035 2067 2068 2069 Nodes: 1048 1049 1064 1065 1056 1057 1072 1073 Element: 513 Faces: 2066 2070 2039 2071 2072 2073 Nodes: 1049 1050 1065 1066 1057 1058 1073 1074 Element: 514 Faces: 2070 2074 2043 2075 2076 2077 Nodes: 1050 1051 1066 1067 1058 1059 1074 1075 Element: 515 Faces: 2074 2078 2047 2079 2080 2081 Nodes: 1051 1052 1067 1068 1059 1060 1075 1076 Element template: element4 Element: 516 Faces: 2078 2053 2050 2082 2083 2084 Nodes: 1052 1045 1068 1061 1060 1053 1076 1069 Element template: element3 Element: 517 Faces: 2085 2086 2055 2087 2088 2089 Nodes: 1061 1062 1077 1078 1069 1070 1085 1086 Element: 518 Faces: 2086 2090 2059 2091 2092 2093 Nodes: 1062 1063 1078 1079 1070 1071 1086 1087 Element: 519 Faces: 2090 2094 2063 2095 2096 2097 Nodes: 1063 1064 1079 1080 1071 1072 1087 1088 Element: 520 Faces: 2094 2098 2067 2099 2100 2101 Nodes: 1064 1065 1080 1081 1072 1073 1088 1089 Element: 521 Faces: 2098 2102 2071 2103 2104 2105 Nodes: 1065 1066 1081 1082 1073 1074 1089 1090 Element: 522 Faces: 2102 2106 2075 2107 2108 2109 Nodes: 1066 1067 1082 1083 1074 1075 1090 1091 Element: 523 Faces: 2106 2110 2079 2111 2112 2113 Nodes: 1067 1068 1083 1084 1075 1076 1091 1092 Element template: element4 Element: 524 Faces: 2110 2085 2082 2114 2115 2116 Nodes: 1068 1061 1084 1077 1076 1069 1092 1085 Element template: element3 Element: 525 Faces: 2117 2118 2087 2119 2120 2121 Nodes: 1077 1078 1093 1094 1085 1086 1101 1102 Element: 526 Faces: 2118 2122 2091 2123 2124 2125 Nodes: 1078 1079 1094 1095 1086 1087 1102 1103 Element: 527 Faces: 2122 2126 2095 2127 2128 2129 Nodes: 1079 1080 1095 1096 1087 1088 1103 1104 Element: 528 Faces: 2126 2130 2099 2131 2132 2133 Nodes: 1080 1081 1096 1097 1088 1089 1104 1105 Element: 529 Faces: 2130 2134 2103 2135 2136 2137 Nodes: 1081 1082 1097 1098 1089 1090 1105 1106 Element: 530 Faces: 2134 2138 2107 2139 2140 2141 Nodes: 1082 1083 1098 1099 1090 1091 1106 1107 Element: 531 Faces: 2138 2142 2111 2143 2144 2145 Nodes: 1083 1084 1099 1100 1091 1092 1107 1108 Element template: element4 Element: 532 Faces: 2142 2117 2114 2146 2147 2148 Nodes: 1084 1077 1100 1093 1092 1085 1108 1101 Element template: element3 Element: 533 Faces: 2149 2150 2119 2151 2152 2153 Nodes: 1093 1094 1109 1110 1101 1102 1117 1118 Element: 534 Faces: 2150 2154 2123 2155 2156 2157 Nodes: 1094 1095 1110 1111 1102 1103 1118 1119 Element: 535 Faces: 2154 2158 2127 2159 2160 2161 Nodes: 1095 1096 1111 1112 1103 1104 1119 1120 Element: 536 Faces: 2158 2162 2131 2163 2164 2165 Nodes: 1096 1097 1112 1113 1104 1105 1120 1121 Element: 537 Faces: 2162 2166 2135 2167 2168 2169 Nodes: 1097 1098 1113 1114 1105 1106 1121 1122 Element: 538 Faces: 2166 2170 2139 2171 2172 2173 Nodes: 1098 1099 1114 1115 1106 1107 1122 1123 Element: 539 Faces: 2170 2174 2143 2175 2176 2177 Nodes: 1099 1100 1115 1116 1107 1108 1123 1124 Element template: element4 Element: 540 Faces: 2174 2149 2146 2178 2179 2180 Nodes: 1100 1093 1116 1109 1108 1101 1124 1117 Element template: element3 Element: 541 Faces: 2181 2182 2151 2183 2184 2185 Nodes: 1109 1110 1125 1126 1117 1118 1133 1134 Element: 542 Faces: 2182 2186 2155 2187 2188 2189 Nodes: 1110 1111 1126 1127 1118 1119 1134 1135 Element: 543 Faces: 2186 2190 2159 2191 2192 2193 Nodes: 1111 1112 1127 1128 1119 1120 1135 1136 Element: 544 Faces: 2190 2194 2163 2195 2196 2197 Nodes: 1112 1113 1128 1129 1120 1121 1136 1137 Element: 545 Faces: 2194 2198 2167 2199 2200 2201 Nodes: 1113 1114 1129 1130 1121 1122 1137 1138 Element: 546 Faces: 2198 2202 2171 2203 2204 2205 Nodes: 1114 1115 1130 1131 1122 1123 1138 1139 Element: 547 Faces: 2202 2206 2175 2207 2208 2209 Nodes: 1115 1116 1131 1132 1123 1124 1139 1140 Element template: element4 Element: 548 Faces: 2206 2181 2178 2210 2211 2212 Nodes: 1116 1109 1132 1125 1124 1117 1140 1133 Element template: element3 Element: 549 Faces: 2213 2214 2183 2215 2216 2217 Nodes: 1125 1126 1141 1142 1133 1134 1149 1150 Element: 550 Faces: 2214 2218 2187 2219 2220 2221 Nodes: 1126 1127 1142 1143 1134 1135 1150 1151 Element: 551 Faces: 2218 2222 2191 2223 2224 2225 Nodes: 1127 1128 1143 1144 1135 1136 1151 1152 Element: 552 Faces: 2222 2226 2195 2227 2228 2229 Nodes: 1128 1129 1144 1145 1136 1137 1152 1153 Element: 553 Faces: 2226 2230 2199 2231 2232 2233 Nodes: 1129 1130 1145 1146 1137 1138 1153 1154 Element: 554 Faces: 2230 2234 2203 2235 2236 2237 Nodes: 1130 1131 1146 1147 1138 1139 1154 1155 Element: 555 Faces: 2234 2238 2207 2239 2240 2241 Nodes: 1131 1132 1147 1148 1139 1140 1155 1156 Element template: element4 Element: 556 Faces: 2238 2213 2210 2242 2243 2244 Nodes: 1132 1125 1148 1141 1140 1133 1156 1149 Element template: element3 Element: 557 Faces: 2245 2246 2215 2247 2248 2249 Nodes: 1141 1142 1157 1158 1149 1150 1165 1166 Element: 558 Faces: 2246 2250 2219 2251 2252 2253 Nodes: 1142 1143 1158 1159 1150 1151 1166 1167 Element: 559 Faces: 2250 2254 2223 2255 2256 2257 Nodes: 1143 1144 1159 1160 1151 1152 1167 1168 Element: 560 Faces: 2254 2258 2227 2259 2260 2261 Nodes: 1144 1145 1160 1161 1152 1153 1168 1169 Element: 561 Faces: 2258 2262 2231 2263 2264 2265 Nodes: 1145 1146 1161 1162 1153 1154 1169 1170 Element: 562 Faces: 2262 2266 2235 2267 2268 2269 Nodes: 1146 1147 1162 1163 1154 1155 1170 1171 Element: 563 Faces: 2266 2270 2239 2271 2272 2273 Nodes: 1147 1148 1163 1164 1155 1156 1171 1172 Element template: element4 Element: 564 Faces: 2270 2245 2242 2274 2275 2276 Nodes: 1148 1141 1164 1157 1156 1149 1172 1165 Element template: element3 Element: 565 Faces: 2277 2278 2247 2279 2280 2281 Nodes: 1157 1158 1173 1174 1165 1166 1181 1182 Element: 566 Faces: 2278 2282 2251 2283 2284 2285 Nodes: 1158 1159 1174 1175 1166 1167 1182 1183 Element: 567 Faces: 2282 2286 2255 2287 2288 2289 Nodes: 1159 1160 1175 1176 1167 1168 1183 1184 Element: 568 Faces: 2286 2290 2259 2291 2292 2293 Nodes: 1160 1161 1176 1177 1168 1169 1184 1185 Element: 569 Faces: 2290 2294 2263 2295 2296 2297 Nodes: 1161 1162 1177 1178 1169 1170 1185 1186 Element: 570 Faces: 2294 2298 2267 2299 2300 2301 Nodes: 1162 1163 1178 1179 1170 1171 1186 1187 Element: 571 Faces: 2298 2302 2271 2303 2304 2305 Nodes: 1163 1164 1179 1180 1171 1172 1187 1188 Element template: element4 Element: 572 Faces: 2302 2277 2274 2306 2307 2308 Nodes: 1164 1157 1180 1173 1172 1165 1188 1181 Element template: element3 Element: 573 Faces: 2309 2310 2279 2311 2312 2313 Nodes: 1173 1174 1189 1190 1181 1182 1197 1198 Element: 574 Faces: 2310 2314 2283 2315 2316 2317 Nodes: 1174 1175 1190 1191 1182 1183 1198 1199 Element: 575 Faces: 2314 2318 2287 2319 2320 2321 Nodes: 1175 1176 1191 1192 1183 1184 1199 1200 Element: 576 Faces: 2318 2322 2291 2323 2324 2325 Nodes: 1176 1177 1192 1193 1184 1185 1200 1201 Element: 577 Faces: 2322 2326 2295 2327 2328 2329 Nodes: 1177 1178 1193 1194 1185 1186 1201 1202 Element: 578 Faces: 2326 2330 2299 2331 2332 2333 Nodes: 1178 1179 1194 1195 1186 1187 1202 1203 Element: 579 Faces: 2330 2334 2303 2335 2336 2337 Nodes: 1179 1180 1195 1196 1187 1188 1203 1204 Element template: element4 Element: 580 Faces: 2334 2309 2306 2338 2339 2340 Nodes: 1180 1173 1196 1189 1188 1181 1204 1197 Element template: element3 Element: 581 Faces: 2341 2342 2311 2343 2344 2345 Nodes: 1189 1190 1205 1206 1197 1198 1213 1214 Element: 582 Faces: 2342 2346 2315 2347 2348 2349 Nodes: 1190 1191 1206 1207 1198 1199 1214 1215 Element: 583 Faces: 2346 2350 2319 2351 2352 2353 Nodes: 1191 1192 1207 1208 1199 1200 1215 1216 Element: 584 Faces: 2350 2354 2323 2355 2356 2357 Nodes: 1192 1193 1208 1209 1200 1201 1216 1217 Element: 585 Faces: 2354 2358 2327 2359 2360 2361 Nodes: 1193 1194 1209 1210 1201 1202 1217 1218 Element: 586 Faces: 2358 2362 2331 2363 2364 2365 Nodes: 1194 1195 1210 1211 1202 1203 1218 1219 Element: 587 Faces: 2362 2366 2335 2367 2368 2369 Nodes: 1195 1196 1211 1212 1203 1204 1219 1220 Element template: element4 Element: 588 Faces: 2366 2341 2338 2370 2371 2372 Nodes: 1196 1189 1212 1205 1204 1197 1220 1213 Element template: element3 Element: 589 Faces: 2373 2374 2343 2375 2376 2377 Nodes: 1205 1206 1221 1222 1213 1214 1229 1230 Element: 590 Faces: 2374 2378 2347 2379 2380 2381 Nodes: 1206 1207 1222 1223 1214 1215 1230 1231 Element: 591 Faces: 2378 2382 2351 2383 2384 2385 Nodes: 1207 1208 1223 1224 1215 1216 1231 1232 Element: 592 Faces: 2382 2386 2355 2387 2388 2389 Nodes: 1208 1209 1224 1225 1216 1217 1232 1233 Element: 593 Faces: 2386 2390 2359 2391 2392 2393 Nodes: 1209 1210 1225 1226 1217 1218 1233 1234 Element: 594 Faces: 2390 2394 2363 2395 2396 2397 Nodes: 1210 1211 1226 1227 1218 1219 1234 1235 Element: 595 Faces: 2394 2398 2367 2399 2400 2401 Nodes: 1211 1212 1227 1228 1219 1220 1235 1236 Element template: element4 Element: 596 Faces: 2398 2373 2370 2402 2403 2404 Nodes: 1212 1205 1228 1221 1220 1213 1236 1229 Element template: element3 Element: 597 Faces: 2405 2406 2375 2407 2408 2409 Nodes: 1221 1222 1237 1238 1229 1230 1245 1246 Element: 598 Faces: 2406 2410 2379 2411 2412 2413 Nodes: 1222 1223 1238 1239 1230 1231 1246 1247 Element: 599 Faces: 2410 2414 2383 2415 2416 2417 Nodes: 1223 1224 1239 1240 1231 1232 1247 1248 Element: 600 Faces: 2414 2418 2387 2419 2420 2421 Nodes: 1224 1225 1240 1241 1232 1233 1248 1249 Element: 601 Faces: 2418 2422 2391 2423 2424 2425 Nodes: 1225 1226 1241 1242 1233 1234 1249 1250 Element: 602 Faces: 2422 2426 2395 2427 2428 2429 Nodes: 1226 1227 1242 1243 1234 1235 1250 1251 Element: 603 Faces: 2426 2430 2399 2431 2432 2433 Nodes: 1227 1228 1243 1244 1235 1236 1251 1252 Element template: element4 Element: 604 Faces: 2430 2405 2402 2434 2435 2436 Nodes: 1228 1221 1244 1237 1236 1229 1252 1245 Element template: element3 Element: 605 Faces: 2437 2438 2407 2439 2440 2441 Nodes: 1237 1238 1253 1254 1245 1246 1261 1262 Element: 606 Faces: 2438 2442 2411 2443 2444 2445 Nodes: 1238 1239 1254 1255 1246 1247 1262 1263 Element: 607 Faces: 2442 2446 2415 2447 2448 2449 Nodes: 1239 1240 1255 1256 1247 1248 1263 1264 Element: 608 Faces: 2446 2450 2419 2451 2452 2453 Nodes: 1240 1241 1256 1257 1248 1249 1264 1265 Element: 609 Faces: 2450 2454 2423 2455 2456 2457 Nodes: 1241 1242 1257 1258 1249 1250 1265 1266 Element: 610 Faces: 2454 2458 2427 2459 2460 2461 Nodes: 1242 1243 1258 1259 1250 1251 1266 1267 Element: 611 Faces: 2458 2462 2431 2463 2464 2465 Nodes: 1243 1244 1259 1260 1251 1252 1267 1268 Element template: element4 Element: 612 Faces: 2462 2437 2434 2466 2467 2468 Nodes: 1244 1237 1260 1253 1252 1245 1268 1261 Element template: element3 Element: 613 Faces: 2469 2470 2439 2471 2472 2473 Nodes: 1253 1254 1269 1270 1261 1262 1277 1278 Element: 614 Faces: 2470 2474 2443 2475 2476 2477 Nodes: 1254 1255 1270 1271 1262 1263 1278 1279 Element: 615 Faces: 2474 2478 2447 2479 2480 2481 Nodes: 1255 1256 1271 1272 1263 1264 1279 1280 Element: 616 Faces: 2478 2482 2451 2483 2484 2485 Nodes: 1256 1257 1272 1273 1264 1265 1280 1281 Element: 617 Faces: 2482 2486 2455 2487 2488 2489 Nodes: 1257 1258 1273 1274 1265 1266 1281 1282 Element: 618 Faces: 2486 2490 2459 2491 2492 2493 Nodes: 1258 1259 1274 1275 1266 1267 1282 1283 Element: 619 Faces: 2490 2494 2463 2495 2496 2497 Nodes: 1259 1260 1275 1276 1267 1268 1283 1284 Element template: element4 Element: 620 Faces: 2494 2469 2466 2498 2499 2500 Nodes: 1260 1253 1276 1269 1268 1261 1284 1277 Element template: element3 Element: 621 Faces: 2501 2502 2471 2503 2504 2505 Nodes: 1269 1270 1285 1286 1277 1278 1293 1294 Element: 622 Faces: 2502 2506 2475 2507 2508 2509 Nodes: 1270 1271 1286 1287 1278 1279 1294 1295 Element: 623 Faces: 2506 2510 2479 2511 2512 2513 Nodes: 1271 1272 1287 1288 1279 1280 1295 1296 Element: 624 Faces: 2510 2514 2483 2515 2516 2517 Nodes: 1272 1273 1288 1289 1280 1281 1296 1297 Element: 625 Faces: 2514 2518 2487 2519 2520 2521 Nodes: 1273 1274 1289 1290 1281 1282 1297 1298 Element: 626 Faces: 2518 2522 2491 2523 2524 2525 Nodes: 1274 1275 1290 1291 1282 1283 1298 1299 Element: 627 Faces: 2522 2526 2495 2527 2528 2529 Nodes: 1275 1276 1291 1292 1283 1284 1299 1300 Element template: element4 Element: 628 Faces: 2526 2501 2498 2530 2531 2532 Nodes: 1276 1269 1292 1285 1284 1277 1300 1293 Element template: element3 Element: 629 Faces: 2533 2534 2503 2535 2536 2537 Nodes: 1285 1286 1301 1302 1293 1294 1309 1310 Element: 630 Faces: 2534 2538 2507 2539 2540 2541 Nodes: 1286 1287 1302 1303 1294 1295 1310 1311 Element: 631 Faces: 2538 2542 2511 2543 2544 2545 Nodes: 1287 1288 1303 1304 1295 1296 1311 1312 Element: 632 Faces: 2542 2546 2515 2547 2548 2549 Nodes: 1288 1289 1304 1305 1296 1297 1312 1313 Element: 633 Faces: 2546 2550 2519 2551 2552 2553 Nodes: 1289 1290 1305 1306 1297 1298 1313 1314 Element: 634 Faces: 2550 2554 2523 2555 2556 2557 Nodes: 1290 1291 1306 1307 1298 1299 1314 1315 Element: 635 Faces: 2554 2558 2527 2559 2560 2561 Nodes: 1291 1292 1307 1308 1299 1300 1315 1316 Element template: element4 Element: 636 Faces: 2558 2533 2530 2562 2563 2564 Nodes: 1292 1285 1308 1301 1300 1293 1316 1309 Element template: element3 Element: 637 Faces: 2565 2566 2535 2567 2568 2569 Nodes: 1301 1302 1317 1318 1309 1310 1325 1326 Element: 638 Faces: 2566 2570 2539 2571 2572 2573 Nodes: 1302 1303 1318 1319 1310 1311 1326 1327 Element: 639 Faces: 2570 2574 2543 2575 2576 2577 Nodes: 1303 1304 1319 1320 1311 1312 1327 1328 Element: 640 Faces: 2574 2578 2547 2579 2580 2581 Nodes: 1304 1305 1320 1321 1312 1313 1328 1329 Element: 641 Faces: 2578 2582 2551 2583 2584 2585 Nodes: 1305 1306 1321 1322 1313 1314 1329 1330 Element: 642 Faces: 2582 2586 2555 2587 2588 2589 Nodes: 1306 1307 1322 1323 1314 1315 1330 1331 Element: 643 Faces: 2586 2590 2559 2591 2592 2593 Nodes: 1307 1308 1323 1324 1315 1316 1331 1332 Element template: element4 Element: 644 Faces: 2590 2565 2562 2594 2595 2596 Nodes: 1308 1301 1324 1317 1316 1309 1332 1325 Element template: element3 Element: 645 Faces: 2597 2598 2567 2599 2600 2601 Nodes: 1317 1318 1333 1334 1325 1326 1341 1342 Element: 646 Faces: 2598 2602 2571 2603 2604 2605 Nodes: 1318 1319 1334 1335 1326 1327 1342 1343 Element: 647 Faces: 2602 2606 2575 2607 2608 2609 Nodes: 1319 1320 1335 1336 1327 1328 1343 1344 Element: 648 Faces: 2606 2610 2579 2611 2612 2613 Nodes: 1320 1321 1336 1337 1328 1329 1344 1345 Element: 649 Faces: 2610 2614 2583 2615 2616 2617 Nodes: 1321 1322 1337 1338 1329 1330 1345 1346 Element: 650 Faces: 2614 2618 2587 2619 2620 2621 Nodes: 1322 1323 1338 1339 1330 1331 1346 1347 Element: 651 Faces: 2618 2622 2591 2623 2624 2625 Nodes: 1323 1324 1339 1340 1331 1332 1347 1348 Element template: element4 Element: 652 Faces: 2622 2597 2594 2626 2627 2628 Nodes: 1324 1317 1340 1333 1332 1325 1348 1341 Element template: element3 Element: 653 Faces: 2629 2630 2599 2631 2632 2633 Nodes: 1333 1334 1349 1350 1341 1342 1357 1358 Element: 654 Faces: 2630 2634 2603 2635 2636 2637 Nodes: 1334 1335 1350 1351 1342 1343 1358 1359 Element: 655 Faces: 2634 2638 2607 2639 2640 2641 Nodes: 1335 1336 1351 1352 1343 1344 1359 1360 Element: 656 Faces: 2638 2642 2611 2643 2644 2645 Nodes: 1336 1337 1352 1353 1344 1345 1360 1361 Element: 657 Faces: 2642 2646 2615 2647 2648 2649 Nodes: 1337 1338 1353 1354 1345 1346 1361 1362 Element: 658 Faces: 2646 2650 2619 2651 2652 2653 Nodes: 1338 1339 1354 1355 1346 1347 1362 1363 Element: 659 Faces: 2650 2654 2623 2655 2656 2657 Nodes: 1339 1340 1355 1356 1347 1348 1363 1364 Element template: element4 Element: 660 Faces: 2654 2629 2626 2658 2659 2660 Nodes: 1340 1333 1356 1349 1348 1341 1364 1357 Element template: element3 Element: 661 Faces: 2661 2662 2631 2663 2664 2665 Nodes: 1349 1350 1365 1366 1357 1358 1373 1374 Element: 662 Faces: 2662 2666 2635 2667 2668 2669 Nodes: 1350 1351 1366 1367 1358 1359 1374 1375 Element: 663 Faces: 2666 2670 2639 2671 2672 2673 Nodes: 1351 1352 1367 1368 1359 1360 1375 1376 Element: 664 Faces: 2670 2674 2643 2675 2676 2677 Nodes: 1352 1353 1368 1369 1360 1361 1376 1377 Element: 665 Faces: 2674 2678 2647 2679 2680 2681 Nodes: 1353 1354 1369 1370 1361 1362 1377 1378 Element: 666 Faces: 2678 2682 2651 2683 2684 2685 Nodes: 1354 1355 1370 1371 1362 1363 1378 1379 Element: 667 Faces: 2682 2686 2655 2687 2688 2689 Nodes: 1355 1356 1371 1372 1363 1364 1379 1380 Element template: element4 Element: 668 Faces: 2686 2661 2658 2690 2691 2692 Nodes: 1356 1349 1372 1365 1364 1357 1380 1373 Element template: element3 Element: 669 Faces: 2693 2694 2663 2695 2696 2697 Nodes: 1365 1366 1381 1382 1373 1374 1389 1390 Element: 670 Faces: 2694 2698 2667 2699 2700 2701 Nodes: 1366 1367 1382 1383 1374 1375 1390 1391 Element: 671 Faces: 2698 2702 2671 2703 2704 2705 Nodes: 1367 1368 1383 1384 1375 1376 1391 1392 Element: 672 Faces: 2702 2706 2675 2707 2708 2709 Nodes: 1368 1369 1384 1385 1376 1377 1392 1393 Element: 673 Faces: 2706 2710 2679 2711 2712 2713 Nodes: 1369 1370 1385 1386 1377 1378 1393 1394 Element: 674 Faces: 2710 2714 2683 2715 2716 2717 Nodes: 1370 1371 1386 1387 1378 1379 1394 1395 Element: 675 Faces: 2714 2718 2687 2719 2720 2721 Nodes: 1371 1372 1387 1388 1379 1380 1395 1396 Element template: element4 Element: 676 Faces: 2718 2693 2690 2722 2723 2724 Nodes: 1372 1365 1388 1381 1380 1373 1396 1389 Element template: element3 Element: 677 Faces: 2725 2726 2695 2727 2728 2729 Nodes: 1381 1382 1397 1398 1389 1390 1405 1406 Element: 678 Faces: 2726 2730 2699 2731 2732 2733 Nodes: 1382 1383 1398 1399 1390 1391 1406 1407 Element: 679 Faces: 2730 2734 2703 2735 2736 2737 Nodes: 1383 1384 1399 1400 1391 1392 1407 1408 Element: 680 Faces: 2734 2738 2707 2739 2740 2741 Nodes: 1384 1385 1400 1401 1392 1393 1408 1409 Element: 681 Faces: 2738 2742 2711 2743 2744 2745 Nodes: 1385 1386 1401 1402 1393 1394 1409 1410 Element: 682 Faces: 2742 2746 2715 2747 2748 2749 Nodes: 1386 1387 1402 1403 1394 1395 1410 1411 Element: 683 Faces: 2746 2750 2719 2751 2752 2753 Nodes: 1387 1388 1403 1404 1395 1396 1411 1412 Element template: element4 Element: 684 Faces: 2750 2725 2722 2754 2755 2756 Nodes: 1388 1381 1404 1397 1396 1389 1412 1405 Element template: element3 Element: 685 Faces: 2757 2758 2727 2759 2760 2761 Nodes: 1397 1398 1413 1414 1405 1406 1421 1422 Element: 686 Faces: 2758 2762 2731 2763 2764 2765 Nodes: 1398 1399 1414 1415 1406 1407 1422 1423 Element: 687 Faces: 2762 2766 2735 2767 2768 2769 Nodes: 1399 1400 1415 1416 1407 1408 1423 1424 Element: 688 Faces: 2766 2770 2739 2771 2772 2773 Nodes: 1400 1401 1416 1417 1408 1409 1424 1425 Element: 689 Faces: 2770 2774 2743 2775 2776 2777 Nodes: 1401 1402 1417 1418 1409 1410 1425 1426 Element: 690 Faces: 2774 2778 2747 2779 2780 2781 Nodes: 1402 1403 1418 1419 1410 1411 1426 1427 Element: 691 Faces: 2778 2782 2751 2783 2784 2785 Nodes: 1403 1404 1419 1420 1411 1412 1427 1428 Element template: element4 Element: 692 Faces: 2782 2757 2754 2786 2787 2788 Nodes: 1404 1397 1420 1413 1412 1405 1428 1421 Element template: element3 Element: 693 Faces: 2789 2790 2759 2791 2792 2793 Nodes: 1413 1414 1429 1430 1421 1422 1437 1438 Element: 694 Faces: 2790 2794 2763 2795 2796 2797 Nodes: 1414 1415 1430 1431 1422 1423 1438 1439 Element: 695 Faces: 2794 2798 2767 2799 2800 2801 Nodes: 1415 1416 1431 1432 1423 1424 1439 1440 Element: 696 Faces: 2798 2802 2771 2803 2804 2805 Nodes: 1416 1417 1432 1433 1424 1425 1440 1441 Element: 697 Faces: 2802 2806 2775 2807 2808 2809 Nodes: 1417 1418 1433 1434 1425 1426 1441 1442 Element: 698 Faces: 2806 2810 2779 2811 2812 2813 Nodes: 1418 1419 1434 1435 1426 1427 1442 1443 Element: 699 Faces: 2810 2814 2783 2815 2816 2817 Nodes: 1419 1420 1435 1436 1427 1428 1443 1444 Element template: element4 Element: 700 Faces: 2814 2789 2786 2818 2819 2820 Nodes: 1420 1413 1436 1429 1428 1421 1444 1437 Element template: element3 Element: 701 Faces: 2821 2822 2791 2823 2824 2825 Nodes: 1429 1430 1445 1446 1437 1438 1453 1454 Element: 702 Faces: 2822 2826 2795 2827 2828 2829 Nodes: 1430 1431 1446 1447 1438 1439 1454 1455 Element: 703 Faces: 2826 2830 2799 2831 2832 2833 Nodes: 1431 1432 1447 1448 1439 1440 1455 1456 Element: 704 Faces: 2830 2834 2803 2835 2836 2837 Nodes: 1432 1433 1448 1449 1440 1441 1456 1457 Element: 705 Faces: 2834 2838 2807 2839 2840 2841 Nodes: 1433 1434 1449 1450 1441 1442 1457 1458 Element: 706 Faces: 2838 2842 2811 2843 2844 2845 Nodes: 1434 1435 1450 1451 1442 1443 1458 1459 Element: 707 Faces: 2842 2846 2815 2847 2848 2849 Nodes: 1435 1436 1451 1452 1443 1444 1459 1460 Element template: element4 Element: 708 Faces: 2846 2821 2818 2850 2851 2852 Nodes: 1436 1429 1452 1445 1444 1437 1460 1453 Element template: element3 Element: 709 Faces: 2853 2854 2823 2855 2856 2857 Nodes: 1445 1446 1461 1462 1453 1454 1469 1470 Element: 710 Faces: 2854 2858 2827 2859 2860 2861 Nodes: 1446 1447 1462 1463 1454 1455 1470 1471 Element: 711 Faces: 2858 2862 2831 2863 2864 2865 Nodes: 1447 1448 1463 1464 1455 1456 1471 1472 Element: 712 Faces: 2862 2866 2835 2867 2868 2869 Nodes: 1448 1449 1464 1465 1456 1457 1472 1473 Element: 713 Faces: 2866 2870 2839 2871 2872 2873 Nodes: 1449 1450 1465 1466 1457 1458 1473 1474 Element: 714 Faces: 2870 2874 2843 2875 2876 2877 Nodes: 1450 1451 1466 1467 1458 1459 1474 1475 Element: 715 Faces: 2874 2878 2847 2879 2880 2881 Nodes: 1451 1452 1467 1468 1459 1460 1475 1476 Element template: element4 Element: 716 Faces: 2878 2853 2850 2882 2883 2884 Nodes: 1452 1445 1468 1461 1460 1453 1476 1469 Element template: element3 Element: 717 Faces: 2885 2886 2855 2887 2888 2889 Nodes: 1461 1462 1477 1478 1469 1470 1485 1486 Element: 718 Faces: 2886 2890 2859 2891 2892 2893 Nodes: 1462 1463 1478 1479 1470 1471 1486 1487 Element: 719 Faces: 2890 2894 2863 2895 2896 2897 Nodes: 1463 1464 1479 1480 1471 1472 1487 1488 Element: 720 Faces: 2894 2898 2867 2899 2900 2901 Nodes: 1464 1465 1480 1481 1472 1473 1488 1489 Element: 721 Faces: 2898 2902 2871 2903 2904 2905 Nodes: 1465 1466 1481 1482 1473 1474 1489 1490 Element: 722 Faces: 2902 2906 2875 2907 2908 2909 Nodes: 1466 1467 1482 1483 1474 1475 1490 1491 Element: 723 Faces: 2906 2910 2879 2911 2912 2913 Nodes: 1467 1468 1483 1484 1475 1476 1491 1492 Element template: element4 Element: 724 Faces: 2910 2885 2882 2914 2915 2916 Nodes: 1468 1461 1484 1477 1476 1469 1492 1485 Element template: element3 Element: 725 Faces: 2917 2918 2887 2919 2920 2921 Nodes: 1477 1478 1493 1494 1485 1486 1501 1502 Element: 726 Faces: 2918 2922 2891 2923 2924 2925 Nodes: 1478 1479 1494 1495 1486 1487 1502 1503 Element: 727 Faces: 2922 2926 2895 2927 2928 2929 Nodes: 1479 1480 1495 1496 1487 1488 1503 1504 Element: 728 Faces: 2926 2930 2899 2931 2932 2933 Nodes: 1480 1481 1496 1497 1488 1489 1504 1505 Element: 729 Faces: 2930 2934 2903 2935 2936 2937 Nodes: 1481 1482 1497 1498 1489 1490 1505 1506 Element: 730 Faces: 2934 2938 2907 2939 2940 2941 Nodes: 1482 1483 1498 1499 1490 1491 1506 1507 Element: 731 Faces: 2938 2942 2911 2943 2944 2945 Nodes: 1483 1484 1499 1500 1491 1492 1507 1508 Element template: element4 Element: 732 Faces: 2942 2917 2914 2946 2947 2948 Nodes: 1484 1477 1500 1493 1492 1485 1508 1501 Element template: element3 Element: 733 Faces: 2949 2950 2919 2951 2952 2953 Nodes: 1493 1494 1509 1510 1501 1502 1517 1518 Element: 734 Faces: 2950 2954 2923 2955 2956 2957 Nodes: 1494 1495 1510 1511 1502 1503 1518 1519 Element: 735 Faces: 2954 2958 2927 2959 2960 2961 Nodes: 1495 1496 1511 1512 1503 1504 1519 1520 Element: 736 Faces: 2958 2962 2931 2963 2964 2965 Nodes: 1496 1497 1512 1513 1504 1505 1520 1521 Element: 737 Faces: 2962 2966 2935 2967 2968 2969 Nodes: 1497 1498 1513 1514 1505 1506 1521 1522 Element: 738 Faces: 2966 2970 2939 2971 2972 2973 Nodes: 1498 1499 1514 1515 1506 1507 1522 1523 Element: 739 Faces: 2970 2974 2943 2975 2976 2977 Nodes: 1499 1500 1515 1516 1507 1508 1523 1524 Element template: element4 Element: 740 Faces: 2974 2949 2946 2978 2979 2980 Nodes: 1500 1493 1516 1509 1508 1501 1524 1517 Element template: element3 Element: 741 Faces: 2981 2982 2951 2983 2984 2985 Nodes: 1509 1510 1525 1526 1517 1518 1533 1534 Element: 742 Faces: 2982 2986 2955 2987 2988 2989 Nodes: 1510 1511 1526 1527 1518 1519 1534 1535 Element: 743 Faces: 2986 2990 2959 2991 2992 2993 Nodes: 1511 1512 1527 1528 1519 1520 1535 1536 Element: 744 Faces: 2990 2994 2963 2995 2996 2997 Nodes: 1512 1513 1528 1529 1520 1521 1536 1537 Element: 745 Faces: 2994 2998 2967 2999 3000 3001 Nodes: 1513 1514 1529 1530 1521 1522 1537 1538 Element: 746 Faces: 2998 3002 2971 3003 3004 3005 Nodes: 1514 1515 1530 1531 1522 1523 1538 1539 Element: 747 Faces: 3002 3006 2975 3007 3008 3009 Nodes: 1515 1516 1531 1532 1523 1524 1539 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element4 Element: 844 Faces: 3390 3365 3362 3394 3395 3396 Nodes: 1708 1701 1724 1717 1716 1709 1732 1725 Element template: element3 Element: 845 Faces: 3397 3398 3367 3399 3400 3401 Nodes: 1717 1718 1733 1734 1725 1726 1741 1742 Element: 846 Faces: 3398 3402 3371 3403 3404 3405 Nodes: 1718 1719 1734 1735 1726 1727 1742 1743 Element: 847 Faces: 3402 3406 3375 3407 3408 3409 Nodes: 1719 1720 1735 1736 1727 1728 1743 1744 Element: 848 Faces: 3406 3410 3379 3411 3412 3413 Nodes: 1720 1721 1736 1737 1728 1729 1744 1745 Element: 849 Faces: 3410 3414 3383 3415 3416 3417 Nodes: 1721 1722 1737 1738 1729 1730 1745 1746 Element: 850 Faces: 3414 3418 3387 3419 3420 3421 Nodes: 1722 1723 1738 1739 1730 1731 1746 1747 Element: 851 Faces: 3418 3422 3391 3423 3424 3425 Nodes: 1723 1724 1739 1740 1731 1732 1747 1748 Element template: element4 Element: 852 Faces: 3422 3397 3394 3426 3427 3428 Nodes: 1724 1717 1740 1733 1732 1725 1748 1741 Element template: element3 Element: 853 Faces: 3429 3430 3399 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863 Faces: 3466 3470 3439 3471 3472 3473 Nodes: 1751 1752 1767 1768 1759 1760 1775 1776 Element: 864 Faces: 3470 3474 3443 3475 3476 3477 Nodes: 1752 1753 1768 1769 1760 1761 1776 1777 Element: 865 Faces: 3474 3478 3447 3479 3480 3481 Nodes: 1753 1754 1769 1770 1761 1762 1777 1778 Element: 866 Faces: 3478 3482 3451 3483 3484 3485 Nodes: 1754 1755 1770 1771 1762 1763 1778 1779 Element: 867 Faces: 3482 3486 3455 3487 3488 3489 Nodes: 1755 1756 1771 1772 1763 1764 1779 1780 Element template: element4 Element: 868 Faces: 3486 3461 3458 3490 3491 3492 Nodes: 1756 1749 1772 1765 1764 1757 1780 1773 Element template: element3 Element: 869 Faces: 3493 3494 3463 3495 3496 3497 Nodes: 1765 1766 1781 1782 1773 1774 1789 1790 Element: 870 Faces: 3494 3498 3467 3499 3500 3501 Nodes: 1766 1767 1782 1783 1774 1775 1790 1791 Element: 871 Faces: 3498 3502 3471 3503 3504 3505 Nodes: 1767 1768 1783 1784 1775 1776 1791 1792 Element: 872 Faces: 3502 3506 3475 3507 3508 3509 Nodes: 1768 1769 1784 1785 1776 1777 1792 1793 Element: 873 Faces: 3506 3510 3479 3511 3512 3513 Nodes: 1769 1770 1785 1786 1777 1778 1793 1794 Element: 874 Faces: 3510 3514 3483 3515 3516 3517 Nodes: 1770 1771 1786 1787 1778 1779 1794 1795 Element: 875 Faces: 3514 3518 3487 3519 3520 3521 Nodes: 1771 1772 1787 1788 1779 1780 1795 1796 Element template: element4 Element: 876 Faces: 3518 3493 3490 3522 3523 3524 Nodes: 1772 1765 1788 1781 1780 1773 1796 1789 Element template: element3 Element: 877 Faces: 3525 3526 3495 3527 3528 3529 Nodes: 1781 1782 1797 1798 1789 1790 1805 1806 Element: 878 Faces: 3526 3530 3499 3531 3532 3533 Nodes: 1782 1783 1798 1799 1790 1791 1806 1807 Element: 879 Faces: 3530 3534 3503 3535 3536 3537 Nodes: 1783 1784 1799 1800 1791 1792 1807 1808 Element: 880 Faces: 3534 3538 3507 3539 3540 3541 Nodes: 1784 1785 1800 1801 1792 1793 1808 1809 Element: 881 Faces: 3538 3542 3511 3543 3544 3545 Nodes: 1785 1786 1801 1802 1793 1794 1809 1810 Element: 882 Faces: 3542 3546 3515 3547 3548 3549 Nodes: 1786 1787 1802 1803 1794 1795 1810 1811 Element: 883 Faces: 3546 3550 3519 3551 3552 3553 Nodes: 1787 1788 1803 1804 1795 1796 1811 1812 Element template: element4 Element: 884 Faces: 3550 3525 3522 3554 3555 3556 Nodes: 1788 1781 1804 1797 1796 1789 1812 1805 Element template: element3 Element: 885 Faces: 3557 3558 3527 3559 3560 3561 Nodes: 1797 1798 1813 1814 1805 1806 1821 1822 Element: 886 Faces: 3558 3562 3531 3563 3564 3565 Nodes: 1798 1799 1814 1815 1806 1807 1822 1823 Element: 887 Faces: 3562 3566 3535 3567 3568 3569 Nodes: 1799 1800 1815 1816 1807 1808 1823 1824 Element: 888 Faces: 3566 3570 3539 3571 3572 3573 Nodes: 1800 1801 1816 1817 1808 1809 1824 1825 Element: 889 Faces: 3570 3574 3543 3575 3576 3577 Nodes: 1801 1802 1817 1818 1809 1810 1825 1826 Element: 890 Faces: 3574 3578 3547 3579 3580 3581 Nodes: 1802 1803 1818 1819 1810 1811 1826 1827 Element: 891 Faces: 3578 3582 3551 3583 3584 3585 Nodes: 1803 1804 1819 1820 1811 1812 1827 1828 Element template: element4 Element: 892 Faces: 3582 3557 3554 3586 3587 3588 Nodes: 1804 1797 1820 1813 1812 1805 1828 1821 Element template: element3 Element: 893 Faces: 3589 3590 3559 3591 3592 3593 Nodes: 1813 1814 1829 1830 1821 1822 1837 1838 Element: 894 Faces: 3590 3594 3563 3595 3596 3597 Nodes: 1814 1815 1830 1831 1822 1823 1838 1839 Element: 895 Faces: 3594 3598 3567 3599 3600 3601 Nodes: 1815 1816 1831 1832 1823 1824 1839 1840 Element: 896 Faces: 3598 3602 3571 3603 3604 3605 Nodes: 1816 1817 1832 1833 1824 1825 1840 1841 Element: 897 Faces: 3602 3606 3575 3607 3608 3609 Nodes: 1817 1818 1833 1834 1825 1826 1841 1842 Element: 898 Faces: 3606 3610 3579 3611 3612 3613 Nodes: 1818 1819 1834 1835 1826 1827 1842 1843 Element: 899 Faces: 3610 3614 3583 3615 3616 3617 Nodes: 1819 1820 1835 1836 1827 1828 1843 1844 Element template: element4 Element: 900 Faces: 3614 3589 3586 3618 3619 3620 Nodes: 1820 1813 1836 1829 1828 1821 1844 1837 Element template: element3 Element: 901 Faces: 3621 3622 3591 3623 3624 3625 Nodes: 1829 1830 1845 1846 1837 1838 1853 1854 Element: 902 Faces: 3622 3626 3595 3627 3628 3629 Nodes: 1830 1831 1846 1847 1838 1839 1854 1855 Element: 903 Faces: 3626 3630 3599 3631 3632 3633 Nodes: 1831 1832 1847 1848 1839 1840 1855 1856 Element: 904 Faces: 3630 3634 3603 3635 3636 3637 Nodes: 1832 1833 1848 1849 1840 1841 1856 1857 Element: 905 Faces: 3634 3638 3607 3639 3640 3641 Nodes: 1833 1834 1849 1850 1841 1842 1857 1858 Element: 906 Faces: 3638 3642 3611 3643 3644 3645 Nodes: 1834 1835 1850 1851 1842 1843 1858 1859 Element: 907 Faces: 3642 3646 3615 3647 3648 3649 Nodes: 1835 1836 1851 1852 1843 1844 1859 1860 Element template: element4 Element: 908 Faces: 3646 3621 3618 3650 3651 3652 Nodes: 1836 1829 1852 1845 1844 1837 1860 1853 Element template: element3 Element: 909 Faces: 3653 3654 3623 3655 3656 3657 Nodes: 1845 1846 1861 1862 1853 1854 1869 1870 Element: 910 Faces: 3654 3658 3627 3659 3660 3661 Nodes: 1846 1847 1862 1863 1854 1855 1870 1871 Element: 911 Faces: 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1889 Element: 921 Faces: 3698 3702 3671 3703 3704 3705 Nodes: 1865 1866 1881 1882 1873 1874 1889 1890 Element: 922 Faces: 3702 3706 3675 3707 3708 3709 Nodes: 1866 1867 1882 1883 1874 1875 1890 1891 Element: 923 Faces: 3706 3710 3679 3711 3712 3713 Nodes: 1867 1868 1883 1884 1875 1876 1891 1892 Element template: element4 Element: 924 Faces: 3710 3685 3682 3714 3715 3716 Nodes: 1868 1861 1884 1877 1876 1869 1892 1885 Element template: element3 Element: 925 Faces: 3717 3718 3687 3719 3720 3721 Nodes: 1877 1878 1893 1894 1885 1886 1901 1902 Element: 926 Faces: 3718 3722 3691 3723 3724 3725 Nodes: 1878 1879 1894 1895 1886 1887 1902 1903 Element: 927 Faces: 3722 3726 3695 3727 3728 3729 Nodes: 1879 1880 1895 1896 1887 1888 1903 1904 Element: 928 Faces: 3726 3730 3699 3731 3732 3733 Nodes: 1880 1881 1896 1897 1888 1889 1904 1905 Element: 929 Faces: 3730 3734 3703 3735 3736 3737 Nodes: 1881 1882 1897 1898 1889 1890 1905 1906 Element: 930 Faces: 3734 3738 3707 3739 3740 3741 Nodes: 1882 1883 1898 1899 1890 1891 1906 1907 Element: 931 Faces: 3738 3742 3711 3743 3744 3745 Nodes: 1883 1884 1899 1900 1891 1892 1907 1908 Element template: element4 Element: 932 Faces: 3742 3717 3714 3746 3747 3748 Nodes: 1884 1877 1900 1893 1892 1885 1908 1901 Element template: element3 Element: 933 Faces: 3749 3750 3719 3751 3752 3753 Nodes: 1893 1894 1909 1910 1901 1902 1917 1918 Element: 934 Faces: 3750 3754 3723 3755 3756 3757 Nodes: 1894 1895 1910 1911 1902 1903 1918 1919 Element: 935 Faces: 3754 3758 3727 3759 3760 3761 Nodes: 1895 1896 1911 1912 1903 1904 1919 1920 Element: 936 Faces: 3758 3762 3731 3763 3764 3765 Nodes: 1896 1897 1912 1913 1904 1905 1920 1921 Element: 937 Faces: 3762 3766 3735 3767 3768 3769 Nodes: 1897 1898 1913 1914 1905 1906 1921 1922 Element: 938 Faces: 3766 3770 3739 3771 3772 3773 Nodes: 1898 1899 1914 1915 1906 1907 1922 1923 Element: 939 Faces: 3770 3774 3743 3775 3776 3777 Nodes: 1899 1900 1915 1916 1907 1908 1923 1924 Element template: element4 Element: 940 Faces: 3774 3749 3746 3778 3779 3780 Nodes: 1900 1893 1916 1909 1908 1901 1924 1917 Element template: element3 Element: 941 Faces: 3781 3782 3751 3783 3784 3785 Nodes: 1909 1910 1925 1926 1917 1918 1933 1934 Element: 942 Faces: 3782 3786 3755 3787 3788 3789 Nodes: 1910 1911 1926 1927 1918 1919 1934 1935 Element: 943 Faces: 3786 3790 3759 3791 3792 3793 Nodes: 1911 1912 1927 1928 1919 1920 1935 1936 Element: 944 Faces: 3790 3794 3763 3795 3796 3797 Nodes: 1912 1913 1928 1929 1920 1921 1936 1937 Element: 945 Faces: 3794 3798 3767 3799 3800 3801 Nodes: 1913 1914 1929 1930 1921 1922 1937 1938 Element: 946 Faces: 3798 3802 3771 3803 3804 3805 Nodes: 1914 1915 1930 1931 1922 1923 1938 1939 Element: 947 Faces: 3802 3806 3775 3807 3808 3809 Nodes: 1915 1916 1931 1932 1923 1924 1939 1940 Element template: element4 Element: 948 Faces: 3806 3781 3778 3810 3811 3812 Nodes: 1916 1909 1932 1925 1924 1917 1940 1933 Element template: element3 Element: 949 Faces: 3813 3814 3783 3815 3816 3817 Nodes: 1925 1926 1941 1942 1933 1934 1949 1950 Element: 950 Faces: 3814 3818 3787 3819 3820 3821 Nodes: 1926 1927 1942 1943 1934 1935 1950 1951 Element: 951 Faces: 3818 3822 3791 3823 3824 3825 Nodes: 1927 1928 1943 1944 1935 1936 1951 1952 Element: 952 Faces: 3822 3826 3795 3827 3828 3829 Nodes: 1928 1929 1944 1945 1936 1937 1952 1953 Element: 953 Faces: 3826 3830 3799 3831 3832 3833 Nodes: 1929 1930 1945 1946 1937 1938 1953 1954 Element: 954 Faces: 3830 3834 3803 3835 3836 3837 Nodes: 1930 1931 1946 1947 1938 1939 1954 1955 Element: 955 Faces: 3834 3838 3807 3839 3840 3841 Nodes: 1931 1932 1947 1948 1939 1940 1955 1956 Element template: element4 Element: 956 Faces: 3838 3813 3810 3842 3843 3844 Nodes: 1932 1925 1948 1941 1940 1933 1956 1949 Element template: element3 Element: 957 Faces: 3845 3846 3815 3847 3848 3849 Nodes: 1941 1942 1957 1958 1949 1950 1965 1966 Element: 958 Faces: 3846 3850 3819 3851 3852 3853 Nodes: 1942 1943 1958 1959 1950 1951 1966 1967 Element: 959 Faces: 3850 3854 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Element: 969 Faces: 3890 3894 3863 3895 3896 3897 Nodes: 1961 1962 1977 1978 1969 1970 1985 1986 Element: 970 Faces: 3894 3898 3867 3899 3900 3901 Nodes: 1962 1963 1978 1979 1970 1971 1986 1987 Element: 971 Faces: 3898 3902 3871 3903 3904 3905 Nodes: 1963 1964 1979 1980 1971 1972 1987 1988 Element template: element4 Element: 972 Faces: 3902 3877 3874 3906 3907 3908 Nodes: 1964 1957 1980 1973 1972 1965 1988 1981 Element template: element3 Element: 973 Faces: 3909 3910 3879 3911 3912 3913 Nodes: 1973 1974 1989 1990 1981 1982 1997 1998 Element: 974 Faces: 3910 3914 3883 3915 3916 3917 Nodes: 1974 1975 1990 1991 1982 1983 1998 1999 Element: 975 Faces: 3914 3918 3887 3919 3920 3921 Nodes: 1975 1976 1991 1992 1983 1984 1999 2000 Element: 976 Faces: 3918 3922 3891 3923 3924 3925 Nodes: 1976 1977 1992 1993 1984 1985 2000 2001 Element: 977 Faces: 3922 3926 3895 3927 3928 3929 Nodes: 1977 1978 1993 1994 1985 1986 2001 2002 Element: 978 Faces: 3926 3930 3899 3931 3932 3933 Nodes: 1978 1979 1994 1995 1986 1987 2002 2003 Element: 979 Faces: 3930 3934 3903 3935 3936 3937 Nodes: 1979 1980 1995 1996 1987 1988 2003 2004 Element template: element4 Element: 980 Faces: 3934 3909 3906 3938 3939 3940 Nodes: 1980 1973 1996 1989 1988 1981 2004 1997 Element template: element3 Element: 981 Faces: 3941 3942 3911 3943 3944 3945 Nodes: 1989 1990 2005 2006 1997 1998 2013 2014 Element: 982 Faces: 3942 3946 3915 3947 3948 3949 Nodes: 1990 1991 2006 2007 1998 1999 2014 2015 Element: 983 Faces: 3946 3950 3919 3951 3952 3953 Nodes: 1991 1992 2007 2008 1999 2000 2015 2016 Element: 984 Faces: 3950 3954 3923 3955 3956 3957 Nodes: 1992 1993 2008 2009 2000 2001 2016 2017 Element: 985 Faces: 3954 3958 3927 3959 3960 3961 Nodes: 1993 1994 2009 2010 2001 2002 2017 2018 Element: 986 Faces: 3958 3962 3931 3963 3964 3965 Nodes: 1994 1995 2010 2011 2002 2003 2018 2019 Element: 987 Faces: 3962 3966 3935 3967 3968 3969 Nodes: 1995 1996 2011 2012 2003 2004 2019 2020 Element template: element4 Element: 988 Faces: 3966 3941 3938 3970 3971 3972 Nodes: 1996 1989 2012 2005 2004 1997 2020 2013 Element template: element3 Element: 989 Faces: 3973 3974 3943 3975 3976 3977 Nodes: 2005 2006 2021 2022 2013 2014 2029 2030 Element: 990 Faces: 3974 3978 3947 3979 3980 3981 Nodes: 2006 2007 2022 2023 2014 2015 2030 2031 Element: 991 Faces: 3978 3982 3951 3983 3984 3985 Nodes: 2007 2008 2023 2024 2015 2016 2031 2032 Element: 992 Faces: 3982 3986 3955 3987 3988 3989 Nodes: 2008 2009 2024 2025 2016 2017 2032 2033 Element: 993 Faces: 3986 3990 3959 3991 3992 3993 Nodes: 2009 2010 2025 2026 2017 2018 2033 2034 Element: 994 Faces: 3990 3994 3963 3995 3996 3997 Nodes: 2010 2011 2026 2027 2018 2019 2034 2035 Element: 995 Faces: 3994 3998 3967 3999 4000 4001 Nodes: 2011 2012 2027 2028 2019 2020 2035 2036 Element template: element4 Element: 996 Faces: 3998 3973 3970 4002 4003 4004 Nodes: 2012 2005 2028 2021 2020 2013 2036 2029 Element template: element3 Element: 997 Faces: 4005 4006 3975 4007 4008 4009 Nodes: 2021 2022 2037 2038 2029 2030 2045 2046 Element: 998 Faces: 4006 4010 3979 4011 4012 4013 Nodes: 2022 2023 2038 2039 2030 2031 2046 2047 Element: 999 Faces: 4010 4014 3983 4015 4016 4017 Nodes: 2023 2024 2039 2040 2031 2032 2047 2048 Element: 1000 Faces: 4014 4018 3987 4019 4020 4021 Nodes: 2024 2025 2040 2041 2032 2033 2048 2049 Element: 1001 Faces: 4018 4022 3991 4023 4024 4025 Nodes: 2025 2026 2041 2042 2033 2034 2049 2050 Element: 1002 Faces: 4022 4026 3995 4027 4028 4029 Nodes: 2026 2027 2042 2043 2034 2035 2050 2051 Element: 1003 Faces: 4026 4030 3999 4031 4032 4033 Nodes: 2027 2028 2043 2044 2035 2036 2051 2052 Element template: element4 Element: 1004 Faces: 4030 4005 4002 4034 4035 4036 Nodes: 2028 2021 2044 2037 2036 2029 2052 2045 Element template: element3 Element: 1005 Faces: 4037 4038 4007 4039 4040 4041 Nodes: 2037 2038 2053 2054 2045 2046 2061 2062 Element: 1006 Faces: 4038 4042 4011 4043 4044 4045 Nodes: 2038 2039 2054 2055 2046 2047 2062 2063 Element: 1007 Faces: 4042 4046 4015 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Element: 1017 Faces: 4082 4086 4055 4087 4088 4089 Nodes: 2057 2058 2073 2074 2065 2066 2081 2082 Element: 1018 Faces: 4086 4090 4059 4091 4092 4093 Nodes: 2058 2059 2074 2075 2066 2067 2082 2083 Element: 1019 Faces: 4090 4094 4063 4095 4096 4097 Nodes: 2059 2060 2075 2076 2067 2068 2083 2084 Element template: element4 Element: 1020 Faces: 4094 4069 4066 4098 4099 4100 Nodes: 2060 2053 2076 2069 2068 2061 2084 2077 Element template: element3 Element: 1021 Faces: 4101 4102 4071 4103 4104 4105 Nodes: 2069 2070 2085 2086 2077 2078 2093 2094 Element: 1022 Faces: 4102 4106 4075 4107 4108 4109 Nodes: 2070 2071 2086 2087 2078 2079 2094 2095 Element: 1023 Faces: 4106 4110 4079 4111 4112 4113 Nodes: 2071 2072 2087 2088 2079 2080 2095 2096 Element: 1024 Faces: 4110 4114 4083 4115 4116 4117 Nodes: 2072 2073 2088 2089 2080 2081 2096 2097 Element: 1025 Faces: 4114 4118 4087 4119 4120 4121 Nodes: 2073 2074 2089 2090 2081 2082 2097 2098 Element: 1026 Faces: 4118 4122 4091 4123 4124 4125 Nodes: 2074 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Element: 1036 Faces: 4158 4133 4130 4162 4163 4164 Nodes: 2092 2085 2108 2101 2100 2093 2116 2109 Element template: element3 Element: 1037 Faces: 4165 4166 4135 4167 4168 4169 Nodes: 2101 2102 2117 2118 2109 2110 2125 2126 Element: 1038 Faces: 4166 4170 4139 4171 4172 4173 Nodes: 2102 2103 2118 2119 2110 2111 2126 2127 Element: 1039 Faces: 4170 4174 4143 4175 4176 4177 Nodes: 2103 2104 2119 2120 2111 2112 2127 2128 Element: 1040 Faces: 4174 4178 4147 4179 4180 4181 Nodes: 2104 2105 2120 2121 2112 2113 2128 2129 Element: 1041 Faces: 4178 4182 4151 4183 4184 4185 Nodes: 2105 2106 2121 2122 2113 2114 2129 2130 Element: 1042 Faces: 4182 4186 4155 4187 4188 4189 Nodes: 2106 2107 2122 2123 2114 2115 2130 2131 Element: 1043 Faces: 4186 4190 4159 4191 4192 4193 Nodes: 2107 2108 2123 2124 2115 2116 2131 2132 Element template: element4 Element: 1044 Faces: 4190 4165 4162 4194 4195 4196 Nodes: 2108 2101 2124 2117 2116 2109 2132 2125 Element template: element3 Element: 1045 Faces: 4197 4198 4167 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Element: 1055 Faces: 4234 4238 4207 4239 4240 4241 Nodes: 2135 2136 2151 2152 2143 2144 2159 2160 Element: 1056 Faces: 4238 4242 4211 4243 4244 4245 Nodes: 2136 2137 2152 2153 2144 2145 2160 2161 Element: 1057 Faces: 4242 4246 4215 4247 4248 4249 Nodes: 2137 2138 2153 2154 2145 2146 2161 2162 Element: 1058 Faces: 4246 4250 4219 4251 4252 4253 Nodes: 2138 2139 2154 2155 2146 2147 2162 2163 Element: 1059 Faces: 4250 4254 4223 4255 4256 4257 Nodes: 2139 2140 2155 2156 2147 2148 2163 2164 Element template: element4 Element: 1060 Faces: 4254 4229 4226 4258 4259 4260 Nodes: 2140 2133 2156 2149 2148 2141 2164 2157 Element template: element3 Element: 1061 Faces: 4261 4262 4231 4263 4264 4265 Nodes: 2149 2150 2165 2166 2157 2158 2173 2174 Element: 1062 Faces: 4262 4266 4235 4267 4268 4269 Nodes: 2150 2151 2166 2167 2158 2159 2174 2175 Element: 1063 Faces: 4266 4270 4239 4271 4272 4273 Nodes: 2151 2152 2167 2168 2159 2160 2175 2176 Element: 1064 Faces: 4270 4274 4243 4275 4276 4277 Nodes: 2152 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4314 4283 4315 4316 4317 Nodes: 2170 2171 2186 2187 2178 2179 2194 2195 Element: 1075 Faces: 4314 4318 4287 4319 4320 4321 Nodes: 2171 2172 2187 2188 2179 2180 2195 2196 Element template: element4 Element: 1076 Faces: 4318 4293 4290 4322 4323 4324 Nodes: 2172 2165 2188 2181 2180 2173 2196 2189 Element template: element3 Element: 1077 Faces: 4325 4326 4295 4327 4328 4329 Nodes: 2181 2182 2197 2198 2189 2190 2205 2206 Element: 1078 Faces: 4326 4330 4299 4331 4332 4333 Nodes: 2182 2183 2198 2199 2190 2191 2206 2207 Element: 1079 Faces: 4330 4334 4303 4335 4336 4337 Nodes: 2183 2184 2199 2200 2191 2192 2207 2208 Element: 1080 Faces: 4334 4338 4307 4339 4340 4341 Nodes: 2184 2185 2200 2201 2192 2193 2208 2209 Element: 1081 Faces: 4338 4342 4311 4343 4344 4345 Nodes: 2185 2186 2201 2202 2193 2194 2209 2210 Element: 1082 Faces: 4342 4346 4315 4347 4348 4349 Nodes: 2186 2187 2202 2203 2194 2195 2210 2211 Element: 1083 Faces: 4346 4350 4319 4351 4352 4353 Nodes: 2187 2188 2203 2204 2195 2196 2211 2212 Element template: element4 Element: 1084 Faces: 4350 4325 4322 4354 4355 4356 Nodes: 2188 2181 2204 2197 2196 2189 2212 2205 Element template: element3 Element: 1085 Faces: 4357 4358 4327 4359 4360 4361 Nodes: 2197 2198 2213 2214 2205 2206 2221 2222 Element: 1086 Faces: 4358 4362 4331 4363 4364 4365 Nodes: 2198 2199 2214 2215 2206 2207 2222 2223 Element: 1087 Faces: 4362 4366 4335 4367 4368 4369 Nodes: 2199 2200 2215 2216 2207 2208 2223 2224 Element: 1088 Faces: 4366 4370 4339 4371 4372 4373 Nodes: 2200 2201 2216 2217 2208 2209 2224 2225 Element: 1089 Faces: 4370 4374 4343 4375 4376 4377 Nodes: 2201 2202 2217 2218 2209 2210 2225 2226 Element: 1090 Faces: 4374 4378 4347 4379 4380 4381 Nodes: 2202 2203 2218 2219 2210 2211 2226 2227 Element: 1091 Faces: 4378 4382 4351 4383 4384 4385 Nodes: 2203 2204 2219 2220 2211 2212 2227 2228 Element template: element4 Element: 1092 Faces: 4382 4357 4354 4386 4387 4388 Nodes: 2204 2197 2220 2213 2212 2205 2228 2221 Element template: element3 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3091 3092 3107 3108 Element template: element4 Element: 1532 Faces: 6142 6117 6114 6146 6147 6148 Nodes: 3084 3077 3100 3093 3092 3085 3108 3101 Element template: element3 Element: 1533 Faces: 6149 6150 6119 6151 6152 6153 Nodes: 3093 3094 3109 3110 3101 3102 3117 3118 Element: 1534 Faces: 6150 6154 6123 6155 6156 6157 Nodes: 3094 3095 3110 3111 3102 3103 3118 3119 Element: 1535 Faces: 6154 6158 6127 6159 6160 6161 Nodes: 3095 3096 3111 3112 3103 3104 3119 3120 Element: 1536 Faces: 6158 6162 6131 6163 6164 6165 Nodes: 3096 3097 3112 3113 3104 3105 3120 3121 Element: 1537 Faces: 6162 6166 6135 6167 6168 6169 Nodes: 3097 3098 3113 3114 3105 3106 3121 3122 Element: 1538 Faces: 6166 6170 6139 6171 6172 6173 Nodes: 3098 3099 3114 3115 3106 3107 3122 3123 Element: 1539 Faces: 6170 6174 6143 6175 6176 6177 Nodes: 3099 3100 3115 3116 3107 3108 3123 3124 Element template: element4 Element: 1540 Faces: 6174 6149 6146 6178 6179 6180 Nodes: 3100 3093 3116 3109 3108 3101 3124 3117 Element template: 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Nodes: 3126 3127 3142 3143 3134 3135 3150 3151 Element: 1551 Faces: 6218 6222 6191 6223 6224 6225 Nodes: 3127 3128 3143 3144 3135 3136 3151 3152 Element: 1552 Faces: 6222 6226 6195 6227 6228 6229 Nodes: 3128 3129 3144 3145 3136 3137 3152 3153 Element: 1553 Faces: 6226 6230 6199 6231 6232 6233 Nodes: 3129 3130 3145 3146 3137 3138 3153 3154 Element: 1554 Faces: 6230 6234 6203 6235 6236 6237 Nodes: 3130 3131 3146 3147 3138 3139 3154 3155 Element: 1555 Faces: 6234 6238 6207 6239 6240 6241 Nodes: 3131 3132 3147 3148 3139 3140 3155 3156 Element template: element4 Element: 1556 Faces: 6238 6213 6210 6242 6243 6244 Nodes: 3132 3125 3148 3141 3140 3133 3156 3149 Element template: element3 Element: 1557 Faces: 6245 6246 6215 6247 6248 6249 Nodes: 3141 3142 3157 3158 3149 3150 3165 3166 Element: 1558 Faces: 6246 6250 6219 6251 6252 6253 Nodes: 3142 3143 3158 3159 3150 3151 3166 3167 Element: 1559 Faces: 6250 6254 6223 6255 6256 6257 Nodes: 3143 3144 3159 3160 3151 3152 3167 3168 Element: 1560 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Element: 1627 Faces: 6522 6526 6495 6527 6528 6529 Nodes: 3275 3276 3291 3292 3283 3284 3299 3300 Element template: element4 Element: 1628 Faces: 6526 6501 6498 6530 6531 6532 Nodes: 3276 3269 3292 3285 3284 3277 3300 3293 Element template: element3 Element: 1629 Faces: 6533 6534 6503 6535 6536 6537 Nodes: 3285 3286 3301 3302 3293 3294 3309 3310 Element: 1630 Faces: 6534 6538 6507 6539 6540 6541 Nodes: 3286 3287 3302 3303 3294 3295 3310 3311 Element: 1631 Faces: 6538 6542 6511 6543 6544 6545 Nodes: 3287 3288 3303 3304 3295 3296 3311 3312 Element: 1632 Faces: 6542 6546 6515 6547 6548 6549 Nodes: 3288 3289 3304 3305 3296 3297 3312 3313 Element: 1633 Faces: 6546 6550 6519 6551 6552 6553 Nodes: 3289 3290 3305 3306 3297 3298 3313 3314 Element: 1634 Faces: 6550 6554 6523 6555 6556 6557 Nodes: 3290 3291 3306 3307 3298 3299 3314 3315 Element: 1635 Faces: 6554 6558 6527 6559 6560 6561 Nodes: 3291 3292 3307 3308 3299 3300 3315 3316 Element template: element4 Element: 1636 Faces: 6558 6533 6530 6562 6563 6564 Nodes: 3292 3285 3308 3301 3300 3293 3316 3309 Element template: element3 Element: 1637 Faces: 6565 6566 6535 6567 6568 6569 Nodes: 3301 3302 3317 3318 3309 3310 3325 3326 Element: 1638 Faces: 6566 6570 6539 6571 6572 6573 Nodes: 3302 3303 3318 3319 3310 3311 3326 3327 Element: 1639 Faces: 6570 6574 6543 6575 6576 6577 Nodes: 3303 3304 3319 3320 3311 3312 3327 3328 Element: 1640 Faces: 6574 6578 6547 6579 6580 6581 Nodes: 3304 3305 3320 3321 3312 3313 3328 3329 Element: 1641 Faces: 6578 6582 6551 6583 6584 6585 Nodes: 3305 3306 3321 3322 3313 3314 3329 3330 Element: 1642 Faces: 6582 6586 6555 6587 6588 6589 Nodes: 3306 3307 3322 3323 3314 3315 3330 3331 Element: 1643 Faces: 6586 6590 6559 6591 6592 6593 Nodes: 3307 3308 3323 3324 3315 3316 3331 3332 Element template: element4 Element: 1644 Faces: 6590 6565 6562 6594 6595 6596 Nodes: 3308 3301 3324 3317 3316 3309 3332 3325 Element template: element3 Element: 1645 Faces: 6597 6598 6567 6599 6600 6601 Nodes: 3317 3318 3333 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3778 3779 3794 3795 Element: 1875 Faces: 7514 7518 7487 7519 7520 7521 Nodes: 3771 3772 3787 3788 3779 3780 3795 3796 Element template: element4 Element: 1876 Faces: 7518 7493 7490 7522 7523 7524 Nodes: 3772 3765 3788 3781 3780 3773 3796 3789 Element template: element3 Element: 1877 Faces: 7525 7526 7495 7527 7528 7529 Nodes: 3781 3782 3797 3798 3789 3790 3805 3806 Element: 1878 Faces: 7526 7530 7499 7531 7532 7533 Nodes: 3782 3783 3798 3799 3790 3791 3806 3807 Element: 1879 Faces: 7530 7534 7503 7535 7536 7537 Nodes: 3783 3784 3799 3800 3791 3792 3807 3808 Element: 1880 Faces: 7534 7538 7507 7539 7540 7541 Nodes: 3784 3785 3800 3801 3792 3793 3808 3809 Element: 1881 Faces: 7538 7542 7511 7543 7544 7545 Nodes: 3785 3786 3801 3802 3793 3794 3809 3810 Element: 1882 Faces: 7542 7546 7515 7547 7548 7549 Nodes: 3786 3787 3802 3803 3794 3795 3810 3811 Element: 1883 Faces: 7546 7550 7519 7551 7552 7553 Nodes: 3787 3788 3803 3804 3795 3796 3811 3812 Element template: element4 Element: 1884 Faces: 7550 7525 7522 7554 7555 7556 Nodes: 3788 3781 3804 3797 3796 3789 3812 3805 Element template: element3 Element: 1885 Faces: 7557 7558 7527 7559 7560 7561 Nodes: 3797 3798 3813 3814 3805 3806 3821 3822 Element: 1886 Faces: 7558 7562 7531 7563 7564 7565 Nodes: 3798 3799 3814 3815 3806 3807 3822 3823 Element: 1887 Faces: 7562 7566 7535 7567 7568 7569 Nodes: 3799 3800 3815 3816 3807 3808 3823 3824 Element: 1888 Faces: 7566 7570 7539 7571 7572 7573 Nodes: 3800 3801 3816 3817 3808 3809 3824 3825 Element: 1889 Faces: 7570 7574 7543 7575 7576 7577 Nodes: 3801 3802 3817 3818 3809 3810 3825 3826 Element: 1890 Faces: 7574 7578 7547 7579 7580 7581 Nodes: 3802 3803 3818 3819 3810 3811 3826 3827 Element: 1891 Faces: 7578 7582 7551 7583 7584 7585 Nodes: 3803 3804 3819 3820 3811 3812 3827 3828 Element template: element4 Element: 1892 Faces: 7582 7557 7554 7586 7587 7588 Nodes: 3804 3797 3820 3813 3812 3805 3828 3821 Element template: element3 Element: 1893 Faces: 7589 7590 7559 7591 7592 7593 Nodes: 3813 3814 3829 3830 3821 3822 3837 3838 Element: 1894 Faces: 7590 7594 7563 7595 7596 7597 Nodes: 3814 3815 3830 3831 3822 3823 3838 3839 Element: 1895 Faces: 7594 7598 7567 7599 7600 7601 Nodes: 3815 3816 3831 3832 3823 3824 3839 3840 Element: 1896 Faces: 7598 7602 7571 7603 7604 7605 Nodes: 3816 3817 3832 3833 3824 3825 3840 3841 Element: 1897 Faces: 7602 7606 7575 7607 7608 7609 Nodes: 3817 3818 3833 3834 3825 3826 3841 3842 Element: 1898 Faces: 7606 7610 7579 7611 7612 7613 Nodes: 3818 3819 3834 3835 3826 3827 3842 3843 Element: 1899 Faces: 7610 7614 7583 7615 7616 7617 Nodes: 3819 3820 3835 3836 3827 3828 3843 3844 Element template: element4 Element: 1900 Faces: 7614 7589 7586 7618 7619 7620 Nodes: 3820 3813 3836 3829 3828 3821 3844 3837 Element template: element3 Element: 1901 Faces: 7621 7622 7591 7623 7624 7625 Nodes: 3829 3830 3845 3846 3837 3838 3853 3854 Element: 1902 Faces: 7622 7626 7595 7627 7628 7629 Nodes: 3830 3831 3846 3847 3838 3839 3854 3855 Element: 1903 Faces: 7626 7630 7599 7631 7632 7633 Nodes: 3831 3832 3847 3848 3839 3840 3855 3856 Element: 1904 Faces: 7630 7634 7603 7635 7636 7637 Nodes: 3832 3833 3848 3849 3840 3841 3856 3857 Element: 1905 Faces: 7634 7638 7607 7639 7640 7641 Nodes: 3833 3834 3849 3850 3841 3842 3857 3858 Element: 1906 Faces: 7638 7642 7611 7643 7644 7645 Nodes: 3834 3835 3850 3851 3842 3843 3858 3859 Element: 1907 Faces: 7642 7646 7615 7647 7648 7649 Nodes: 3835 3836 3851 3852 3843 3844 3859 3860 Element template: element4 Element: 1908 Faces: 7646 7621 7618 7650 7651 7652 Nodes: 3836 3829 3852 3845 3844 3837 3860 3853 Element template: element3 Element: 1909 Faces: 7653 7654 7623 7655 7656 7657 Nodes: 3845 3846 3861 3862 3853 3854 3869 3870 Element: 1910 Faces: 7654 7658 7627 7659 7660 7661 Nodes: 3846 3847 3862 3863 3854 3855 3870 3871 Element: 1911 Faces: 7658 7662 7631 7663 7664 7665 Nodes: 3847 3848 3863 3864 3855 3856 3871 3872 Element: 1912 Faces: 7662 7666 7635 7667 7668 7669 Nodes: 3848 3849 3864 3865 3856 3857 3872 3873 Element: 1913 Faces: 7666 7670 7639 7671 7672 7673 Nodes: 3849 3850 3865 3866 3857 3858 3873 3874 Element: 1914 Faces: 7670 7674 7643 7675 7676 7677 Nodes: 3850 3851 3866 3867 3858 3859 3874 3875 Element: 1915 Faces: 7674 7678 7647 7679 7680 7681 Nodes: 3851 3852 3867 3868 3859 3860 3875 3876 Element template: element4 Element: 1916 Faces: 7678 7653 7650 7682 7683 7684 Nodes: 3852 3845 3868 3861 3860 3853 3876 3869 Element template: element3 Element: 1917 Faces: 7685 7686 7655 7687 7688 7689 Nodes: 3861 3862 3877 3878 3869 3870 3885 3886 Element: 1918 Faces: 7686 7690 7659 7691 7692 7693 Nodes: 3862 3863 3878 3879 3870 3871 3886 3887 Element: 1919 Faces: 7690 7694 7663 7695 7696 7697 Nodes: 3863 3864 3879 3880 3871 3872 3887 3888 Element: 1920 Faces: 7694 7698 7667 7699 7700 7701 Nodes: 3864 3865 3880 3881 3872 3873 3888 3889 Element: 1921 Faces: 7698 7702 7671 7703 7704 7705 Nodes: 3865 3866 3881 3882 3873 3874 3889 3890 Element: 1922 Faces: 7702 7706 7675 7707 7708 7709 Nodes: 3866 3867 3882 3883 3874 3875 3890 3891 Element: 1923 Faces: 7706 7710 7679 7711 7712 7713 Nodes: 3867 3868 3883 3884 3875 3876 3891 3892 Element template: element4 Element: 1924 Faces: 7710 7685 7682 7714 7715 7716 Nodes: 3868 3861 3884 3877 3876 3869 3892 3885 Element template: element3 Element: 1925 Faces: 7717 7718 7687 7719 7720 7721 Nodes: 3877 3878 3893 3894 3885 3886 3901 3902 Element: 1926 Faces: 7718 7722 7691 7723 7724 7725 Nodes: 3878 3879 3894 3895 3886 3887 3902 3903 Element: 1927 Faces: 7722 7726 7695 7727 7728 7729 Nodes: 3879 3880 3895 3896 3887 3888 3903 3904 Element: 1928 Faces: 7726 7730 7699 7731 7732 7733 Nodes: 3880 3881 3896 3897 3888 3889 3904 3905 Element: 1929 Faces: 7730 7734 7703 7735 7736 7737 Nodes: 3881 3882 3897 3898 3889 3890 3905 3906 Element: 1930 Faces: 7734 7738 7707 7739 7740 7741 Nodes: 3882 3883 3898 3899 3890 3891 3906 3907 Element: 1931 Faces: 7738 7742 7711 7743 7744 7745 Nodes: 3883 3884 3899 3900 3891 3892 3907 3908 Element template: element4 Element: 1932 Faces: 7742 7717 7714 7746 7747 7748 Nodes: 3884 3877 3900 3893 3892 3885 3908 3901 Element template: element3 Element: 1933 Faces: 7749 7750 7719 7751 7752 7753 Nodes: 3893 3894 3909 3910 3901 3902 3917 3918 Element: 1934 Faces: 7750 7754 7723 7755 7756 7757 Nodes: 3894 3895 3910 3911 3902 3903 3918 3919 Element: 1935 Faces: 7754 7758 7727 7759 7760 7761 Nodes: 3895 3896 3911 3912 3903 3904 3919 3920 Element: 1936 Faces: 7758 7762 7731 7763 7764 7765 Nodes: 3896 3897 3912 3913 3904 3905 3920 3921 Element: 1937 Faces: 7762 7766 7735 7767 7768 7769 Nodes: 3897 3898 3913 3914 3905 3906 3921 3922 Element: 1938 Faces: 7766 7770 7739 7771 7772 7773 Nodes: 3898 3899 3914 3915 3906 3907 3922 3923 Element: 1939 Faces: 7770 7774 7743 7775 7776 7777 Nodes: 3899 3900 3915 3916 3907 3908 3923 3924 Element template: element4 Element: 1940 Faces: 7774 7749 7746 7778 7779 7780 Nodes: 3900 3893 3916 3909 3908 3901 3924 3917 Element template: element3 Element: 1941 Faces: 7781 7782 7751 7783 7784 7785 Nodes: 3909 3910 3925 3926 3917 3918 3933 3934 Element: 1942 Faces: 7782 7786 7755 7787 7788 7789 Nodes: 3910 3911 3926 3927 3918 3919 3934 3935 Element: 1943 Faces: 7786 7790 7759 7791 7792 7793 Nodes: 3911 3912 3927 3928 3919 3920 3935 3936 Element: 1944 Faces: 7790 7794 7763 7795 7796 7797 Nodes: 3912 3913 3928 3929 3920 3921 3936 3937 Element: 1945 Faces: 7794 7798 7767 7799 7800 7801 Nodes: 3913 3914 3929 3930 3921 3922 3937 3938 Element: 1946 Faces: 7798 7802 7771 7803 7804 7805 Nodes: 3914 3915 3930 3931 3922 3923 3938 3939 Element: 1947 Faces: 7802 7806 7775 7807 7808 7809 Nodes: 3915 3916 3931 3932 3923 3924 3939 3940 Element template: element4 Element: 1948 Faces: 7806 7781 7778 7810 7811 7812 Nodes: 3916 3909 3932 3925 3924 3917 3940 3933 Element template: element3 Element: 1949 Faces: 7813 7814 7783 7815 7816 7817 Nodes: 3925 3926 3941 3942 3933 3934 3949 3950 Element: 1950 Faces: 7814 7818 7787 7819 7820 7821 Nodes: 3926 3927 3942 3943 3934 3935 3950 3951 Element: 1951 Faces: 7818 7822 7791 7823 7824 7825 Nodes: 3927 3928 3943 3944 3935 3936 3951 3952 Element: 1952 Faces: 7822 7826 7795 7827 7828 7829 Nodes: 3928 3929 3944 3945 3936 3937 3952 3953 Element: 1953 Faces: 7826 7830 7799 7831 7832 7833 Nodes: 3929 3930 3945 3946 3937 3938 3953 3954 Element: 1954 Faces: 7830 7834 7803 7835 7836 7837 Nodes: 3930 3931 3946 3947 3938 3939 3954 3955 Element: 1955 Faces: 7834 7838 7807 7839 7840 7841 Nodes: 3931 3932 3947 3948 3939 3940 3955 3956 Element template: element4 Element: 1956 Faces: 7838 7813 7810 7842 7843 7844 Nodes: 3932 3925 3948 3941 3940 3933 3956 3949 Element template: element3 Element: 1957 Faces: 7845 7846 7815 7847 7848 7849 Nodes: 3941 3942 3957 3958 3949 3950 3965 3966 Element: 1958 Faces: 7846 7850 7819 7851 7852 7853 Nodes: 3942 3943 3958 3959 3950 3951 3966 3967 Element: 1959 Faces: 7850 7854 7823 7855 7856 7857 Nodes: 3943 3944 3959 3960 3951 3952 3967 3968 Element: 1960 Faces: 7854 7858 7827 7859 7860 7861 Nodes: 3944 3945 3960 3961 3952 3953 3968 3969 Element: 1961 Faces: 7858 7862 7831 7863 7864 7865 Nodes: 3945 3946 3961 3962 3953 3954 3969 3970 Element: 1962 Faces: 7862 7866 7835 7867 7868 7869 Nodes: 3946 3947 3962 3963 3954 3955 3970 3971 Element: 1963 Faces: 7866 7870 7839 7871 7872 7873 Nodes: 3947 3948 3963 3964 3955 3956 3971 3972 Element template: element4 Element: 1964 Faces: 7870 7845 7842 7874 7875 7876 Nodes: 3948 3941 3964 3957 3956 3949 3972 3965 Element template: element3 Element: 1965 Faces: 7877 7878 7847 7879 7880 7881 Nodes: 3957 3958 3973 3974 3965 3966 3981 3982 Element: 1966 Faces: 7878 7882 7851 7883 7884 7885 Nodes: 3958 3959 3974 3975 3966 3967 3982 3983 Element: 1967 Faces: 7882 7886 7855 7887 7888 7889 Nodes: 3959 3960 3975 3976 3967 3968 3983 3984 Element: 1968 Faces: 7886 7890 7859 7891 7892 7893 Nodes: 3960 3961 3976 3977 3968 3969 3984 3985 Element: 1969 Faces: 7890 7894 7863 7895 7896 7897 Nodes: 3961 3962 3977 3978 3969 3970 3985 3986 Element: 1970 Faces: 7894 7898 7867 7899 7900 7901 Nodes: 3962 3963 3978 3979 3970 3971 3986 3987 Element: 1971 Faces: 7898 7902 7871 7903 7904 7905 Nodes: 3963 3964 3979 3980 3971 3972 3987 3988 Element template: element4 Element: 1972 Faces: 7902 7877 7874 7906 7907 7908 Nodes: 3964 3957 3980 3973 3972 3965 3988 3981 Element template: element3 Element: 1973 Faces: 7909 7910 7879 7911 7912 7913 Nodes: 3973 3974 3989 3990 3981 3982 3997 3998 Element: 1974 Faces: 7910 7914 7883 7915 7916 7917 Nodes: 3974 3975 3990 3991 3982 3983 3998 3999 Element: 1975 Faces: 7914 7918 7887 7919 7920 7921 Nodes: 3975 3976 3991 3992 3983 3984 3999 4000 Element: 1976 Faces: 7918 7922 7891 7923 7924 7925 Nodes: 3976 3977 3992 3993 3984 3985 4000 4001 Element: 1977 Faces: 7922 7926 7895 7927 7928 7929 Nodes: 3977 3978 3993 3994 3985 3986 4001 4002 Element: 1978 Faces: 7926 7930 7899 7931 7932 7933 Nodes: 3978 3979 3994 3995 3986 3987 4002 4003 Element: 1979 Faces: 7930 7934 7903 7935 7936 7937 Nodes: 3979 3980 3995 3996 3987 3988 4003 4004 Element template: element4 Element: 1980 Faces: 7934 7909 7906 7938 7939 7940 Nodes: 3980 3973 3996 3989 3988 3981 4004 3997 Element template: element3 Element: 1981 Faces: 7941 7942 7911 7943 7944 7945 Nodes: 3989 3990 4005 4006 3997 3998 4013 4014 Element: 1982 Faces: 7942 7946 7915 7947 7948 7949 Nodes: 3990 3991 4006 4007 3998 3999 4014 4015 Element: 1983 Faces: 7946 7950 7919 7951 7952 7953 Nodes: 3991 3992 4007 4008 3999 4000 4015 4016 Element: 1984 Faces: 7950 7954 7923 7955 7956 7957 Nodes: 3992 3993 4008 4009 4000 4001 4016 4017 Element: 1985 Faces: 7954 7958 7927 7959 7960 7961 Nodes: 3993 3994 4009 4010 4001 4002 4017 4018 Element: 1986 Faces: 7958 7962 7931 7963 7964 7965 Nodes: 3994 3995 4010 4011 4002 4003 4018 4019 Element: 1987 Faces: 7962 7966 7935 7967 7968 7969 Nodes: 3995 3996 4011 4012 4003 4004 4019 4020 Element template: element4 Element: 1988 Faces: 7966 7941 7938 7970 7971 7972 Nodes: 3996 3989 4012 4005 4004 3997 4020 4013 Element template: element3 Element: 1989 Faces: 7973 7974 7943 7975 7976 7977 Nodes: 4005 4006 4021 4022 4013 4014 4029 4030 Element: 1990 Faces: 7974 7978 7947 7979 7980 7981 Nodes: 4006 4007 4022 4023 4014 4015 4030 4031 Element: 1991 Faces: 7978 7982 7951 7983 7984 7985 Nodes: 4007 4008 4023 4024 4015 4016 4031 4032 Element: 1992 Faces: 7982 7986 7955 7987 7988 7989 Nodes: 4008 4009 4024 4025 4016 4017 4032 4033 Element: 1993 Faces: 7986 7990 7959 7991 7992 7993 Nodes: 4009 4010 4025 4026 4017 4018 4033 4034 Element: 1994 Faces: 7990 7994 7963 7995 7996 7997 Nodes: 4010 4011 4026 4027 4018 4019 4034 4035 Element: 1995 Faces: 7994 7998 7967 7999 8000 8001 Nodes: 4011 4012 4027 4028 4019 4020 4035 4036 Element template: element4 Element: 1996 Faces: 7998 7973 7970 8002 8003 8004 Nodes: 4012 4005 4028 4021 4020 4013 4036 4029 Element template: element3 Element: 1997 Faces: 8005 8006 7975 8007 8008 8009 Nodes: 4021 4022 4037 4038 4029 4030 4045 4046 Element: 1998 Faces: 8006 8010 7979 8011 8012 8013 Nodes: 4022 4023 4038 4039 4030 4031 4046 4047 Element: 1999 Faces: 8010 8014 7983 8015 8016 8017 Nodes: 4023 4024 4039 4040 4031 4032 4047 4048 Element: 2000 Faces: 8014 8018 7987 8019 8020 8021 Nodes: 4024 4025 4040 4041 4032 4033 4048 4049 Element: 2001 Faces: 8018 8022 7991 8023 8024 8025 Nodes: 4025 4026 4041 4042 4033 4034 4049 4050 Element: 2002 Faces: 8022 8026 7995 8027 8028 8029 Nodes: 4026 4027 4042 4043 4034 4035 4050 4051 Element: 2003 Faces: 8026 8030 7999 8031 8032 8033 Nodes: 4027 4028 4043 4044 4035 4036 4051 4052 Element template: element4 Element: 2004 Faces: 8030 8005 8002 8034 8035 8036 Nodes: 4028 4021 4044 4037 4036 4029 4052 4045 Element template: element3 Element: 2005 Faces: 8037 8038 8007 8039 8040 8041 Nodes: 4037 4038 4053 4054 4045 4046 4061 4062 Element: 2006 Faces: 8038 8042 8011 8043 8044 8045 Nodes: 4038 4039 4054 4055 4046 4047 4062 4063 Element: 2007 Faces: 8042 8046 8015 8047 8048 8049 Nodes: 4039 4040 4055 4056 4047 4048 4063 4064 Element: 2008 Faces: 8046 8050 8019 8051 8052 8053 Nodes: 4040 4041 4056 4057 4048 4049 4064 4065 Element: 2009 Faces: 8050 8054 8023 8055 8056 8057 Nodes: 4041 4042 4057 4058 4049 4050 4065 4066 Element: 2010 Faces: 8054 8058 8027 8059 8060 8061 Nodes: 4042 4043 4058 4059 4050 4051 4066 4067 Element: 2011 Faces: 8058 8062 8031 8063 8064 8065 Nodes: 4043 4044 4059 4060 4051 4052 4067 4068 Element template: element4 Element: 2012 Faces: 8062 8037 8034 8066 8067 8068 Nodes: 4044 4037 4060 4053 4052 4045 4068 4061 Element template: element3 Element: 2013 Faces: 8069 8070 8039 8071 8072 8073 Nodes: 4053 4054 4069 4070 4061 4062 4077 4078 Element: 2014 Faces: 8070 8074 8043 8075 8076 8077 Nodes: 4054 4055 4070 4071 4062 4063 4078 4079 Element: 2015 Faces: 8074 8078 8047 8079 8080 8081 Nodes: 4055 4056 4071 4072 4063 4064 4079 4080 Element: 2016 Faces: 8078 8082 8051 8083 8084 8085 Nodes: 4056 4057 4072 4073 4064 4065 4080 4081 Element: 2017 Faces: 8082 8086 8055 8087 8088 8089 Nodes: 4057 4058 4073 4074 4065 4066 4081 4082 Element: 2018 Faces: 8086 8090 8059 8091 8092 8093 Nodes: 4058 4059 4074 4075 4066 4067 4082 4083 Element: 2019 Faces: 8090 8094 8063 8095 8096 8097 Nodes: 4059 4060 4075 4076 4067 4068 4083 4084 Element template: element4 Element: 2020 Faces: 8094 8069 8066 8098 8099 8100 Nodes: 4060 4053 4076 4069 4068 4061 4084 4077 Element template: element3 Element: 2021 Faces: 8101 8102 8071 8103 8104 8105 Nodes: 4069 4070 4085 4086 4077 4078 4093 4094 Element: 2022 Faces: 8102 8106 8075 8107 8108 8109 Nodes: 4070 4071 4086 4087 4078 4079 4094 4095 Element: 2023 Faces: 8106 8110 8079 8111 8112 8113 Nodes: 4071 4072 4087 4088 4079 4080 4095 4096 Element: 2024 Faces: 8110 8114 8083 8115 8116 8117 Nodes: 4072 4073 4088 4089 4080 4081 4096 4097 Element: 2025 Faces: 8114 8118 8087 8119 8120 8121 Nodes: 4073 4074 4089 4090 4081 4082 4097 4098 Element: 2026 Faces: 8118 8122 8091 8123 8124 8125 Nodes: 4074 4075 4090 4091 4082 4083 4098 4099 Element: 2027 Faces: 8122 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Faces: 11178 11182 11151 11183 11184 11185 Nodes: 5607 5608 5623 5624 5615 5616 5631 5632 Element: 2792 Faces: 11182 11186 11155 11187 11188 11189 Nodes: 5608 5609 5624 5625 5616 5617 5632 5633 Element: 2793 Faces: 11186 11190 11159 11191 11192 11193 Nodes: 5609 5610 5625 5626 5617 5618 5633 5634 Element: 2794 Faces: 11190 11194 11163 11195 11196 11197 Nodes: 5610 5611 5626 5627 5618 5619 5634 5635 Element: 2795 Faces: 11194 11198 11167 11199 11200 11201 Nodes: 5611 5612 5627 5628 5619 5620 5635 5636 Element template: element4 Element: 2796 Faces: 11198 11173 11170 11202 11203 11204 Nodes: 5612 5605 5628 5621 5620 5613 5636 5629 Element template: element3 Element: 2797 Faces: 11205 11206 11175 11207 11208 11209 Nodes: 5621 5622 5637 5638 5629 5630 5645 5646 Element: 2798 Faces: 11206 11210 11179 11211 11212 11213 Nodes: 5622 5623 5638 5639 5630 5631 5646 5647 Element: 2799 Faces: 11210 11214 11183 11215 11216 11217 Nodes: 5623 5624 5639 5640 5631 5632 5647 5648 Element: 2800 Faces: 11214 11218 11187 11219 11220 11221 Nodes: 5624 5625 5640 5641 5632 5633 5648 5649 Element: 2801 Faces: 11218 11222 11191 11223 11224 11225 Nodes: 5625 5626 5641 5642 5633 5634 5649 5650 Element: 2802 Faces: 11222 11226 11195 11227 11228 11229 Nodes: 5626 5627 5642 5643 5634 5635 5650 5651 Element: 2803 Faces: 11226 11230 11199 11231 11232 11233 Nodes: 5627 5628 5643 5644 5635 5636 5651 5652 Element template: element4 Element: 2804 Faces: 11230 11205 11202 11234 11235 11236 Nodes: 5628 5621 5644 5637 5636 5629 5652 5645 Element template: element3 Element: 2805 Faces: 11237 11238 11207 11239 11240 11241 Nodes: 5637 5638 5653 5654 5645 5646 5661 5662 Element: 2806 Faces: 11238 11242 11211 11243 11244 11245 Nodes: 5638 5639 5654 5655 5646 5647 5662 5663 Element: 2807 Faces: 11242 11246 11215 11247 11248 11249 Nodes: 5639 5640 5655 5656 5647 5648 5663 5664 Element: 2808 Faces: 11246 11250 11219 11251 11252 11253 Nodes: 5640 5641 5656 5657 5648 5649 5664 5665 Element: 2809 Faces: 11250 11254 11223 11255 11256 11257 Nodes: 5641 5642 5657 5658 5649 5650 5665 5666 Element: 2810 Faces: 11254 11258 11227 11259 11260 11261 Nodes: 5642 5643 5658 5659 5650 5651 5666 5667 Element: 2811 Faces: 11258 11262 11231 11263 11264 11265 Nodes: 5643 5644 5659 5660 5651 5652 5667 5668 Element template: element4 Element: 2812 Faces: 11262 11237 11234 11266 11267 11268 Nodes: 5644 5637 5660 5653 5652 5645 5668 5661 Element template: element3 Element: 2813 Faces: 11269 11270 11239 11271 11272 11273 Nodes: 5653 5654 5669 5670 5661 5662 5677 5678 Element: 2814 Faces: 11270 11274 11243 11275 11276 11277 Nodes: 5654 5655 5670 5671 5662 5663 5678 5679 Element: 2815 Faces: 11274 11278 11247 11279 11280 11281 Nodes: 5655 5656 5671 5672 5663 5664 5679 5680 Element: 2816 Faces: 11278 11282 11251 11283 11284 11285 Nodes: 5656 5657 5672 5673 5664 5665 5680 5681 Element: 2817 Faces: 11282 11286 11255 11287 11288 11289 Nodes: 5657 5658 5673 5674 5665 5666 5681 5682 Element: 2818 Faces: 11286 11290 11259 11291 11292 11293 Nodes: 5658 5659 5674 5675 5666 5667 5682 5683 Element: 2819 Faces: 11290 11294 11263 11295 11296 11297 Nodes: 5659 5660 5675 5676 5667 5668 5683 5684 Element template: element4 Element: 2820 Faces: 11294 11269 11266 11298 11299 11300 Nodes: 5660 5653 5676 5669 5668 5661 5684 5677 Element template: element3 Element: 2821 Faces: 11301 11302 11271 11303 11304 11305 Nodes: 5669 5670 5685 5686 5677 5678 5693 5694 Element: 2822 Faces: 11302 11306 11275 11307 11308 11309 Nodes: 5670 5671 5686 5687 5678 5679 5694 5695 Element: 2823 Faces: 11306 11310 11279 11311 11312 11313 Nodes: 5671 5672 5687 5688 5679 5680 5695 5696 Element: 2824 Faces: 11310 11314 11283 11315 11316 11317 Nodes: 5672 5673 5688 5689 5680 5681 5696 5697 Element: 2825 Faces: 11314 11318 11287 11319 11320 11321 Nodes: 5673 5674 5689 5690 5681 5682 5697 5698 Element: 2826 Faces: 11318 11322 11291 11323 11324 11325 Nodes: 5674 5675 5690 5691 5682 5683 5698 5699 Element: 2827 Faces: 11322 11326 11295 11327 11328 11329 Nodes: 5675 5676 5691 5692 5683 5684 5699 5700 Element template: element4 Element: 2828 Faces: 11326 11301 11298 11330 11331 11332 Nodes: 5676 5669 5692 5685 5684 5677 5700 5693 Element template: element3 Element: 2829 Faces: 11333 11334 11303 11335 11336 11337 Nodes: 5685 5686 5701 5702 5693 5694 5709 5710 Element: 2830 Faces: 11334 11338 11307 11339 11340 11341 Nodes: 5686 5687 5702 5703 5694 5695 5710 5711 Element: 2831 Faces: 11338 11342 11311 11343 11344 11345 Nodes: 5687 5688 5703 5704 5695 5696 5711 5712 Element: 2832 Faces: 11342 11346 11315 11347 11348 11349 Nodes: 5688 5689 5704 5705 5696 5697 5712 5713 Element: 2833 Faces: 11346 11350 11319 11351 11352 11353 Nodes: 5689 5690 5705 5706 5697 5698 5713 5714 Element: 2834 Faces: 11350 11354 11323 11355 11356 11357 Nodes: 5690 5691 5706 5707 5698 5699 5714 5715 Element: 2835 Faces: 11354 11358 11327 11359 11360 11361 Nodes: 5691 5692 5707 5708 5699 5700 5715 5716 Element template: element4 Element: 2836 Faces: 11358 11333 11330 11362 11363 11364 Nodes: 5692 5685 5708 5701 5700 5693 5716 5709 Element template: element3 Element: 2837 Faces: 11365 11366 11335 11367 11368 11369 Nodes: 5701 5702 5717 5718 5709 5710 5725 5726 Element: 2838 Faces: 11366 11370 11339 11371 11372 11373 Nodes: 5702 5703 5718 5719 5710 5711 5726 5727 Element: 2839 Faces: 11370 11374 11343 11375 11376 11377 Nodes: 5703 5704 5719 5720 5711 5712 5727 5728 Element: 2840 Faces: 11374 11378 11347 11379 11380 11381 Nodes: 5704 5705 5720 5721 5712 5713 5728 5729 Element: 2841 Faces: 11378 11382 11351 11383 11384 11385 Nodes: 5705 5706 5721 5722 5713 5714 5729 5730 Element: 2842 Faces: 11382 11386 11355 11387 11388 11389 Nodes: 5706 5707 5722 5723 5714 5715 5730 5731 Element: 2843 Faces: 11386 11390 11359 11391 11392 11393 Nodes: 5707 5708 5723 5724 5715 5716 5731 5732 Element template: element4 Element: 2844 Faces: 11390 11365 11362 11394 11395 11396 Nodes: 5708 5701 5724 5717 5716 5709 5732 5725 Element template: element3 Element: 2845 Faces: 11397 11398 11367 11399 11400 11401 Nodes: 5717 5718 5733 5734 5725 5726 5741 5742 Element: 2846 Faces: 11398 11402 11371 11403 11404 11405 Nodes: 5718 5719 5734 5735 5726 5727 5742 5743 Element: 2847 Faces: 11402 11406 11375 11407 11408 11409 Nodes: 5719 5720 5735 5736 5727 5728 5743 5744 Element: 2848 Faces: 11406 11410 11379 11411 11412 11413 Nodes: 5720 5721 5736 5737 5728 5729 5744 5745 Element: 2849 Faces: 11410 11414 11383 11415 11416 11417 Nodes: 5721 5722 5737 5738 5729 5730 5745 5746 Element: 2850 Faces: 11414 11418 11387 11419 11420 11421 Nodes: 5722 5723 5738 5739 5730 5731 5746 5747 Element: 2851 Faces: 11418 11422 11391 11423 11424 11425 Nodes: 5723 5724 5739 5740 5731 5732 5747 5748 Element template: element4 Element: 2852 Faces: 11422 11397 11394 11426 11427 11428 Nodes: 5724 5717 5740 5733 5732 5725 5748 5741 Element template: element3 Element: 2853 Faces: 11429 11430 11399 11431 11432 11433 Nodes: 5733 5734 5749 5750 5741 5742 5757 5758 Element: 2854 Faces: 11430 11434 11403 11435 11436 11437 Nodes: 5734 5735 5750 5751 5742 5743 5758 5759 Element: 2855 Faces: 11434 11438 11407 11439 11440 11441 Nodes: 5735 5736 5751 5752 5743 5744 5759 5760 Element: 2856 Faces: 11438 11442 11411 11443 11444 11445 Nodes: 5736 5737 5752 5753 5744 5745 5760 5761 Element: 2857 Faces: 11442 11446 11415 11447 11448 11449 Nodes: 5737 5738 5753 5754 5745 5746 5761 5762 Element: 2858 Faces: 11446 11450 11419 11451 11452 11453 Nodes: 5738 5739 5754 5755 5746 5747 5762 5763 Element: 2859 Faces: 11450 11454 11423 11455 11456 11457 Nodes: 5739 5740 5755 5756 5747 5748 5763 5764 Element template: element4 Element: 2860 Faces: 11454 11429 11426 11458 11459 11460 Nodes: 5740 5733 5756 5749 5748 5741 5764 5757 Element template: element3 Element: 2861 Faces: 11461 11462 11431 11463 11464 11465 Nodes: 5749 5750 5765 5766 5757 5758 5773 5774 Element: 2862 Faces: 11462 11466 11435 11467 11468 11469 Nodes: 5750 5751 5766 5767 5758 5759 5774 5775 Element: 2863 Faces: 11466 11470 11439 11471 11472 11473 Nodes: 5751 5752 5767 5768 5759 5760 5775 5776 Element: 2864 Faces: 11470 11474 11443 11475 11476 11477 Nodes: 5752 5753 5768 5769 5760 5761 5776 5777 Element: 2865 Faces: 11474 11478 11447 11479 11480 11481 Nodes: 5753 5754 5769 5770 5761 5762 5777 5778 Element: 2866 Faces: 11478 11482 11451 11483 11484 11485 Nodes: 5754 5755 5770 5771 5762 5763 5778 5779 Element: 2867 Faces: 11482 11486 11455 11487 11488 11489 Nodes: 5755 5756 5771 5772 5763 5764 5779 5780 Element template: element4 Element: 2868 Faces: 11486 11461 11458 11490 11491 11492 Nodes: 5756 5749 5772 5765 5764 5757 5780 5773 Element template: element3 Element: 2869 Faces: 11493 11494 11463 11495 11496 11497 Nodes: 5765 5766 5781 5782 5773 5774 5789 5790 Element: 2870 Faces: 11494 11498 11467 11499 11500 11501 Nodes: 5766 5767 5782 5783 5774 5775 5790 5791 Element: 2871 Faces: 11498 11502 11471 11503 11504 11505 Nodes: 5767 5768 5783 5784 5775 5776 5791 5792 Element: 2872 Faces: 11502 11506 11475 11507 11508 11509 Nodes: 5768 5769 5784 5785 5776 5777 5792 5793 Element: 2873 Faces: 11506 11510 11479 11511 11512 11513 Nodes: 5769 5770 5785 5786 5777 5778 5793 5794 Element: 2874 Faces: 11510 11514 11483 11515 11516 11517 Nodes: 5770 5771 5786 5787 5778 5779 5794 5795 Element: 2875 Faces: 11514 11518 11487 11519 11520 11521 Nodes: 5771 5772 5787 5788 5779 5780 5795 5796 Element template: element4 Element: 2876 Faces: 11518 11493 11490 11522 11523 11524 Nodes: 5772 5765 5788 5781 5780 5773 5796 5789 Element template: element3 Element: 2877 Faces: 11525 11526 11495 11527 11528 11529 Nodes: 5781 5782 5797 5798 5789 5790 5805 5806 Element: 2878 Faces: 11526 11530 11499 11531 11532 11533 Nodes: 5782 5783 5798 5799 5790 5791 5806 5807 Element: 2879 Faces: 11530 11534 11503 11535 11536 11537 Nodes: 5783 5784 5799 5800 5791 5792 5807 5808 Element: 2880 Faces: 11534 11538 11507 11539 11540 11541 Nodes: 5784 5785 5800 5801 5792 5793 5808 5809 Element: 2881 Faces: 11538 11542 11511 11543 11544 11545 Nodes: 5785 5786 5801 5802 5793 5794 5809 5810 Element: 2882 Faces: 11542 11546 11515 11547 11548 11549 Nodes: 5786 5787 5802 5803 5794 5795 5810 5811 Element: 2883 Faces: 11546 11550 11519 11551 11552 11553 Nodes: 5787 5788 5803 5804 5795 5796 5811 5812 Element template: element4 Element: 2884 Faces: 11550 11525 11522 11554 11555 11556 Nodes: 5788 5781 5804 5797 5796 5789 5812 5805 Element template: element3 Element: 2885 Faces: 11557 11558 11527 11559 11560 11561 Nodes: 5797 5798 5813 5814 5805 5806 5821 5822 Element: 2886 Faces: 11558 11562 11531 11563 11564 11565 Nodes: 5798 5799 5814 5815 5806 5807 5822 5823 Element: 2887 Faces: 11562 11566 11535 11567 11568 11569 Nodes: 5799 5800 5815 5816 5807 5808 5823 5824 Element: 2888 Faces: 11566 11570 11539 11571 11572 11573 Nodes: 5800 5801 5816 5817 5808 5809 5824 5825 Element: 2889 Faces: 11570 11574 11543 11575 11576 11577 Nodes: 5801 5802 5817 5818 5809 5810 5825 5826 Element: 2890 Faces: 11574 11578 11547 11579 11580 11581 Nodes: 5802 5803 5818 5819 5810 5811 5826 5827 Element: 2891 Faces: 11578 11582 11551 11583 11584 11585 Nodes: 5803 5804 5819 5820 5811 5812 5827 5828 Element template: element4 Element: 2892 Faces: 11582 11557 11554 11586 11587 11588 Nodes: 5804 5797 5820 5813 5812 5805 5828 5821 Element template: element3 Element: 2893 Faces: 11589 11590 11559 11591 11592 11593 Nodes: 5813 5814 5829 5830 5821 5822 5837 5838 Element: 2894 Faces: 11590 11594 11563 11595 11596 11597 Nodes: 5814 5815 5830 5831 5822 5823 5838 5839 Element: 2895 Faces: 11594 11598 11567 11599 11600 11601 Nodes: 5815 5816 5831 5832 5823 5824 5839 5840 Element: 2896 Faces: 11598 11602 11571 11603 11604 11605 Nodes: 5816 5817 5832 5833 5824 5825 5840 5841 Element: 2897 Faces: 11602 11606 11575 11607 11608 11609 Nodes: 5817 5818 5833 5834 5825 5826 5841 5842 Element: 2898 Faces: 11606 11610 11579 11611 11612 11613 Nodes: 5818 5819 5834 5835 5826 5827 5842 5843 Element: 2899 Faces: 11610 11614 11583 11615 11616 11617 Nodes: 5819 5820 5835 5836 5827 5828 5843 5844 Element template: element4 Element: 2900 Faces: 11614 11589 11586 11618 11619 11620 Nodes: 5820 5813 5836 5829 5828 5821 5844 5837 Element template: element3 Element: 2901 Faces: 11621 11622 11591 11623 11624 11625 Nodes: 5829 5830 5845 5846 5837 5838 5853 5854 Element: 2902 Faces: 11622 11626 11595 11627 11628 11629 Nodes: 5830 5831 5846 5847 5838 5839 5854 5855 Element: 2903 Faces: 11626 11630 11599 11631 11632 11633 Nodes: 5831 5832 5847 5848 5839 5840 5855 5856 Element: 2904 Faces: 11630 11634 11603 11635 11636 11637 Nodes: 5832 5833 5848 5849 5840 5841 5856 5857 Element: 2905 Faces: 11634 11638 11607 11639 11640 11641 Nodes: 5833 5834 5849 5850 5841 5842 5857 5858 Element: 2906 Faces: 11638 11642 11611 11643 11644 11645 Nodes: 5834 5835 5850 5851 5842 5843 5858 5859 Element: 2907 Faces: 11642 11646 11615 11647 11648 11649 Nodes: 5835 5836 5851 5852 5843 5844 5859 5860 Element template: element4 Element: 2908 Faces: 11646 11621 11618 11650 11651 11652 Nodes: 5836 5829 5852 5845 5844 5837 5860 5853 Element template: element3 Element: 2909 Faces: 11653 11654 11623 11655 11656 11657 Nodes: 5845 5846 5861 5862 5853 5854 5869 5870 Element: 2910 Faces: 11654 11658 11627 11659 11660 11661 Nodes: 5846 5847 5862 5863 5854 5855 5870 5871 Element: 2911 Faces: 11658 11662 11631 11663 11664 11665 Nodes: 5847 5848 5863 5864 5855 5856 5871 5872 Element: 2912 Faces: 11662 11666 11635 11667 11668 11669 Nodes: 5848 5849 5864 5865 5856 5857 5872 5873 Element: 2913 Faces: 11666 11670 11639 11671 11672 11673 Nodes: 5849 5850 5865 5866 5857 5858 5873 5874 Element: 2914 Faces: 11670 11674 11643 11675 11676 11677 Nodes: 5850 5851 5866 5867 5858 5859 5874 5875 Element: 2915 Faces: 11674 11678 11647 11679 11680 11681 Nodes: 5851 5852 5867 5868 5859 5860 5875 5876 Element template: element4 Element: 2916 Faces: 11678 11653 11650 11682 11683 11684 Nodes: 5852 5845 5868 5861 5860 5853 5876 5869 Element template: element3 Element: 2917 Faces: 11685 11686 11655 11687 11688 11689 Nodes: 5861 5862 5877 5878 5869 5870 5885 5886 Element: 2918 Faces: 11686 11690 11659 11691 11692 11693 Nodes: 5862 5863 5878 5879 5870 5871 5886 5887 Element: 2919 Faces: 11690 11694 11663 11695 11696 11697 Nodes: 5863 5864 5879 5880 5871 5872 5887 5888 Element: 2920 Faces: 11694 11698 11667 11699 11700 11701 Nodes: 5864 5865 5880 5881 5872 5873 5888 5889 Element: 2921 Faces: 11698 11702 11671 11703 11704 11705 Nodes: 5865 5866 5881 5882 5873 5874 5889 5890 Element: 2922 Faces: 11702 11706 11675 11707 11708 11709 Nodes: 5866 5867 5882 5883 5874 5875 5890 5891 Element: 2923 Faces: 11706 11710 11679 11711 11712 11713 Nodes: 5867 5868 5883 5884 5875 5876 5891 5892 Element template: element4 Element: 2924 Faces: 11710 11685 11682 11714 11715 11716 Nodes: 5868 5861 5884 5877 5876 5869 5892 5885 Element template: element3 Element: 2925 Faces: 11717 11718 11687 11719 11720 11721 Nodes: 5877 5878 5893 5894 5885 5886 5901 5902 Element: 2926 Faces: 11718 11722 11691 11723 11724 11725 Nodes: 5878 5879 5894 5895 5886 5887 5902 5903 Element: 2927 Faces: 11722 11726 11695 11727 11728 11729 Nodes: 5879 5880 5895 5896 5887 5888 5903 5904 Element: 2928 Faces: 11726 11730 11699 11731 11732 11733 Nodes: 5880 5881 5896 5897 5888 5889 5904 5905 Element: 2929 Faces: 11730 11734 11703 11735 11736 11737 Nodes: 5881 5882 5897 5898 5889 5890 5905 5906 Element: 2930 Faces: 11734 11738 11707 11739 11740 11741 Nodes: 5882 5883 5898 5899 5890 5891 5906 5907 Element: 2931 Faces: 11738 11742 11711 11743 11744 11745 Nodes: 5883 5884 5899 5900 5891 5892 5907 5908 Element template: element4 Element: 2932 Faces: 11742 11717 11714 11746 11747 11748 Nodes: 5884 5877 5900 5893 5892 5885 5908 5901 Element template: element3 Element: 2933 Faces: 11749 11750 11719 11751 11752 11753 Nodes: 5893 5894 5909 5910 5901 5902 5917 5918 Element: 2934 Faces: 11750 11754 11723 11755 11756 11757 Nodes: 5894 5895 5910 5911 5902 5903 5918 5919 Element: 2935 Faces: 11754 11758 11727 11759 11760 11761 Nodes: 5895 5896 5911 5912 5903 5904 5919 5920 Element: 2936 Faces: 11758 11762 11731 11763 11764 11765 Nodes: 5896 5897 5912 5913 5904 5905 5920 5921 Element: 2937 Faces: 11762 11766 11735 11767 11768 11769 Nodes: 5897 5898 5913 5914 5905 5906 5921 5922 Element: 2938 Faces: 11766 11770 11739 11771 11772 11773 Nodes: 5898 5899 5914 5915 5906 5907 5922 5923 Element: 2939 Faces: 11770 11774 11743 11775 11776 11777 Nodes: 5899 5900 5915 5916 5907 5908 5923 5924 Element template: element4 Element: 2940 Faces: 11774 11749 11746 11778 11779 11780 Nodes: 5900 5893 5916 5909 5908 5901 5924 5917 Element template: element3 Element: 2941 Faces: 11781 11782 11751 11783 11784 11785 Nodes: 5909 5910 5925 5926 5917 5918 5933 5934 Element: 2942 Faces: 11782 11786 11755 11787 11788 11789 Nodes: 5910 5911 5926 5927 5918 5919 5934 5935 Element: 2943 Faces: 11786 11790 11759 11791 11792 11793 Nodes: 5911 5912 5927 5928 5919 5920 5935 5936 Element: 2944 Faces: 11790 11794 11763 11795 11796 11797 Nodes: 5912 5913 5928 5929 5920 5921 5936 5937 Element: 2945 Faces: 11794 11798 11767 11799 11800 11801 Nodes: 5913 5914 5929 5930 5921 5922 5937 5938 Element: 2946 Faces: 11798 11802 11771 11803 11804 11805 Nodes: 5914 5915 5930 5931 5922 5923 5938 5939 Element: 2947 Faces: 11802 11806 11775 11807 11808 11809 Nodes: 5915 5916 5931 5932 5923 5924 5939 5940 Element template: element4 Element: 2948 Faces: 11806 11781 11778 11810 11811 11812 Nodes: 5916 5909 5932 5925 5924 5917 5940 5933 Element template: element3 Element: 2949 Faces: 11813 11814 11783 11815 11816 11817 Nodes: 5925 5926 5941 5942 5933 5934 5949 5950 Element: 2950 Faces: 11814 11818 11787 11819 11820 11821 Nodes: 5926 5927 5942 5943 5934 5935 5950 5951 Element: 2951 Faces: 11818 11822 11791 11823 11824 11825 Nodes: 5927 5928 5943 5944 5935 5936 5951 5952 Element: 2952 Faces: 11822 11826 11795 11827 11828 11829 Nodes: 5928 5929 5944 5945 5936 5937 5952 5953 Element: 2953 Faces: 11826 11830 11799 11831 11832 11833 Nodes: 5929 5930 5945 5946 5937 5938 5953 5954 Element: 2954 Faces: 11830 11834 11803 11835 11836 11837 Nodes: 5930 5931 5946 5947 5938 5939 5954 5955 Element: 2955 Faces: 11834 11838 11807 11839 11840 11841 Nodes: 5931 5932 5947 5948 5939 5940 5955 5956 Element template: element4 Element: 2956 Faces: 11838 11813 11810 11842 11843 11844 Nodes: 5932 5925 5948 5941 5940 5933 5956 5949 Element template: element3 Element: 2957 Faces: 11845 11846 11815 11847 11848 11849 Nodes: 5941 5942 5957 5958 5949 5950 5965 5966 Element: 2958 Faces: 11846 11850 11819 11851 11852 11853 Nodes: 5942 5943 5958 5959 5950 5951 5966 5967 Element: 2959 Faces: 11850 11854 11823 11855 11856 11857 Nodes: 5943 5944 5959 5960 5951 5952 5967 5968 Element: 2960 Faces: 11854 11858 11827 11859 11860 11861 Nodes: 5944 5945 5960 5961 5952 5953 5968 5969 Element: 2961 Faces: 11858 11862 11831 11863 11864 11865 Nodes: 5945 5946 5961 5962 5953 5954 5969 5970 Element: 2962 Faces: 11862 11866 11835 11867 11868 11869 Nodes: 5946 5947 5962 5963 5954 5955 5970 5971 Element: 2963 Faces: 11866 11870 11839 11871 11872 11873 Nodes: 5947 5948 5963 5964 5955 5956 5971 5972 Element template: element4 Element: 2964 Faces: 11870 11845 11842 11874 11875 11876 Nodes: 5948 5941 5964 5957 5956 5949 5972 5965 Element template: element3 Element: 2965 Faces: 11877 11878 11847 11879 11880 11881 Nodes: 5957 5958 5973 5974 5965 5966 5981 5982 Element: 2966 Faces: 11878 11882 11851 11883 11884 11885 Nodes: 5958 5959 5974 5975 5966 5967 5982 5983 Element: 2967 Faces: 11882 11886 11855 11887 11888 11889 Nodes: 5959 5960 5975 5976 5967 5968 5983 5984 Element: 2968 Faces: 11886 11890 11859 11891 11892 11893 Nodes: 5960 5961 5976 5977 5968 5969 5984 5985 Element: 2969 Faces: 11890 11894 11863 11895 11896 11897 Nodes: 5961 5962 5977 5978 5969 5970 5985 5986 Element: 2970 Faces: 11894 11898 11867 11899 11900 11901 Nodes: 5962 5963 5978 5979 5970 5971 5986 5987 Element: 2971 Faces: 11898 11902 11871 11903 11904 11905 Nodes: 5963 5964 5979 5980 5971 5972 5987 5988 Element template: element4 Element: 2972 Faces: 11902 11877 11874 11906 11907 11908 Nodes: 5964 5957 5980 5973 5972 5965 5988 5981 Element template: element3 Element: 2973 Faces: 11909 11910 11879 11911 11912 11913 Nodes: 5973 5974 5989 5990 5981 5982 5997 5998 Element: 2974 Faces: 11910 11914 11883 11915 11916 11917 Nodes: 5974 5975 5990 5991 5982 5983 5998 5999 Element: 2975 Faces: 11914 11918 11887 11919 11920 11921 Nodes: 5975 5976 5991 5992 5983 5984 5999 6000 Element: 2976 Faces: 11918 11922 11891 11923 11924 11925 Nodes: 5976 5977 5992 5993 5984 5985 6000 6001 Element: 2977 Faces: 11922 11926 11895 11927 11928 11929 Nodes: 5977 5978 5993 5994 5985 5986 6001 6002 Element: 2978 Faces: 11926 11930 11899 11931 11932 11933 Nodes: 5978 5979 5994 5995 5986 5987 6002 6003 Element: 2979 Faces: 11930 11934 11903 11935 11936 11937 Nodes: 5979 5980 5995 5996 5987 5988 6003 6004 Element template: element4 Element: 2980 Faces: 11934 11909 11906 11938 11939 11940 Nodes: 5980 5973 5996 5989 5988 5981 6004 5997 Element template: element3 Element: 2981 Faces: 11941 11942 11911 11943 11944 11945 Nodes: 5989 5990 6005 6006 5997 5998 6013 6014 Element: 2982 Faces: 11942 11946 11915 11947 11948 11949 Nodes: 5990 5991 6006 6007 5998 5999 6014 6015 Element: 2983 Faces: 11946 11950 11919 11951 11952 11953 Nodes: 5991 5992 6007 6008 5999 6000 6015 6016 Element: 2984 Faces: 11950 11954 11923 11955 11956 11957 Nodes: 5992 5993 6008 6009 6000 6001 6016 6017 Element: 2985 Faces: 11954 11958 11927 11959 11960 11961 Nodes: 5993 5994 6009 6010 6001 6002 6017 6018 Element: 2986 Faces: 11958 11962 11931 11963 11964 11965 Nodes: 5994 5995 6010 6011 6002 6003 6018 6019 Element: 2987 Faces: 11962 11966 11935 11967 11968 11969 Nodes: 5995 5996 6011 6012 6003 6004 6019 6020 Element template: element4 Element: 2988 Faces: 11966 11941 11938 11970 11971 11972 Nodes: 5996 5989 6012 6005 6004 5997 6020 6013 Element template: element3 Element: 2989 Faces: 11973 11974 11943 11975 11976 11977 Nodes: 6005 6006 6021 6022 6013 6014 6029 6030 Element: 2990 Faces: 11974 11978 11947 11979 11980 11981 Nodes: 6006 6007 6022 6023 6014 6015 6030 6031 Element: 2991 Faces: 11978 11982 11951 11983 11984 11985 Nodes: 6007 6008 6023 6024 6015 6016 6031 6032 Element: 2992 Faces: 11982 11986 11955 11987 11988 11989 Nodes: 6008 6009 6024 6025 6016 6017 6032 6033 Element: 2993 Faces: 11986 11990 11959 11991 11992 11993 Nodes: 6009 6010 6025 6026 6017 6018 6033 6034 Element: 2994 Faces: 11990 11994 11963 11995 11996 11997 Nodes: 6010 6011 6026 6027 6018 6019 6034 6035 Element: 2995 Faces: 11994 11998 11967 11999 12000 12001 Nodes: 6011 6012 6027 6028 6019 6020 6035 6036 Element template: element4 Element: 2996 Faces: 11998 11973 11970 12002 12003 12004 Nodes: 6012 6005 6028 6021 6020 6013 6036 6029 Element template: element3 Element: 2997 Faces: 12005 12006 11975 12007 12008 12009 Nodes: 6021 6022 6037 6038 6029 6030 6045 6046 Element: 2998 Faces: 12006 12010 11979 12011 12012 12013 Nodes: 6022 6023 6038 6039 6030 6031 6046 6047 Element: 2999 Faces: 12010 12014 11983 12015 12016 12017 Nodes: 6023 6024 6039 6040 6031 6032 6047 6048 Element: 3000 Faces: 12014 12018 11987 12019 12020 12021 Nodes: 6024 6025 6040 6041 6032 6033 6048 6049 Element: 3001 Faces: 12018 12022 11991 12023 12024 12025 Nodes: 6025 6026 6041 6042 6033 6034 6049 6050 Element: 3002 Faces: 12022 12026 11995 12027 12028 12029 Nodes: 6026 6027 6042 6043 6034 6035 6050 6051 Element: 3003 Faces: 12026 12030 11999 12031 12032 12033 Nodes: 6027 6028 6043 6044 6035 6036 6051 6052 Element template: element4 Element: 3004 Faces: 12030 12005 12002 12034 12035 12036 Nodes: 6028 6021 6044 6037 6036 6029 6052 6045 Element template: element3 Element: 3005 Faces: 12037 12038 12007 12039 12040 12041 Nodes: 6037 6038 6053 6054 6045 6046 6061 6062 Element: 3006 Faces: 12038 12042 12011 12043 12044 12045 Nodes: 6038 6039 6054 6055 6046 6047 6062 6063 Element: 3007 Faces: 12042 12046 12015 12047 12048 12049 Nodes: 6039 6040 6055 6056 6047 6048 6063 6064 Element: 3008 Faces: 12046 12050 12019 12051 12052 12053 Nodes: 6040 6041 6056 6057 6048 6049 6064 6065 Element: 3009 Faces: 12050 12054 12023 12055 12056 12057 Nodes: 6041 6042 6057 6058 6049 6050 6065 6066 Element: 3010 Faces: 12054 12058 12027 12059 12060 12061 Nodes: 6042 6043 6058 6059 6050 6051 6066 6067 Element: 3011 Faces: 12058 12062 12031 12063 12064 12065 Nodes: 6043 6044 6059 6060 6051 6052 6067 6068 Element template: element4 Element: 3012 Faces: 12062 12037 12034 12066 12067 12068 Nodes: 6044 6037 6060 6053 6052 6045 6068 6061 Element template: element3 Element: 3013 Faces: 12069 12070 12039 12071 12072 12073 Nodes: 6053 6054 6069 6070 6061 6062 6077 6078 Element: 3014 Faces: 12070 12074 12043 12075 12076 12077 Nodes: 6054 6055 6070 6071 6062 6063 6078 6079 Element: 3015 Faces: 12074 12078 12047 12079 12080 12081 Nodes: 6055 6056 6071 6072 6063 6064 6079 6080 Element: 3016 Faces: 12078 12082 12051 12083 12084 12085 Nodes: 6056 6057 6072 6073 6064 6065 6080 6081 Element: 3017 Faces: 12082 12086 12055 12087 12088 12089 Nodes: 6057 6058 6073 6074 6065 6066 6081 6082 Element: 3018 Faces: 12086 12090 12059 12091 12092 12093 Nodes: 6058 6059 6074 6075 6066 6067 6082 6083 Element: 3019 Faces: 12090 12094 12063 12095 12096 12097 Nodes: 6059 6060 6075 6076 6067 6068 6083 6084 Element template: element4 Element: 3020 Faces: 12094 12069 12066 12098 12099 12100 Nodes: 6060 6053 6076 6069 6068 6061 6084 6077 Element template: element3 Element: 3021 Faces: 12101 12102 12071 12103 12104 12105 Nodes: 6069 6070 6085 6086 6077 6078 6093 6094 Element: 3022 Faces: 12102 12106 12075 12107 12108 12109 Nodes: 6070 6071 6086 6087 6078 6079 6094 6095 Element: 3023 Faces: 12106 12110 12079 12111 12112 12113 Nodes: 6071 6072 6087 6088 6079 6080 6095 6096 Element: 3024 Faces: 12110 12114 12083 12115 12116 12117 Nodes: 6072 6073 6088 6089 6080 6081 6096 6097 Element: 3025 Faces: 12114 12118 12087 12119 12120 12121 Nodes: 6073 6074 6089 6090 6081 6082 6097 6098 Element: 3026 Faces: 12118 12122 12091 12123 12124 12125 Nodes: 6074 6075 6090 6091 6082 6083 6098 6099 Element: 3027 Faces: 12122 12126 12095 12127 12128 12129 Nodes: 6075 6076 6091 6092 6083 6084 6099 6100 Element template: element4 Element: 3028 Faces: 12126 12101 12098 12130 12131 12132 Nodes: 6076 6069 6092 6085 6084 6077 6100 6093 Element template: element3 Element: 3029 Faces: 12133 12134 12103 12135 12136 12137 Nodes: 6085 6086 6101 6102 6093 6094 6109 6110 Element: 3030 Faces: 12134 12138 12107 12139 12140 12141 Nodes: 6086 6087 6102 6103 6094 6095 6110 6111 Element: 3031 Faces: 12138 12142 12111 12143 12144 12145 Nodes: 6087 6088 6103 6104 6095 6096 6111 6112 Element: 3032 Faces: 12142 12146 12115 12147 12148 12149 Nodes: 6088 6089 6104 6105 6096 6097 6112 6113 Element: 3033 Faces: 12146 12150 12119 12151 12152 12153 Nodes: 6089 6090 6105 6106 6097 6098 6113 6114 Element: 3034 Faces: 12150 12154 12123 12155 12156 12157 Nodes: 6090 6091 6106 6107 6098 6099 6114 6115 Element: 3035 Faces: 12154 12158 12127 12159 12160 12161 Nodes: 6091 6092 6107 6108 6099 6100 6115 6116 Element template: element4 Element: 3036 Faces: 12158 12133 12130 12162 12163 12164 Nodes: 6092 6085 6108 6101 6100 6093 6116 6109 Element template: element3 Element: 3037 Faces: 12165 12166 12135 12167 12168 12169 Nodes: 6101 6102 6117 6118 6109 6110 6125 6126 Element: 3038 Faces: 12166 12170 12139 12171 12172 12173 Nodes: 6102 6103 6118 6119 6110 6111 6126 6127 Element: 3039 Faces: 12170 12174 12143 12175 12176 12177 Nodes: 6103 6104 6119 6120 6111 6112 6127 6128 Element: 3040 Faces: 12174 12178 12147 12179 12180 12181 Nodes: 6104 6105 6120 6121 6112 6113 6128 6129 Element: 3041 Faces: 12178 12182 12151 12183 12184 12185 Nodes: 6105 6106 6121 6122 6113 6114 6129 6130 Element: 3042 Faces: 12182 12186 12155 12187 12188 12189 Nodes: 6106 6107 6122 6123 6114 6115 6130 6131 Element: 3043 Faces: 12186 12190 12159 12191 12192 12193 Nodes: 6107 6108 6123 6124 6115 6116 6131 6132 Element template: element4 Element: 3044 Faces: 12190 12165 12162 12194 12195 12196 Nodes: 6108 6101 6124 6117 6116 6109 6132 6125 Element template: element3 Element: 3045 Faces: 12197 12198 12167 12199 12200 12201 Nodes: 6117 6118 6133 6134 6125 6126 6141 6142 Element: 3046 Faces: 12198 12202 12171 12203 12204 12205 Nodes: 6118 6119 6134 6135 6126 6127 6142 6143 Element: 3047 Faces: 12202 12206 12175 12207 12208 12209 Nodes: 6119 6120 6135 6136 6127 6128 6143 6144 Element: 3048 Faces: 12206 12210 12179 12211 12212 12213 Nodes: 6120 6121 6136 6137 6128 6129 6144 6145 Element: 3049 Faces: 12210 12214 12183 12215 12216 12217 Nodes: 6121 6122 6137 6138 6129 6130 6145 6146 Element: 3050 Faces: 12214 12218 12187 12219 12220 12221 Nodes: 6122 6123 6138 6139 6130 6131 6146 6147 Element: 3051 Faces: 12218 12222 12191 12223 12224 12225 Nodes: 6123 6124 6139 6140 6131 6132 6147 6148 Element template: element4 Element: 3052 Faces: 12222 12197 12194 12226 12227 12228 Nodes: 6124 6117 6140 6133 6132 6125 6148 6141 Element template: element3 Element: 3053 Faces: 12229 12230 12199 12231 12232 12233 Nodes: 6133 6134 6149 6150 6141 6142 6157 6158 Element: 3054 Faces: 12230 12234 12203 12235 12236 12237 Nodes: 6134 6135 6150 6151 6142 6143 6158 6159 Element: 3055 Faces: 12234 12238 12207 12239 12240 12241 Nodes: 6135 6136 6151 6152 6143 6144 6159 6160 Element: 3056 Faces: 12238 12242 12211 12243 12244 12245 Nodes: 6136 6137 6152 6153 6144 6145 6160 6161 Element: 3057 Faces: 12242 12246 12215 12247 12248 12249 Nodes: 6137 6138 6153 6154 6145 6146 6161 6162 Element: 3058 Faces: 12246 12250 12219 12251 12252 12253 Nodes: 6138 6139 6154 6155 6146 6147 6162 6163 Element: 3059 Faces: 12250 12254 12223 12255 12256 12257 Nodes: 6139 6140 6155 6156 6147 6148 6163 6164 Element template: element4 Element: 3060 Faces: 12254 12229 12226 12258 12259 12260 Nodes: 6140 6133 6156 6149 6148 6141 6164 6157 Element template: element3 Element: 3061 Faces: 12261 12262 12231 12263 12264 12265 Nodes: 6149 6150 6165 6166 6157 6158 6173 6174 Element: 3062 Faces: 12262 12266 12235 12267 12268 12269 Nodes: 6150 6151 6166 6167 6158 6159 6174 6175 Element: 3063 Faces: 12266 12270 12239 12271 12272 12273 Nodes: 6151 6152 6167 6168 6159 6160 6175 6176 Element: 3064 Faces: 12270 12274 12243 12275 12276 12277 Nodes: 6152 6153 6168 6169 6160 6161 6176 6177 Element: 3065 Faces: 12274 12278 12247 12279 12280 12281 Nodes: 6153 6154 6169 6170 6161 6162 6177 6178 Element: 3066 Faces: 12278 12282 12251 12283 12284 12285 Nodes: 6154 6155 6170 6171 6162 6163 6178 6179 Element: 3067 Faces: 12282 12286 12255 12287 12288 12289 Nodes: 6155 6156 6171 6172 6163 6164 6179 6180 Element template: element4 Element: 3068 Faces: 12286 12261 12258 12290 12291 12292 Nodes: 6156 6149 6172 6165 6164 6157 6180 6173 Element template: element3 Element: 3069 Faces: 12293 12294 12263 12295 12296 12297 Nodes: 6165 6166 6181 6182 6173 6174 6189 6190 Element: 3070 Faces: 12294 12298 12267 12299 12300 12301 Nodes: 6166 6167 6182 6183 6174 6175 6190 6191 Element: 3071 Faces: 12298 12302 12271 12303 12304 12305 Nodes: 6167 6168 6183 6184 6175 6176 6191 6192 Element: 3072 Faces: 12302 12306 12275 12307 12308 12309 Nodes: 6168 6169 6184 6185 6176 6177 6192 6193 Element: 3073 Faces: 12306 12310 12279 12311 12312 12313 Nodes: 6169 6170 6185 6186 6177 6178 6193 6194 Element: 3074 Faces: 12310 12314 12283 12315 12316 12317 Nodes: 6170 6171 6186 6187 6178 6179 6194 6195 Element: 3075 Faces: 12314 12318 12287 12319 12320 12321 Nodes: 6171 6172 6187 6188 6179 6180 6195 6196 Element template: element4 Element: 3076 Faces: 12318 12293 12290 12322 12323 12324 Nodes: 6172 6165 6188 6181 6180 6173 6196 6189 Element template: element3 Element: 3077 Faces: 12325 12326 12295 12327 12328 12329 Nodes: 6181 6182 6197 6198 6189 6190 6205 6206 Element: 3078 Faces: 12326 12330 12299 12331 12332 12333 Nodes: 6182 6183 6198 6199 6190 6191 6206 6207 Element: 3079 Faces: 12330 12334 12303 12335 12336 12337 Nodes: 6183 6184 6199 6200 6191 6192 6207 6208 Element: 3080 Faces: 12334 12338 12307 12339 12340 12341 Nodes: 6184 6185 6200 6201 6192 6193 6208 6209 Element: 3081 Faces: 12338 12342 12311 12343 12344 12345 Nodes: 6185 6186 6201 6202 6193 6194 6209 6210 Element: 3082 Faces: 12342 12346 12315 12347 12348 12349 Nodes: 6186 6187 6202 6203 6194 6195 6210 6211 Element: 3083 Faces: 12346 12350 12319 12351 12352 12353 Nodes: 6187 6188 6203 6204 6195 6196 6211 6212 Element template: element4 Element: 3084 Faces: 12350 12325 12322 12354 12355 12356 Nodes: 6188 6181 6204 6197 6196 6189 6212 6205 Element template: element3 Element: 3085 Faces: 12357 12358 12327 12359 12360 12361 Nodes: 6197 6198 6213 6214 6205 6206 6221 6222 Element: 3086 Faces: 12358 12362 12331 12363 12364 12365 Nodes: 6198 6199 6214 6215 6206 6207 6222 6223 Element: 3087 Faces: 12362 12366 12335 12367 12368 12369 Nodes: 6199 6200 6215 6216 6207 6208 6223 6224 Element: 3088 Faces: 12366 12370 12339 12371 12372 12373 Nodes: 6200 6201 6216 6217 6208 6209 6224 6225 Element: 3089 Faces: 12370 12374 12343 12375 12376 12377 Nodes: 6201 6202 6217 6218 6209 6210 6225 6226 Element: 3090 Faces: 12374 12378 12347 12379 12380 12381 Nodes: 6202 6203 6218 6219 6210 6211 6226 6227 Element: 3091 Faces: 12378 12382 12351 12383 12384 12385 Nodes: 6203 6204 6219 6220 6211 6212 6227 6228 Element template: element4 Element: 3092 Faces: 12382 12357 12354 12386 12387 12388 Nodes: 6204 6197 6220 6213 6212 6205 6228 6221 Element template: element3 Element: 3093 Faces: 12389 12390 12359 12391 12392 12393 Nodes: 6213 6214 6229 6230 6221 6222 6237 6238 Element: 3094 Faces: 12390 12394 12363 12395 12396 12397 Nodes: 6214 6215 6230 6231 6222 6223 6238 6239 Element: 3095 Faces: 12394 12398 12367 12399 12400 12401 Nodes: 6215 6216 6231 6232 6223 6224 6239 6240 Element: 3096 Faces: 12398 12402 12371 12403 12404 12405 Nodes: 6216 6217 6232 6233 6224 6225 6240 6241 Element: 3097 Faces: 12402 12406 12375 12407 12408 12409 Nodes: 6217 6218 6233 6234 6225 6226 6241 6242 Element: 3098 Faces: 12406 12410 12379 12411 12412 12413 Nodes: 6218 6219 6234 6235 6226 6227 6242 6243 Element: 3099 Faces: 12410 12414 12383 12415 12416 12417 Nodes: 6219 6220 6235 6236 6227 6228 6243 6244 Element template: element4 Element: 3100 Faces: 12414 12389 12386 12418 12419 12420 Nodes: 6220 6213 6236 6229 6228 6221 6244 6237 Element template: element3 Element: 3101 Faces: 12421 12422 12391 12423 12424 12425 Nodes: 6229 6230 6245 6246 6237 6238 6253 6254 Element: 3102 Faces: 12422 12426 12395 12427 12428 12429 Nodes: 6230 6231 6246 6247 6238 6239 6254 6255 Element: 3103 Faces: 12426 12430 12399 12431 12432 12433 Nodes: 6231 6232 6247 6248 6239 6240 6255 6256 Element: 3104 Faces: 12430 12434 12403 12435 12436 12437 Nodes: 6232 6233 6248 6249 6240 6241 6256 6257 Element: 3105 Faces: 12434 12438 12407 12439 12440 12441 Nodes: 6233 6234 6249 6250 6241 6242 6257 6258 Element: 3106 Faces: 12438 12442 12411 12443 12444 12445 Nodes: 6234 6235 6250 6251 6242 6243 6258 6259 Element: 3107 Faces: 12442 12446 12415 12447 12448 12449 Nodes: 6235 6236 6251 6252 6243 6244 6259 6260 Element template: element4 Element: 3108 Faces: 12446 12421 12418 12450 12451 12452 Nodes: 6236 6229 6252 6245 6244 6237 6260 6253 Element template: element3 Element: 3109 Faces: 12453 12454 12423 12455 12456 12457 Nodes: 6245 6246 6261 6262 6253 6254 6269 6270 Element: 3110 Faces: 12454 12458 12427 12459 12460 12461 Nodes: 6246 6247 6262 6263 6254 6255 6270 6271 Element: 3111 Faces: 12458 12462 12431 12463 12464 12465 Nodes: 6247 6248 6263 6264 6255 6256 6271 6272 Element: 3112 Faces: 12462 12466 12435 12467 12468 12469 Nodes: 6248 6249 6264 6265 6256 6257 6272 6273 Element: 3113 Faces: 12466 12470 12439 12471 12472 12473 Nodes: 6249 6250 6265 6266 6257 6258 6273 6274 Element: 3114 Faces: 12470 12474 12443 12475 12476 12477 Nodes: 6250 6251 6266 6267 6258 6259 6274 6275 Element: 3115 Faces: 12474 12478 12447 12479 12480 12481 Nodes: 6251 6252 6267 6268 6259 6260 6275 6276 Element template: element4 Element: 3116 Faces: 12478 12453 12450 12482 12483 12484 Nodes: 6252 6245 6268 6261 6260 6253 6276 6269 Element template: element3 Element: 3117 Faces: 12485 12486 12455 12487 12488 12489 Nodes: 6261 6262 6277 6278 6269 6270 6285 6286 Element: 3118 Faces: 12486 12490 12459 12491 12492 12493 Nodes: 6262 6263 6278 6279 6270 6271 6286 6287 Element: 3119 Faces: 12490 12494 12463 12495 12496 12497 Nodes: 6263 6264 6279 6280 6271 6272 6287 6288 Element: 3120 Faces: 12494 12498 12467 12499 12500 12501 Nodes: 6264 6265 6280 6281 6272 6273 6288 6289 Element: 3121 Faces: 12498 12502 12471 12503 12504 12505 Nodes: 6265 6266 6281 6282 6273 6274 6289 6290 Element: 3122 Faces: 12502 12506 12475 12507 12508 12509 Nodes: 6266 6267 6282 6283 6274 6275 6290 6291 Element: 3123 Faces: 12506 12510 12479 12511 12512 12513 Nodes: 6267 6268 6283 6284 6275 6276 6291 6292 Element template: element4 Element: 3124 Faces: 12510 12485 12482 12514 12515 12516 Nodes: 6268 6261 6284 6277 6276 6269 6292 6285 Element template: element3 Element: 3125 Faces: 12517 12518 12487 12519 12520 12521 Nodes: 6277 6278 6293 6294 6285 6286 6301 6302 Element: 3126 Faces: 12518 12522 12491 12523 12524 12525 Nodes: 6278 6279 6294 6295 6286 6287 6302 6303 Element: 3127 Faces: 12522 12526 12495 12527 12528 12529 Nodes: 6279 6280 6295 6296 6287 6288 6303 6304 Element: 3128 Faces: 12526 12530 12499 12531 12532 12533 Nodes: 6280 6281 6296 6297 6288 6289 6304 6305 Element: 3129 Faces: 12530 12534 12503 12535 12536 12537 Nodes: 6281 6282 6297 6298 6289 6290 6305 6306 Element: 3130 Faces: 12534 12538 12507 12539 12540 12541 Nodes: 6282 6283 6298 6299 6290 6291 6306 6307 Element: 3131 Faces: 12538 12542 12511 12543 12544 12545 Nodes: 6283 6284 6299 6300 6291 6292 6307 6308 Element template: element4 Element: 3132 Faces: 12542 12517 12514 12546 12547 12548 Nodes: 6284 6277 6300 6293 6292 6285 6308 6301 Element template: element3 Element: 3133 Faces: 12549 12550 12519 12551 12552 12553 Nodes: 6293 6294 6309 6310 6301 6302 6317 6318 Element: 3134 Faces: 12550 12554 12523 12555 12556 12557 Nodes: 6294 6295 6310 6311 6302 6303 6318 6319 Element: 3135 Faces: 12554 12558 12527 12559 12560 12561 Nodes: 6295 6296 6311 6312 6303 6304 6319 6320 Element: 3136 Faces: 12558 12562 12531 12563 12564 12565 Nodes: 6296 6297 6312 6313 6304 6305 6320 6321 Element: 3137 Faces: 12562 12566 12535 12567 12568 12569 Nodes: 6297 6298 6313 6314 6305 6306 6321 6322 Element: 3138 Faces: 12566 12570 12539 12571 12572 12573 Nodes: 6298 6299 6314 6315 6306 6307 6322 6323 Element: 3139 Faces: 12570 12574 12543 12575 12576 12577 Nodes: 6299 6300 6315 6316 6307 6308 6323 6324 Element template: element4 Element: 3140 Faces: 12574 12549 12546 12578 12579 12580 Nodes: 6300 6293 6316 6309 6308 6301 6324 6317 Element template: element3 Element: 3141 Faces: 12581 12582 12551 12583 12584 12585 Nodes: 6309 6310 6325 6326 6317 6318 6333 6334 Element: 3142 Faces: 12582 12586 12555 12587 12588 12589 Nodes: 6310 6311 6326 6327 6318 6319 6334 6335 Element: 3143 Faces: 12586 12590 12559 12591 12592 12593 Nodes: 6311 6312 6327 6328 6319 6320 6335 6336 Element: 3144 Faces: 12590 12594 12563 12595 12596 12597 Nodes: 6312 6313 6328 6329 6320 6321 6336 6337 Element: 3145 Faces: 12594 12598 12567 12599 12600 12601 Nodes: 6313 6314 6329 6330 6321 6322 6337 6338 Element: 3146 Faces: 12598 12602 12571 12603 12604 12605 Nodes: 6314 6315 6330 6331 6322 6323 6338 6339 Element: 3147 Faces: 12602 12606 12575 12607 12608 12609 Nodes: 6315 6316 6331 6332 6323 6324 6339 6340 Element template: element4 Element: 3148 Faces: 12606 12581 12578 12610 12611 12612 Nodes: 6316 6309 6332 6325 6324 6317 6340 6333 Element template: element3 Element: 3149 Faces: 12613 12614 12583 12615 12616 12617 Nodes: 6325 6326 6341 6342 6333 6334 6349 6350 Element: 3150 Faces: 12614 12618 12587 12619 12620 12621 Nodes: 6326 6327 6342 6343 6334 6335 6350 6351 Element: 3151 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14207 14208 14209 Nodes: 7115 7116 7131 7132 7123 7124 7139 7140 Element template: element4 Element: 3548 Faces: 14206 14181 14178 14210 14211 14212 Nodes: 7116 7109 7132 7125 7124 7117 7140 7133 Element template: element3 Element: 3549 Faces: 14213 14214 14183 14215 14216 14217 Nodes: 7125 7126 7141 7142 7133 7134 7149 7150 Element: 3550 Faces: 14214 14218 14187 14219 14220 14221 Nodes: 7126 7127 7142 7143 7134 7135 7150 7151 Element: 3551 Faces: 14218 14222 14191 14223 14224 14225 Nodes: 7127 7128 7143 7144 7135 7136 7151 7152 Element: 3552 Faces: 14222 14226 14195 14227 14228 14229 Nodes: 7128 7129 7144 7145 7136 7137 7152 7153 Element: 3553 Faces: 14226 14230 14199 14231 14232 14233 Nodes: 7129 7130 7145 7146 7137 7138 7153 7154 Element: 3554 Faces: 14230 14234 14203 14235 14236 14237 Nodes: 7130 7131 7146 7147 7138 7139 7154 7155 Element: 3555 Faces: 14234 14238 14207 14239 14240 14241 Nodes: 7131 7132 7147 7148 7139 7140 7155 7156 Element template: element4 Element: 3556 Faces: 14238 14213 14210 14242 14243 14244 Nodes: 7132 7125 7148 7141 7140 7133 7156 7149 Element template: element6 Element: 3557 Faces: 14245 14246 -1 14247 14248 14249 Nodes: 7157 7159 7160 7158 7189 7190 Scale factors: -1.000000000000000e+00 2.079116908177593e-01 9.781476007338057e-01 2.094395102393195e-01 4.067366430758002e-01 9.135454576426009e-01 2.094395102393195e-01 2.079116908177593e-01 9.781476007338057e-01 2.094395102393195e-01 4.067366430758002e-01 9.135454576426009e-01 2.094395102393195e-01 Element template: element15 Element: 3566 Faces: 14250 14251 -1 14252 14253 14254 Nodes: 7157 7168 7169 7158 7198 7199 Scale factors: -1.000000000000000e+00 9.510565162951536e-01 -3.090169943749473e-01 2.094395102393195e-01 8.660254037844387e-01 -4.999999999999998e-01 2.094395102393195e-01 9.510565162951536e-01 -3.090169943749473e-01 2.094395102393195e-01 8.660254037844387e-01 -4.999999999999998e-01 2.094395102393195e-01 Element template: element16 Element: 3567 Faces: 14251 14255 -1 14256 14257 14258 Nodes: 7157 7169 7170 7158 7199 7200 Scale factors: -1.000000000000000e+00 8.660254037844387e-01 -4.999999999999998e-01 2.094395102393195e-01 7.431448254773945e-01 -6.691306063588579e-01 2.094395102393195e-01 8.660254037844387e-01 -4.999999999999998e-01 2.094395102393195e-01 7.431448254773945e-01 -6.691306063588579e-01 2.094395102393195e-01 Element template: element17 Element: 3568 Faces: 14255 14259 -1 14260 14261 14262 Nodes: 7157 7170 7171 7158 7200 7201 Scale factors: -1.000000000000000e+00 7.431448254773945e-01 -6.691306063588579e-01 2.094395102393195e-01 5.877852522924732e-01 -8.090169943749473e-01 2.094395102393195e-01 7.431448254773945e-01 -6.691306063588579e-01 2.094395102393195e-01 5.877852522924732e-01 -8.090169943749473e-01 2.094395102393195e-01 Element template: element18 Element: 3569 Faces: 14259 14263 -1 14264 14265 14266 Nodes: 7157 7171 7172 7158 7201 7202 Scale factors: -1.000000000000000e+00 5.877852522924732e-01 -8.090169943749473e-01 2.094395102393195e-01 4.067366430758004e-01 -9.135454576426008e-01 2.094395102393195e-01 5.877852522924732e-01 -8.090169943749473e-01 2.094395102393195e-01 4.067366430758004e-01 -9.135454576426008e-01 2.094395102393195e-01 Element template: element19 Element: 3570 Faces: 14263 14267 -1 14268 14269 14270 Nodes: 7157 7172 7173 7158 7202 7203 Scale factors: -1.000000000000000e+00 4.067366430758004e-01 -9.135454576426008e-01 2.094395102393195e-01 2.079116908177597e-01 -9.781476007338056e-01 2.094395102393195e-01 4.067366430758004e-01 -9.135454576426008e-01 2.094395102393195e-01 2.079116908177597e-01 -9.781476007338056e-01 2.094395102393195e-01 Element template: element20 Element: 3571 Faces: 14267 14271 -1 14272 14273 14274 Nodes: 7157 7173 7174 7158 7203 7204 Scale factors: -1.000000000000000e+00 2.079116908177597e-01 -9.781476007338056e-01 2.094395102393195e-01 1.224646799147353e-16 -1.000000000000000e+00 2.094395102393195e-01 2.079116908177597e-01 -9.781476007338056e-01 2.094395102393195e-01 1.224646799147353e-16 -1.000000000000000e+00 2.094395102393195e-01 Define element template: element38 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1501,1502,1503,1601,1602,1603,1501,1502,1503,1601,1602,1603)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element38 Element: 3572 Faces: 14271 14275 -1 14276 14277 14278 Nodes: 7157 7174 7175 7158 7204 7205 Scale factors: -1.000000000000000e+00 1.224646799147353e-16 -1.000000000000000e+00 2.094395102393195e-01 -2.079116908177591e-01 -9.781476007338057e-01 2.094395102393195e-01 1.224646799147353e-16 -1.000000000000000e+00 2.094395102393195e-01 -2.079116908177591e-01 -9.781476007338057e-01 2.094395102393195e-01 Define element template: element39 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1601,1602,1603,1701,1702,1703,1601,1602,1603,1701,1702,1703)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element39 Element: 3573 Faces: 14275 14279 -1 14280 14281 14282 Nodes: 7157 7175 7176 7158 7205 7206 Scale factors: -1.000000000000000e+00 -2.079116908177591e-01 -9.781476007338057e-01 2.094395102393195e-01 -4.067366430757998e-01 -9.135454576426011e-01 2.094395102393195e-01 -2.079116908177591e-01 -9.781476007338057e-01 2.094395102393195e-01 -4.067366430757998e-01 -9.135454576426011e-01 2.094395102393195e-01 Define element template: element40 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1701,1702,1703,1801,1802,1803,1701,1702,1703,1801,1802,1803)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element40 Element: 3574 Faces: 14279 14283 -1 14284 14285 14286 Nodes: 7157 7176 7177 7158 7206 7207 Scale factors: -1.000000000000000e+00 -4.067366430757998e-01 -9.135454576426011e-01 2.094395102393195e-01 -5.877852522924730e-01 -8.090169943749475e-01 2.094395102393195e-01 -4.067366430757998e-01 -9.135454576426011e-01 2.094395102393195e-01 -5.877852522924730e-01 -8.090169943749475e-01 2.094395102393195e-01 Define element template: element41 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1801,1802,1803,1901,1902,1903,1801,1802,1803,1901,1902,1903)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element41 Element: 3575 Faces: 14283 14287 -1 14288 14289 14290 Nodes: 7157 7177 7178 7158 7207 7208 Scale factors: -1.000000000000000e+00 -5.877852522924730e-01 -8.090169943749475e-01 2.094395102393195e-01 -7.431448254773940e-01 -6.691306063588585e-01 2.094395102393195e-01 -5.877852522924730e-01 -8.090169943749475e-01 2.094395102393195e-01 -7.431448254773940e-01 -6.691306063588585e-01 2.094395102393195e-01 Define element template: element42 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1901,1902,1903,2001,2002,2003,1901,1902,1903,2001,2002,2003)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element42 Element: 3576 Faces: 14287 14291 -1 14292 14293 14294 Nodes: 7157 7178 7179 7158 7208 7209 Scale factors: -1.000000000000000e+00 -7.431448254773940e-01 -6.691306063588585e-01 2.094395102393195e-01 -8.660254037844385e-01 -5.000000000000004e-01 2.094395102393195e-01 -7.431448254773940e-01 -6.691306063588585e-01 2.094395102393195e-01 -8.660254037844385e-01 -5.000000000000004e-01 2.094395102393195e-01 Define element template: element43 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2001,2002,2003,2101,2102,2103,2001,2002,2003,2101,2102,2103)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element43 Element: 3577 Faces: 14291 14295 -1 14296 14297 14298 Nodes: 7157 7179 7180 7158 7209 7210 Scale factors: -1.000000000000000e+00 -8.660254037844385e-01 -5.000000000000004e-01 2.094395102393195e-01 -9.510565162951535e-01 -3.090169943749476e-01 2.094395102393195e-01 -8.660254037844385e-01 -5.000000000000004e-01 2.094395102393195e-01 -9.510565162951535e-01 -3.090169943749476e-01 2.094395102393195e-01 Define element template: element44 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2101,2102,2103,2201,2202,2203,2101,2102,2103,2201,2202,2203)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element44 Element: 3578 Faces: 14295 14299 -1 14300 14301 14302 Nodes: 7157 7180 7181 7158 7210 7211 Scale factors: -1.000000000000000e+00 -9.510565162951535e-01 -3.090169943749476e-01 2.094395102393195e-01 -9.945218953682733e-01 -1.045284632676542e-01 2.094395102393195e-01 -9.510565162951535e-01 -3.090169943749476e-01 2.094395102393195e-01 -9.945218953682733e-01 -1.045284632676542e-01 2.094395102393195e-01 Define element template: element45 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2201,2202,2203,2301,2302,2303,2201,2202,2203,2301,2302,2303)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element45 Element: 3579 Faces: 14299 14303 -1 14304 14305 14306 Nodes: 7157 7181 7182 7158 7211 7212 Scale factors: -1.000000000000000e+00 -9.945218953682733e-01 -1.045284632676542e-01 2.094395102393195e-01 -9.945218953682734e-01 1.045284632676530e-01 2.094395102393195e-01 -9.945218953682733e-01 -1.045284632676542e-01 2.094395102393195e-01 -9.945218953682734e-01 1.045284632676530e-01 2.094395102393195e-01 Define element template: element46 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2301,2302,2303,2401,2402,2403,2301,2302,2303,2401,2402,2403)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element46 Element: 3580 Faces: 14303 14307 -1 14308 14309 14310 Nodes: 7157 7182 7183 7158 7212 7213 Scale factors: -1.000000000000000e+00 -9.945218953682734e-01 1.045284632676530e-01 2.094395102393195e-01 -9.510565162951536e-01 3.090169943749472e-01 2.094395102393195e-01 -9.945218953682734e-01 1.045284632676530e-01 2.094395102393195e-01 -9.510565162951536e-01 3.090169943749472e-01 2.094395102393195e-01 Define element template: element47 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2401,2402,2403,2501,2502,2503,2401,2402,2403,2501,2502,2503)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element47 Element: 3581 Faces: 14307 14311 -1 14312 14313 14314 Nodes: 7157 7183 7184 7158 7213 7214 Scale factors: -1.000000000000000e+00 -9.510565162951536e-01 3.090169943749472e-01 2.094395102393195e-01 -8.660254037844390e-01 4.999999999999993e-01 2.094395102393195e-01 -9.510565162951536e-01 3.090169943749472e-01 2.094395102393195e-01 -8.660254037844390e-01 4.999999999999993e-01 2.094395102393195e-01 Define element template: element48 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2501,2502,2503,2601,2602,2603,2501,2502,2503,2601,2602,2603)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element48 Element: 3582 Faces: 14311 14315 -1 14316 14317 14318 Nodes: 7157 7184 7185 7158 7214 7215 Scale factors: -1.000000000000000e+00 -8.660254037844390e-01 4.999999999999993e-01 2.094395102393195e-01 -7.431448254773946e-01 6.691306063588578e-01 2.094395102393195e-01 -8.660254037844390e-01 4.999999999999993e-01 2.094395102393195e-01 -7.431448254773946e-01 6.691306063588578e-01 2.094395102393195e-01 Define element template: element49 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2601,2602,2603,2701,2702,2703,2601,2602,2603,2701,2702,2703)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element49 Element: 3583 Faces: 14315 14319 -1 14320 14321 14322 Nodes: 7157 7185 7186 7158 7215 7216 Scale factors: -1.000000000000000e+00 -7.431448254773946e-01 6.691306063588578e-01 2.094395102393195e-01 -5.877852522924734e-01 8.090169943749473e-01 2.094395102393195e-01 -7.431448254773946e-01 6.691306063588578e-01 2.094395102393195e-01 -5.877852522924734e-01 8.090169943749473e-01 2.094395102393195e-01 Define element template: element50 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2701,2702,2703,2801,2802,2803,2701,2702,2703,2801,2802,2803)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element50 Element: 3584 Faces: 14319 14323 -1 14324 14325 14326 Nodes: 7157 7186 7187 7158 7216 7217 Scale factors: -1.000000000000000e+00 -5.877852522924734e-01 8.090169943749473e-01 2.094395102393195e-01 -4.067366430758009e-01 9.135454576426005e-01 2.094395102393195e-01 -5.877852522924734e-01 8.090169943749473e-01 2.094395102393195e-01 -4.067366430758009e-01 9.135454576426005e-01 2.094395102393195e-01 Define element template: element51 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2801,2802,2803,2901,2902,2903,2801,2802,2803,2901,2902,2903)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element51 Element: 3585 Faces: 14323 14327 -1 14328 14329 14330 Nodes: 7157 7187 7188 7158 7217 7218 Scale factors: -1.000000000000000e+00 -4.067366430758009e-01 9.135454576426005e-01 2.094395102393195e-01 -2.079116908177599e-01 9.781476007338056e-01 2.094395102393195e-01 -4.067366430758009e-01 9.135454576426005e-01 2.094395102393195e-01 -2.079116908177599e-01 9.781476007338056e-01 2.094395102393195e-01 Define element template: element52 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2901,2902,2903,1,2,3,2901,2902,2903,1,2,3)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element52 Element: 3586 Faces: 14327 14245 -1 14331 14332 14333 Nodes: 7157 7188 7159 7158 7218 7189 Scale factors: -1.000000000000000e+00 -2.079116908177599e-01 9.781476007338056e-01 2.094395102393195e-01 2.079116908177593e-01 9.781476007338057e-01 2.094395102393195e-01 -2.079116908177599e-01 9.781476007338056e-01 2.094395102393195e-01 2.079116908177593e-01 9.781476007338057e-01 2.094395102393195e-01 Define element template: element53 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=7, identifiers="global_general(1) node_general(1,2,3,10001,10002,10003)" #Nodes=4 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element53 Element: 3587 Faces: 14334 -1 -1 14335 14249 14336 Nodes: 7158 7189 7190 7219 Scale factors: -1.000000000000000e+00 2.079116908177593e-01 9.781476007338057e-01 2.094395102393195e-01 2.079116908177593e-01 9.781476007338057e-01 2.094395102393195e-01 Define element template: element54 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=7, identifiers="global_general(1) node_general(90001,90002,90003,100001,100002,100003)" #Nodes=4 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element54 Element: 3588 Faces: -1 14337 -1 14338 14254 14339 Nodes: 7158 7198 7199 7220 Scale factors: -1.000000000000000e+00 9.510565162951536e-01 -3.090169943749473e-01 2.094395102393195e-01 8.660254037844387e-01 -4.999999999999998e-01 2.094395102393195e-01 Define element template: element55 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=7, identifiers="global_general(1) node_general(100001,100002,100003,110001,110002,110003)" #Nodes=4 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element55 Element: 3589 Faces: 14337 -1 -1 14340 14258 14341 Nodes: 7158 7199 7200 7220 Scale factors: -1.000000000000000e+00 8.660254037844387e-01 -4.999999999999998e-01 2.094395102393195e-01 7.431448254773945e-01 -6.691306063588579e-01 2.094395102393195e-01 Define element template: element56 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=7, identifiers="global_general(1) node_general(190001,190002,190003,200001,200002,200003)" #Nodes=4 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element56 Element: 3590 Faces: -1 14342 -1 14343 14294 14344 Nodes: 7158 7208 7209 7221 Scale factors: -1.000000000000000e+00 -7.431448254773940e-01 -6.691306063588585e-01 2.094395102393195e-01 -8.660254037844385e-01 -5.000000000000004e-01 2.094395102393195e-01 Define element template: element57 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=7, identifiers="global_general(1) node_general(200001,200002,200003,210001,210002,210003)" #Nodes=4 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element57 Element: 3591 Faces: 14342 -1 -1 14345 14298 14346 Nodes: 7158 7209 7210 7221 Scale factors: -1.000000000000000e+00 -8.660254037844385e-01 -5.000000000000004e-01 2.094395102393195e-01 -9.510565162951535e-01 -3.090169943749476e-01 2.094395102393195e-01 Define element template: element58 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=7, identifiers="global_general(1) node_general(290001,290002,290003,1,2,3)" #Nodes=4 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element58 Element: 3592 Faces: -1 14334 -1 14347 14333 14348 Nodes: 7158 7218 7189 7219 Scale factors: -1.000000000000000e+00 -2.079116908177599e-01 9.781476007338056e-01 2.094395102393195e-01 2.079116908177593e-01 9.781476007338057e-01 2.094395102393195e-01 Element template: element5 Element: 3593 Faces: 14349 14350 14247 14351 14352 14353 Nodes: 7159 7160 7222 7223 7189 7190 7252 7253 Element: 3602 Faces: 14354 14355 14252 14356 14357 14358 Nodes: 7168 7169 7231 7232 7198 7199 7261 7262 Element: 3603 Faces: 14355 14359 14256 14360 14361 14362 Nodes: 7169 7170 7232 7233 7199 7200 7262 7263 Element: 3604 Faces: 14359 14363 14260 14364 14365 14366 Nodes: 7170 7171 7233 7234 7200 7201 7263 7264 Element: 3605 Faces: 14363 14367 14264 14368 14369 14370 Nodes: 7171 7172 7234 7235 7201 7202 7264 7265 Element: 3606 Faces: 14367 14371 14268 14372 14373 14374 Nodes: 7172 7173 7235 7236 7202 7203 7265 7266 Element: 3607 Faces: 14371 14375 14272 14376 14377 14378 Nodes: 7173 7174 7236 7237 7203 7204 7266 7267 Element: 3608 Faces: 14375 14379 14276 14380 14381 14382 Nodes: 7174 7175 7237 7238 7204 7205 7267 7268 Element: 3609 Faces: 14379 14383 14280 14384 14385 14386 Nodes: 7175 7176 7238 7239 7205 7206 7268 7269 Element: 3610 Faces: 14383 14387 14284 14388 14389 14390 Nodes: 7176 7177 7239 7240 7206 7207 7269 7270 Element: 3611 Faces: 14387 14391 14288 14392 14393 14394 Nodes: 7177 7178 7240 7241 7207 7208 7270 7271 Element: 3612 Faces: 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Dimension=3, line*line*line #Scale factor sets=0 #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=6 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 5. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=6 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 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indices: 0 Element template: element62 Element: 3897 Faces: 15285 15289 15259 15290 15291 15292 Nodes: 7771 7772 7789 7790 7780 7781 7798 7799 Scale factors: -1.000000000000000e+00 Element template: element25 Element: 3898 Faces: 15289 15293 15263 15294 15295 15296 Nodes: 7772 7773 7790 7791 7781 7782 7799 7800 Scale factors: -1.000000000000000e+00 Element template: element5 Element: 3899 Faces: 15293 15297 15267 15298 15299 15300 Nodes: 7773 7774 7791 7792 7782 7783 7800 7801 Element: 3900 Faces: 15297 14666 15270 15301 15302 15303 Nodes: 7774 7357 7792 7420 7783 7387 7801 7450 Element: 3901 Faces: 14766 15304 15274 15305 15306 15307 Nodes: 7412 7786 7475 7804 7442 7795 7505 7812 Element: 3902 Faces: 15304 15308 15278 15309 15310 15311 Nodes: 7786 7787 7804 7805 7795 7796 7812 7813 Element template: element26 Element: 3903 Faces: 15308 15312 15282 15313 15314 15315 Nodes: 7787 7788 7805 7806 7796 7797 7813 7814 Scale factors: -1.000000000000000e+00 Element template: element27 Element: 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14874 15325 15349 15350 15351 Nodes: 7809 7483 7826 7546 7817 7513 7835 7576 Element: 3913 Faces: 14974 15352 15329 15353 15354 15355 Nodes: 7538 7820 7601 7602 7568 7829 7631 7632 Element: 3914 Faces: 15352 15356 15333 15357 15358 15359 Nodes: 7820 7821 7602 7603 7829 7830 7632 7633 Element template: element26 Element: 3915 Faces: 15356 15360 15337 15361 15362 15363 Nodes: 7821 7822 7603 7604 7830 7831 7633 7634 Scale factors: -1.000000000000000e+00 Element template: element28 Element: 3916 Faces: 15360 15364 15365 15366 15367 15368 Nodes: 7822 7823 7604 7605 7831 7832 7634 7635 Scale factors: -1.000000000000000e+00 Element template: element29 Element: 3917 Faces: 15364 15369 15370 15371 15372 15373 Nodes: 7823 7824 7605 7606 7832 7833 7635 7636 Scale factors: -1.000000000000000e+00 Element template: element27 Element: 3918 Faces: 15369 15374 15342 15375 15376 15377 Nodes: 7824 7825 7606 7607 7833 7834 7636 7637 Element template: element5 Element: 3919 Faces: 15374 15378 15346 15379 15380 15381 Nodes: 7825 7826 7607 7608 7834 7835 7637 7638 Element: 3920 Faces: 15378 14978 15349 15382 15383 15384 Nodes: 7826 7546 7608 7609 7835 7576 7638 7639 Define element template: element63 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=9, identifiers="global_general(1) node_general(3,3,3,6,3,3,3,6)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*5+1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*9+1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*5+1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*9+1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*5+1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 1+0 1*9+1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element63 Element: 3921 Faces: 15385 15386 15119 15286 15387 15388 Nodes: 7663 7664 7789 7788 7671 7672 7798 7797 Scale factors: -1.000000000000000e+00 4.108046668839219e-01 4.527487084068467e-01 9.828645345239471e-01 1.134247877992629e+00 3.726119626981209e-01 4.060203174716497e-01 9.941594477358270e-01 1.244813619534346e+00 Element template: element31 Element: 3922 Faces: 15386 15389 15123 15312 15390 15391 Nodes: 7664 7665 7788 7806 7672 7673 7797 7814 Scale factors: -1.000000000000000e+00 4.527487084068467e-01 4.598391826412045e-01 1.134247877992629e+00 1.383746270504869e+00 4.060203174716497e-01 4.489467988426840e-01 1.244813619534346e+00 1.368526057599587e+00 Define element template: element64 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=9, identifiers="global_general(1) node_general(3,3,5,5,3,3,5,5)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 4. #Values=1 Value labels: d/ds1 Scale factor indices: 1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 8. #Values=1 Value labels: d/ds1 Scale factor indices: 1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 4. #Values=1 Value labels: d/ds1 Scale factor indices: 1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 8. #Values=1 Value labels: d/ds1 Scale factor indices: 1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 4. #Values=1 Value labels: d/ds1 Scale factor indices: 1*5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 8. #Values=1 Value labels: d/ds1 Scale factor indices: 1*9 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element64 Element: 3923 Faces: 15389 15392 15127 15336 15393 15394 Nodes: 7665 7666 7806 7822 7673 7674 7814 7831 Scale factors: -1.000000000000000e+00 4.598391826412045e-01 4.043245876629351e-01 1.383746270504869e+00 9.475179121243094e-01 4.489467988426840e-01 4.019273995722897e-01 1.368526057599587e+00 9.943333302171040e-01 Define element template: element65 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=9, identifiers="global_general(1) node_general(3,3,5,3,3,3,5,3)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 3. #Values=1 Value labels: d/ds1 Scale factor indices: 1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 7. #Values=1 Value labels: d/ds1 Scale factor indices: 1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 9 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 3. #Values=1 Value labels: d/ds1 Scale factor indices: 1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 7. #Values=1 Value labels: d/ds1 Scale factor indices: 1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 9 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 3. #Values=1 Value labels: d/ds1 Scale factor indices: 1*4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 7. #Values=1 Value labels: d/ds1 Scale factor indices: 1*8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 9 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element65 Element: 3924 Faces: 15392 15395 15131 15365 15396 15397 Nodes: 7666 7667 7822 7823 7674 7675 7831 7832 Scale factors: -1.000000000000000e+00 4.043245876629351e-01 5.307150388594311e-01 9.475179121243094e-01 9.781253302230096e-01 4.019273995722897e-01 3.637397173556897e-01 9.943333302171040e-01 1.000043818601153e+00 Define element template: element66 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=9, identifiers="global_general(1) node_general(3,3,3,1,3,3,3,1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 4. #Values=1 Value labels: d/ds1 Scale factor indices: 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 8. #Values=1 Value labels: d/ds1 Scale factor indices: 9 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 4. #Values=1 Value labels: d/ds1 Scale factor indices: 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 8. #Values=1 Value labels: d/ds1 Scale factor indices: 9 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 4. #Values=1 Value labels: d/ds1 Scale factor indices: 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 8. #Values=1 Value labels: d/ds1 Scale factor indices: 9 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element66 Element: 3925 Faces: 15395 15398 15135 15370 15399 15400 Nodes: 7667 7668 7823 7824 7675 7676 7832 7833 Scale factors: -1.000000000000000e+00 5.307150388594311e-01 4.128677828637853e-01 9.781253302230096e-01 9.361660018238124e-01 3.637397173556897e-01 3.962649713206874e-01 1.000043818601153e+00 9.947911003410908e-01 Define element template: element67 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=9, identifiers="global_general(1) node_general(3,3,1,1,3,3,1,1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 3. #Values=1 Value labels: d/ds1 Scale factor indices: 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 7. #Values=1 Value labels: d/ds1 Scale factor indices: 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 9 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 3. #Values=1 Value labels: d/ds1 Scale factor indices: 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 7. #Values=1 Value labels: d/ds1 Scale factor indices: 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 9 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*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 2 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 3 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 3. #Values=1 Value labels: d/ds1 Scale factor indices: 4 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 5 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 6 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 7 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 7. #Values=1 Value labels: d/ds1 Scale factor indices: 8 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 9 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element67 Element: 3926 Faces: 15398 15401 15139 15340 15402 15403 Nodes: 7668 7669 7824 7807 7676 7677 7833 7815 Scale factors: -1.000000000000000e+00 4.128677828637853e-01 4.508095794383010e-01 9.361660018238124e-01 1.216763535959889e+00 3.962649713206874e-01 4.484837845167821e-01 9.947911003410908e-01 1.175111316792244e+00 Element template: element36 Element: 3927 Faces: 15401 15404 15143 15316 15405 15406 Nodes: 7669 7670 7807 7790 7677 7678 7815 7799 Scale factors: -1.000000000000000e+00 4.508095794383010e-01 4.479161469858881e-01 1.216763535959889e+00 1.243699213858022e+00 4.484837845167821e-01 4.014214398553214e-01 1.175111316792244e+00 1.380452483467852e+00 Define element template: element68 Shape. 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Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 5. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=6 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 5. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2) flat coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=6 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 5. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=6 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 5. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=6 1. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value(2) d/ds1(2) d/ds2(2) 0. #Values=1 Value labels: zero 3. 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Nodes: 8177 8178 8240 8241 8207 8208 8270 8271 Element: 4117 Faces: 16149 16153 16019 16154 16155 16156 Nodes: 8178 8179 8241 8242 8208 8209 8271 8272 Element: 4118 Faces: 16153 16157 16023 16158 16159 16160 Nodes: 8179 8180 8242 8243 8209 8210 8272 8273 Element: 4119 Faces: 16157 16161 16027 16162 16163 16164 Nodes: 8180 8181 8243 8244 8210 8211 8273 8274 Element: 4120 Faces: 16161 16165 16031 16166 16167 16168 Nodes: 8181 8182 8244 8245 8211 8212 8274 8275 Element: 4121 Faces: 16165 16169 16035 16170 16171 16172 Nodes: 8182 8183 8245 8246 8212 8213 8275 8276 Element: 4122 Faces: 16169 16173 16039 16174 16175 16176 Nodes: 8183 8184 8246 8247 8213 8214 8276 8277 Element: 4123 Faces: 16173 16177 16043 16178 16179 16180 Nodes: 8184 8185 8247 8248 8214 8215 8277 8278 Element: 4124 Faces: 16177 16181 16047 16182 16183 16184 Nodes: 8185 8186 8248 8249 8215 8216 8278 8279 Element: 4125 Faces: 16181 16185 16051 16186 16187 16188 Nodes: 8186 8187 8249 8250 8216 8217 8279 8280 Element: 4126 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8354 8355 8417 8418 Element template: element4 Element: 4210 Faces: 16503 16390 16372 16507 16508 16509 Nodes: 8325 8296 8388 8359 8355 8326 8418 8389 Element template: element69 Element: 4211 Faces: 16510 -1 16376 16511 16394 16512 Nodes: 8326 8327 8389 8390 8356 8419 Element template: element70 Element: 4212 Faces: -1 16513 16379 16514 16430 16515 Nodes: 8335 8336 8398 8399 8357 8420 Element template: element69 Element: 4213 Faces: 16513 -1 16381 16516 16434 16517 Nodes: 8336 8337 8399 8400 8357 8420 Element template: element70 Element: 4214 Faces: -1 16518 16384 16519 16470 16520 Nodes: 8345 8346 8408 8409 8358 8421 Element template: element69 Element: 4215 Faces: 16518 -1 16386 16521 16474 16522 Nodes: 8346 8347 8409 8410 8358 8421 Element template: element71 Element: 4216 Faces: -1 16510 16388 16523 16509 16524 Nodes: 8355 8326 8418 8389 8356 8419 Element template: element3 Element: 4217 Faces: 16525 16526 16392 16527 16528 16529 Nodes: 8359 8360 8422 8423 8389 8390 8452 8453 Element: 4218 Faces: 16526 16530 16396 16531 16532 16533 Nodes: 8360 8361 8423 8424 8390 8391 8453 8454 Element: 4219 Faces: 16530 16534 16400 16535 16536 16537 Nodes: 8361 8362 8424 8425 8391 8392 8454 8455 Element: 4220 Faces: 16534 16538 16404 16539 16540 16541 Nodes: 8362 8363 8425 8426 8392 8393 8455 8456 Element: 4221 Faces: 16538 16542 16408 16543 16544 16545 Nodes: 8363 8364 8426 8427 8393 8394 8456 8457 Element: 4222 Faces: 16542 16546 16412 16547 16548 16549 Nodes: 8364 8365 8427 8428 8394 8395 8457 8458 Element: 4223 Faces: 16546 16550 16416 16551 16552 16553 Nodes: 8365 8366 8428 8429 8395 8396 8458 8459 Element: 4224 Faces: 16550 16554 16420 16555 16556 16557 Nodes: 8366 8367 8429 8430 8396 8397 8459 8460 Element: 4225 Faces: 16554 16558 16424 16559 16560 16561 Nodes: 8367 8368 8430 8431 8397 8398 8460 8461 Element: 4226 Faces: 16558 16562 16428 16563 16564 16565 Nodes: 8368 8369 8431 8432 8398 8399 8461 8462 Element: 4227 Faces: 16562 16566 16432 16567 16568 16569 Nodes: 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Faces: 21966 21970 21836 21971 21972 21973 Nodes: 10890 10891 10953 10954 10920 10921 10983 10984 Element: 5669 Faces: 21970 21974 21840 21975 21976 21977 Nodes: 10891 10892 10954 10955 10921 10922 10984 10985 Element: 5670 Faces: 21974 21978 21844 21979 21980 21981 Nodes: 10892 10893 10955 10956 10922 10923 10985 10986 Element: 5671 Faces: 21978 21982 21848 21983 21984 21985 Nodes: 10893 10894 10956 10957 10923 10924 10986 10987 Element: 5672 Faces: 21982 21986 21852 21987 21988 21989 Nodes: 10894 10895 10957 10958 10924 10925 10987 10988 Element: 5673 Faces: 21986 21990 21856 21991 21992 21993 Nodes: 10895 10896 10958 10959 10925 10926 10988 10989 Element: 5674 Faces: 21990 21994 21860 21995 21996 21997 Nodes: 10896 10897 10959 10960 10926 10927 10989 10990 Element: 5675 Faces: 21994 21998 21864 21999 22000 22001 Nodes: 10897 10898 10960 10961 10927 10928 10990 10991 Element: 5676 Faces: 21998 22002 21868 22003 22004 22005 Nodes: 10898 10899 10961 10962 10928 10929 10991 10992 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11000 11001 Element template: element4 Element: 5686 Faces: 22038 21925 21907 22042 22043 22044 Nodes: 10908 10879 10971 10942 10938 10909 11001 10972 Element template: element69 Element: 5687 Faces: 22045 -1 21911 22046 21929 22047 Nodes: 10909 10910 10972 10973 10939 11002 Element template: element70 Element: 5688 Faces: -1 22048 21914 22049 21965 22050 Nodes: 10918 10919 10981 10982 10940 11003 Element template: element69 Element: 5689 Faces: 22048 -1 21916 22051 21969 22052 Nodes: 10919 10920 10982 10983 10940 11003 Element template: element70 Element: 5690 Faces: -1 22053 21919 22054 22005 22055 Nodes: 10928 10929 10991 10992 10941 11004 Element template: element69 Element: 5691 Faces: 22053 -1 21921 22056 22009 22057 Nodes: 10929 10930 10992 10993 10941 11004 Element template: element71 Element: 5692 Faces: -1 22045 21923 22058 22044 22059 Nodes: 10938 10909 11001 10972 10939 11002 Element template: element3 Element: 5693 Faces: 22060 22061 21927 22062 22063 22064 Nodes: 10942 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Faces: -1 22180 22058 22193 22179 22194 Nodes: 11001 10972 11064 11035 11002 11065 Element template: element3 Element: 5729 Faces: 22195 22196 22062 22197 22198 22199 Nodes: 11005 11006 11068 11069 11035 11036 11098 11099 Element: 5730 Faces: 22196 22200 22066 22201 22202 22203 Nodes: 11006 11007 11069 11070 11036 11037 11099 11100 Element: 5731 Faces: 22200 22204 22070 22205 22206 22207 Nodes: 11007 11008 11070 11071 11037 11038 11100 11101 Element: 5732 Faces: 22204 22208 22074 22209 22210 22211 Nodes: 11008 11009 11071 11072 11038 11039 11101 11102 Element: 5733 Faces: 22208 22212 22078 22213 22214 22215 Nodes: 11009 11010 11072 11073 11039 11040 11102 11103 Element: 5734 Faces: 22212 22216 22082 22217 22218 22219 Nodes: 11010 11011 11073 11074 11040 11041 11103 11104 Element: 5735 Faces: 22216 22220 22086 22221 22222 22223 Nodes: 11011 11012 11074 11075 11041 11042 11104 11105 Element: 5736 Faces: 22220 22224 22090 22225 22226 22227 Nodes: 11012 11013 11075 11076 11042 11043 11105 11106 Element: 5737 Faces: 22224 22228 22094 22229 22230 22231 Nodes: 11013 11014 11076 11077 11043 11044 11106 11107 Element: 5738 Faces: 22228 22232 22098 22233 22234 22235 Nodes: 11014 11015 11077 11078 11044 11045 11107 11108 Element: 5739 Faces: 22232 22236 22102 22237 22238 22239 Nodes: 11015 11016 11078 11079 11045 11046 11108 11109 Element: 5740 Faces: 22236 22240 22106 22241 22242 22243 Nodes: 11016 11017 11079 11080 11046 11047 11109 11110 Element: 5741 Faces: 22240 22244 22110 22245 22246 22247 Nodes: 11017 11018 11080 11081 11047 11048 11110 11111 Element: 5742 Faces: 22244 22248 22114 22249 22250 22251 Nodes: 11018 11019 11081 11082 11048 11049 11111 11112 Element: 5743 Faces: 22248 22252 22118 22253 22254 22255 Nodes: 11019 11020 11082 11083 11049 11050 11112 11113 Element: 5744 Faces: 22252 22256 22122 22257 22258 22259 Nodes: 11020 11021 11083 11084 11050 11051 11113 11114 Element: 5745 Faces: 22256 22260 22126 22261 22262 22263 Nodes: 11021 11022 11084 11085 11051 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11382 11445 Element template: element71 Element: 5944 Faces: -1 22990 22868 23003 22989 23004 Nodes: 11379 11350 11442 11413 11380 11443 Element template: element3 Element: 5945 Faces: 23005 23006 22872 23007 23008 23009 Nodes: 11383 11384 11446 11447 11413 11414 11476 11477 Element: 5946 Faces: 23006 23010 22876 23011 23012 23013 Nodes: 11384 11385 11447 11448 11414 11415 11477 11478 Element: 5947 Faces: 23010 23014 22880 23015 23016 23017 Nodes: 11385 11386 11448 11449 11415 11416 11478 11479 Element: 5948 Faces: 23014 23018 22884 23019 23020 23021 Nodes: 11386 11387 11449 11450 11416 11417 11479 11480 Element: 5949 Faces: 23018 23022 22888 23023 23024 23025 Nodes: 11387 11388 11450 11451 11417 11418 11480 11481 Element: 5950 Faces: 23022 23026 22892 23027 23028 23029 Nodes: 11388 11389 11451 11452 11418 11419 11481 11482 Element: 5951 Faces: 23026 23030 22896 23031 23032 23033 Nodes: 11389 11390 11452 11453 11419 11420 11482 11483 Element: 5952 Faces: 23030 23034 22900 23035 23036 23037 Nodes: 11390 11391 11453 11454 11420 11421 11483 11484 Element: 5953 Faces: 23034 23038 22904 23039 23040 23041 Nodes: 11391 11392 11454 11455 11421 11422 11484 11485 Element: 5954 Faces: 23038 23042 22908 23043 23044 23045 Nodes: 11392 11393 11455 11456 11422 11423 11485 11486 Element: 5955 Faces: 23042 23046 22912 23047 23048 23049 Nodes: 11393 11394 11456 11457 11423 11424 11486 11487 Element: 5956 Faces: 23046 23050 22916 23051 23052 23053 Nodes: 11394 11395 11457 11458 11424 11425 11487 11488 Element: 5957 Faces: 23050 23054 22920 23055 23056 23057 Nodes: 11395 11396 11458 11459 11425 11426 11488 11489 Element: 5958 Faces: 23054 23058 22924 23059 23060 23061 Nodes: 11396 11397 11459 11460 11426 11427 11489 11490 Element: 5959 Faces: 23058 23062 22928 23063 23064 23065 Nodes: 11397 11398 11460 11461 11427 11428 11490 11491 Element: 5960 Faces: 23062 23066 22932 23067 23068 23069 Nodes: 11398 11399 11461 11462 11428 11429 11491 11492 Element: 5961 Faces: 23066 23070 22936 23071 23072 23073 Nodes: 11399 11400 11462 11463 11429 11430 11492 11493 Element: 5962 Faces: 23070 23074 22940 23075 23076 23077 Nodes: 11400 11401 11463 11464 11430 11431 11493 11494 Element: 5963 Faces: 23074 23078 22944 23079 23080 23081 Nodes: 11401 11402 11464 11465 11431 11432 11494 11495 Element: 5964 Faces: 23078 23082 22948 23083 23084 23085 Nodes: 11402 11403 11465 11466 11432 11433 11495 11496 Element: 5965 Faces: 23082 23086 22952 23087 23088 23089 Nodes: 11403 11404 11466 11467 11433 11434 11496 11497 Element: 5966 Faces: 23086 23090 22956 23091 23092 23093 Nodes: 11404 11405 11467 11468 11434 11435 11497 11498 Element: 5967 Faces: 23090 23094 22960 23095 23096 23097 Nodes: 11405 11406 11468 11469 11435 11436 11498 11499 Element: 5968 Faces: 23094 23098 22964 23099 23100 23101 Nodes: 11406 11407 11469 11470 11436 11437 11499 11500 Element: 5969 Faces: 23098 23102 22968 23103 23104 23105 Nodes: 11407 11408 11470 11471 11437 11438 11500 11501 Element: 5970 Faces: 23102 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23134 23085 23135 Nodes: 11432 11433 11495 11496 11445 11508 Element template: element69 Element: 5979 Faces: 23133 -1 23001 23136 23089 23137 Nodes: 11433 11434 11496 11497 11445 11508 Element template: element71 Element: 5980 Faces: -1 23125 23003 23138 23124 23139 Nodes: 11442 11413 11505 11476 11443 11506 Element template: element3 Element: 5981 Faces: 23140 23141 23007 23142 23143 23144 Nodes: 11446 11447 11509 11510 11476 11477 11539 11540 Element: 5982 Faces: 23141 23145 23011 23146 23147 23148 Nodes: 11447 11448 11510 11511 11477 11478 11540 11541 Element: 5983 Faces: 23145 23149 23015 23150 23151 23152 Nodes: 11448 11449 11511 11512 11478 11479 11541 11542 Element: 5984 Faces: 23149 23153 23019 23154 23155 23156 Nodes: 11449 11450 11512 11513 11479 11480 11542 11543 Element: 5985 Faces: 23153 23157 23023 23158 23159 23160 Nodes: 11450 11451 11513 11514 11480 11481 11543 11544 Element: 5986 Faces: 23157 23161 23027 23162 23163 23164 Nodes: 11451 11452 11514 11515 11481 11482 11544 11545 Element: 5987 Faces: 23161 23165 23031 23166 23167 23168 Nodes: 11452 11453 11515 11516 11482 11483 11545 11546 Element: 5988 Faces: 23165 23169 23035 23170 23171 23172 Nodes: 11453 11454 11516 11517 11483 11484 11546 11547 Element: 5989 Faces: 23169 23173 23039 23174 23175 23176 Nodes: 11454 11455 11517 11518 11484 11485 11547 11548 Element: 5990 Faces: 23173 23177 23043 23178 23179 23180 Nodes: 11455 11456 11518 11519 11485 11486 11548 11549 Element: 5991 Faces: 23177 23181 23047 23182 23183 23184 Nodes: 11456 11457 11519 11520 11486 11487 11549 11550 Element: 5992 Faces: 23181 23185 23051 23186 23187 23188 Nodes: 11457 11458 11520 11521 11487 11488 11550 11551 Element: 5993 Faces: 23185 23189 23055 23190 23191 23192 Nodes: 11458 11459 11521 11522 11488 11489 11551 11552 Element: 5994 Faces: 23189 23193 23059 23194 23195 23196 Nodes: 11459 11460 11522 11523 11489 11490 11552 11553 Element: 5995 Faces: 23193 23197 23063 23198 23199 23200 Nodes: 11460 11461 11523 11524 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template: element69 Element: 6013 Faces: 23263 -1 23131 23266 23184 23267 Nodes: 11486 11487 11549 11550 11507 11570 Element template: element70 Element: 6014 Faces: -1 23268 23134 23269 23220 23270 Nodes: 11495 11496 11558 11559 11508 11571 Element template: element69 Element: 6015 Faces: 23268 -1 23136 23271 23224 23272 Nodes: 11496 11497 11559 11560 11508 11571 Element template: element71 Element: 6016 Faces: -1 23260 23138 23273 23259 23274 Nodes: 11505 11476 11568 11539 11506 11569 Element template: element3 Element: 6017 Faces: 23275 23276 23142 23277 23278 23279 Nodes: 11509 11510 11572 11573 11539 11540 11602 11603 Element: 6018 Faces: 23276 23280 23146 23281 23282 23283 Nodes: 11510 11511 11573 11574 11540 11541 11603 11604 Element: 6019 Faces: 23280 23284 23150 23285 23286 23287 Nodes: 11511 11512 11574 11575 11541 11542 11604 11605 Element: 6020 Faces: 23284 23288 23154 23289 23290 23291 Nodes: 11512 11513 11575 11576 11542 11543 11605 11606 Element: 6021 Faces: 23288 23292 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Faces: 23360 23364 23230 23365 23366 23367 Nodes: 11531 11532 11594 11595 11561 11562 11624 11625 Element: 6040 Faces: 23364 23368 23234 23369 23370 23371 Nodes: 11532 11533 11595 11596 11562 11563 11625 11626 Element: 6041 Faces: 23368 23372 23238 23373 23374 23375 Nodes: 11533 11534 11596 11597 11563 11564 11626 11627 Element: 6042 Faces: 23372 23376 23242 23377 23378 23379 Nodes: 11534 11535 11597 11598 11564 11565 11627 11628 Element: 6043 Faces: 23376 23380 23246 23381 23382 23383 Nodes: 11535 11536 11598 11599 11565 11566 11628 11629 Element: 6044 Faces: 23380 23384 23250 23385 23386 23387 Nodes: 11536 11537 11599 11600 11566 11567 11629 11630 Element: 6045 Faces: 23384 23388 23254 23389 23390 23391 Nodes: 11537 11538 11600 11601 11567 11568 11630 11631 Element template: element4 Element: 6046 Faces: 23388 23275 23257 23392 23393 23394 Nodes: 11538 11509 11601 11572 11568 11539 11631 11602 Element template: element69 Element: 6047 Faces: 23395 -1 23261 23396 23279 23397 Nodes: 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Faces: 23582 23586 23452 23587 23588 23589 Nodes: 11645 11646 11708 11709 11675 11676 11738 11739 Element: 6100 Faces: 23586 23590 23456 23591 23592 23593 Nodes: 11646 11647 11709 11710 11676 11677 11739 11740 Element: 6101 Faces: 23590 23594 23460 23595 23596 23597 Nodes: 11647 11648 11710 11711 11677 11678 11740 11741 Element: 6102 Faces: 23594 23598 23464 23599 23600 23601 Nodes: 11648 11649 11711 11712 11678 11679 11741 11742 Element: 6103 Faces: 23598 23602 23468 23603 23604 23605 Nodes: 11649 11650 11712 11713 11679 11680 11742 11743 Element: 6104 Faces: 23602 23606 23472 23607 23608 23609 Nodes: 11650 11651 11713 11714 11680 11681 11743 11744 Element: 6105 Faces: 23606 23610 23476 23611 23612 23613 Nodes: 11651 11652 11714 11715 11681 11682 11744 11745 Element: 6106 Faces: 23610 23614 23480 23615 23616 23617 Nodes: 11652 11653 11715 11716 11682 11683 11745 11746 Element: 6107 Faces: 23614 23618 23484 23619 23620 23621 Nodes: 11653 11654 11716 11717 11683 11684 11746 11747 Element: 6108 Faces: 23618 23622 23488 23623 23624 23625 Nodes: 11654 11655 11717 11718 11684 11685 11747 11748 Element: 6109 Faces: 23622 23626 23492 23627 23628 23629 Nodes: 11655 11656 11718 11719 11685 11686 11748 11749 Element: 6110 Faces: 23626 23630 23496 23631 23632 23633 Nodes: 11656 11657 11719 11720 11686 11687 11749 11750 Element: 6111 Faces: 23630 23634 23500 23635 23636 23637 Nodes: 11657 11658 11720 11721 11687 11688 11750 11751 Element: 6112 Faces: 23634 23638 23504 23639 23640 23641 Nodes: 11658 11659 11721 11722 11688 11689 11751 11752 Element: 6113 Faces: 23638 23642 23508 23643 23644 23645 Nodes: 11659 11660 11722 11723 11689 11690 11752 11753 Element: 6114 Faces: 23642 23646 23512 23647 23648 23649 Nodes: 11660 11661 11723 11724 11690 11691 11753 11754 Element: 6115 Faces: 23646 23650 23516 23651 23652 23653 Nodes: 11661 11662 11724 11725 11691 11692 11754 11755 Element: 6116 Faces: 23650 23654 23520 23655 23656 23657 Nodes: 11662 11663 11725 11726 11692 11693 11755 11756 Element: 6117 Faces: 23654 23658 23524 23659 23660 23661 Nodes: 11663 11664 11726 11727 11693 11694 11756 11757 Element template: element4 Element: 6118 Faces: 23658 23545 23527 23662 23663 23664 Nodes: 11664 11635 11727 11698 11694 11665 11757 11728 Element template: element69 Element: 6119 Faces: 23665 -1 23531 23666 23549 23667 Nodes: 11665 11666 11728 11729 11695 11758 Element template: element70 Element: 6120 Faces: -1 23668 23534 23669 23585 23670 Nodes: 11674 11675 11737 11738 11696 11759 Element template: element69 Element: 6121 Faces: 23668 -1 23536 23671 23589 23672 Nodes: 11675 11676 11738 11739 11696 11759 Element template: element70 Element: 6122 Faces: -1 23673 23539 23674 23625 23675 Nodes: 11684 11685 11747 11748 11697 11760 Element template: element69 Element: 6123 Faces: 23673 -1 23541 23676 23629 23677 Nodes: 11685 11686 11748 11749 11697 11760 Element template: element71 Element: 6124 Faces: -1 23665 23543 23678 23664 23679 Nodes: 11694 11665 11757 11728 11695 11758 Element template: element3 Element: 6125 Faces: 23680 23681 23547 23682 23683 23684 Nodes: 11698 11699 11761 11762 11728 11729 11791 11792 Element: 6126 Faces: 23681 23685 23551 23686 23687 23688 Nodes: 11699 11700 11762 11763 11729 11730 11792 11793 Element: 6127 Faces: 23685 23689 23555 23690 23691 23692 Nodes: 11700 11701 11763 11764 11730 11731 11793 11794 Element: 6128 Faces: 23689 23693 23559 23694 23695 23696 Nodes: 11701 11702 11764 11765 11731 11732 11794 11795 Element: 6129 Faces: 23693 23697 23563 23698 23699 23700 Nodes: 11702 11703 11765 11766 11732 11733 11795 11796 Element: 6130 Faces: 23697 23701 23567 23702 23703 23704 Nodes: 11703 11704 11766 11767 11733 11734 11796 11797 Element: 6131 Faces: 23701 23705 23571 23706 23707 23708 Nodes: 11704 11705 11767 11768 11734 11735 11797 11798 Element: 6132 Faces: 23705 23709 23575 23710 23711 23712 Nodes: 11705 11706 11768 11769 11735 11736 11798 11799 Element: 6133 Faces: 23709 23713 23579 23714 23715 23716 Nodes: 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23764 23812 Nodes: 11748 11749 11811 11812 11760 11823 Element template: element71 Element: 6160 Faces: -1 23800 23678 23813 23799 23814 Nodes: 11757 11728 11820 11791 11758 11821 Element template: element3 Element: 6161 Faces: 23815 23816 23682 23817 23818 23819 Nodes: 11761 11762 11824 11825 11791 11792 11854 11855 Element: 6162 Faces: 23816 23820 23686 23821 23822 23823 Nodes: 11762 11763 11825 11826 11792 11793 11855 11856 Element: 6163 Faces: 23820 23824 23690 23825 23826 23827 Nodes: 11763 11764 11826 11827 11793 11794 11856 11857 Element: 6164 Faces: 23824 23828 23694 23829 23830 23831 Nodes: 11764 11765 11827 11828 11794 11795 11857 11858 Element: 6165 Faces: 23828 23832 23698 23833 23834 23835 Nodes: 11765 11766 11828 11829 11795 11796 11858 11859 Element: 6166 Faces: 23832 23836 23702 23837 23838 23839 Nodes: 11766 11767 11829 11830 11796 11797 11859 11860 Element: 6167 Faces: 23836 23840 23706 23841 23842 23843 Nodes: 11767 11768 11830 11831 11797 11798 11860 11861 Element: 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11878 11879 Element: 6186 Faces: 23912 23916 23782 23917 23918 23919 Nodes: 11786 11787 11849 11850 11816 11817 11879 11880 Element: 6187 Faces: 23916 23920 23786 23921 23922 23923 Nodes: 11787 11788 11850 11851 11817 11818 11880 11881 Element: 6188 Faces: 23920 23924 23790 23925 23926 23927 Nodes: 11788 11789 11851 11852 11818 11819 11881 11882 Element: 6189 Faces: 23924 23928 23794 23929 23930 23931 Nodes: 11789 11790 11852 11853 11819 11820 11882 11883 Element template: element4 Element: 6190 Faces: 23928 23815 23797 23932 23933 23934 Nodes: 11790 11761 11853 11824 11820 11791 11883 11854 Element template: element69 Element: 6191 Faces: 23935 -1 23801 23936 23819 23937 Nodes: 11791 11792 11854 11855 11821 11884 Element template: element70 Element: 6192 Faces: -1 23938 23804 23939 23855 23940 Nodes: 11800 11801 11863 11864 11822 11885 Element template: element69 Element: 6193 Faces: 23938 -1 23806 23941 23859 23942 Nodes: 11801 11802 11864 11865 11822 11885 Element template: element70 Element: 6194 Faces: -1 23943 23809 23944 23895 23945 Nodes: 11810 11811 11873 11874 11823 11886 Element template: element69 Element: 6195 Faces: 23943 -1 23811 23946 23899 23947 Nodes: 11811 11812 11874 11875 11823 11886 Element template: element71 Element: 6196 Faces: -1 23935 23813 23948 23934 23949 Nodes: 11820 11791 11883 11854 11821 11884 Element template: element3 Element: 6197 Faces: 23950 23951 23817 23952 23953 23954 Nodes: 11824 11825 11887 11888 11854 11855 11917 11918 Element: 6198 Faces: 23951 23955 23821 23956 23957 23958 Nodes: 11825 11826 11888 11889 11855 11856 11918 11919 Element: 6199 Faces: 23955 23959 23825 23960 23961 23962 Nodes: 11826 11827 11889 11890 11856 11857 11919 11920 Element: 6200 Faces: 23959 23963 23829 23964 23965 23966 Nodes: 11827 11828 11890 11891 11857 11858 11920 11921 Element: 6201 Faces: 23963 23967 23833 23968 23969 23970 Nodes: 11828 11829 11891 11892 11858 11859 11921 11922 Element: 6202 Faces: 23967 23971 23837 23972 23973 23974 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24009 24010 Nodes: 11838 11839 11901 11902 11868 11869 11931 11932 Element: 6212 Faces: 24007 24011 23877 24012 24013 24014 Nodes: 11839 11840 11902 11903 11869 11870 11932 11933 Element: 6213 Faces: 24011 24015 23881 24016 24017 24018 Nodes: 11840 11841 11903 11904 11870 11871 11933 11934 Element: 6214 Faces: 24015 24019 23885 24020 24021 24022 Nodes: 11841 11842 11904 11905 11871 11872 11934 11935 Element: 6215 Faces: 24019 24023 23889 24024 24025 24026 Nodes: 11842 11843 11905 11906 11872 11873 11935 11936 Element: 6216 Faces: 24023 24027 23893 24028 24029 24030 Nodes: 11843 11844 11906 11907 11873 11874 11936 11937 Element: 6217 Faces: 24027 24031 23897 24032 24033 24034 Nodes: 11844 11845 11907 11908 11874 11875 11937 11938 Element: 6218 Faces: 24031 24035 23901 24036 24037 24038 Nodes: 11845 11846 11908 11909 11875 11876 11938 11939 Element: 6219 Faces: 24035 24039 23905 24040 24041 24042 Nodes: 11846 11847 11909 11910 11876 11877 11939 11940 Element: 6220 Faces: 24039 24043 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11984 Element: 6237 Faces: 24098 24102 23968 24103 24104 24105 Nodes: 11891 11892 11954 11955 11921 11922 11984 11985 Element: 6238 Faces: 24102 24106 23972 24107 24108 24109 Nodes: 11892 11893 11955 11956 11922 11923 11985 11986 Element: 6239 Faces: 24106 24110 23976 24111 24112 24113 Nodes: 11893 11894 11956 11957 11923 11924 11986 11987 Element: 6240 Faces: 24110 24114 23980 24115 24116 24117 Nodes: 11894 11895 11957 11958 11924 11925 11987 11988 Element: 6241 Faces: 24114 24118 23984 24119 24120 24121 Nodes: 11895 11896 11958 11959 11925 11926 11988 11989 Element: 6242 Faces: 24118 24122 23988 24123 24124 24125 Nodes: 11896 11897 11959 11960 11926 11927 11989 11990 Element: 6243 Faces: 24122 24126 23992 24127 24128 24129 Nodes: 11897 11898 11960 11961 11927 11928 11990 11991 Element: 6244 Faces: 24126 24130 23996 24131 24132 24133 Nodes: 11898 11899 11961 11962 11928 11929 11991 11992 Element: 6245 Faces: 24130 24134 24000 24135 24136 24137 Nodes: 11899 11900 11962 11963 11929 11930 11992 11993 Element: 6246 Faces: 24134 24138 24004 24139 24140 24141 Nodes: 11900 11901 11963 11964 11930 11931 11993 11994 Element: 6247 Faces: 24138 24142 24008 24143 24144 24145 Nodes: 11901 11902 11964 11965 11931 11932 11994 11995 Element: 6248 Faces: 24142 24146 24012 24147 24148 24149 Nodes: 11902 11903 11965 11966 11932 11933 11995 11996 Element: 6249 Faces: 24146 24150 24016 24151 24152 24153 Nodes: 11903 11904 11966 11967 11933 11934 11996 11997 Element: 6250 Faces: 24150 24154 24020 24155 24156 24157 Nodes: 11904 11905 11967 11968 11934 11935 11997 11998 Element: 6251 Faces: 24154 24158 24024 24159 24160 24161 Nodes: 11905 11906 11968 11969 11935 11936 11998 11999 Element: 6252 Faces: 24158 24162 24028 24163 24164 24165 Nodes: 11906 11907 11969 11970 11936 11937 11999 12000 Element: 6253 Faces: 24162 24166 24032 24167 24168 24169 Nodes: 11907 11908 11970 11971 11937 11938 12000 12001 Element: 6254 Faces: 24166 24170 24036 24171 24172 24173 Nodes: 11908 11909 11971 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Faces: 24205 -1 24071 24206 24089 24207 Nodes: 11917 11918 11980 11981 11947 12010 Element template: element70 Element: 6264 Faces: -1 24208 24074 24209 24125 24210 Nodes: 11926 11927 11989 11990 11948 12011 Element template: element69 Element: 6265 Faces: 24208 -1 24076 24211 24129 24212 Nodes: 11927 11928 11990 11991 11948 12011 Element template: element70 Element: 6266 Faces: -1 24213 24079 24214 24165 24215 Nodes: 11936 11937 11999 12000 11949 12012 Element template: element69 Element: 6267 Faces: 24213 -1 24081 24216 24169 24217 Nodes: 11937 11938 12000 12001 11949 12012 Element template: element71 Element: 6268 Faces: -1 24205 24083 24218 24204 24219 Nodes: 11946 11917 12009 11980 11947 12010 Element template: element3 Element: 6269 Faces: 24220 24221 24087 24222 24223 24224 Nodes: 11950 11951 12013 12014 11980 11981 12043 12044 Element: 6270 Faces: 24221 24225 24091 24226 24227 24228 Nodes: 11951 11952 12014 12015 11981 11982 12044 12045 Element: 6271 Faces: 24225 24229 24095 24230 24231 24232 Nodes: 11952 11953 12015 12016 11982 11983 12045 12046 Element: 6272 Faces: 24229 24233 24099 24234 24235 24236 Nodes: 11953 11954 12016 12017 11983 11984 12046 12047 Element: 6273 Faces: 24233 24237 24103 24238 24239 24240 Nodes: 11954 11955 12017 12018 11984 11985 12047 12048 Element: 6274 Faces: 24237 24241 24107 24242 24243 24244 Nodes: 11955 11956 12018 12019 11985 11986 12048 12049 Element: 6275 Faces: 24241 24245 24111 24246 24247 24248 Nodes: 11956 11957 12019 12020 11986 11987 12049 12050 Element: 6276 Faces: 24245 24249 24115 24250 24251 24252 Nodes: 11957 11958 12020 12021 11987 11988 12050 12051 Element: 6277 Faces: 24249 24253 24119 24254 24255 24256 Nodes: 11958 11959 12021 12022 11988 11989 12051 12052 Element: 6278 Faces: 24253 24257 24123 24258 24259 24260 Nodes: 11959 11960 12022 12023 11989 11990 12052 12053 Element: 6279 Faces: 24257 24261 24127 24262 24263 24264 Nodes: 11960 11961 12023 12024 11990 11991 12053 12054 Element: 6280 Faces: 24261 24265 24131 24266 24267 24268 Nodes: 11961 11962 12024 12025 11991 11992 12054 12055 Element: 6281 Faces: 24265 24269 24135 24270 24271 24272 Nodes: 11962 11963 12025 12026 11992 11993 12055 12056 Element: 6282 Faces: 24269 24273 24139 24274 24275 24276 Nodes: 11963 11964 12026 12027 11993 11994 12056 12057 Element: 6283 Faces: 24273 24277 24143 24278 24279 24280 Nodes: 11964 11965 12027 12028 11994 11995 12057 12058 Element: 6284 Faces: 24277 24281 24147 24282 24283 24284 Nodes: 11965 11966 12028 12029 11995 11996 12058 12059 Element: 6285 Faces: 24281 24285 24151 24286 24287 24288 Nodes: 11966 11967 12029 12030 11996 11997 12059 12060 Element: 6286 Faces: 24285 24289 24155 24290 24291 24292 Nodes: 11967 11968 12030 12031 11997 11998 12060 12061 Element: 6287 Faces: 24289 24293 24159 24294 24295 24296 Nodes: 11968 11969 12031 12032 11998 11999 12061 12062 Element: 6288 Faces: 24293 24297 24163 24298 24299 24300 Nodes: 11969 11970 12032 12033 11999 12000 12062 12063 Element: 6289 Faces: 24297 24301 24167 24302 24303 24304 Nodes: 11970 11971 12033 12034 12000 12001 12063 12064 Element: 6290 Faces: 24301 24305 24171 24306 24307 24308 Nodes: 11971 11972 12034 12035 12001 12002 12064 12065 Element: 6291 Faces: 24305 24309 24175 24310 24311 24312 Nodes: 11972 11973 12035 12036 12002 12003 12065 12066 Element: 6292 Faces: 24309 24313 24179 24314 24315 24316 Nodes: 11973 11974 12036 12037 12003 12004 12066 12067 Element: 6293 Faces: 24313 24317 24183 24318 24319 24320 Nodes: 11974 11975 12037 12038 12004 12005 12067 12068 Element: 6294 Faces: 24317 24321 24187 24322 24323 24324 Nodes: 11975 11976 12038 12039 12005 12006 12068 12069 Element: 6295 Faces: 24321 24325 24191 24326 24327 24328 Nodes: 11976 11977 12039 12040 12006 12007 12069 12070 Element: 6296 Faces: 24325 24329 24195 24330 24331 24332 Nodes: 11977 11978 12040 12041 12007 12008 12070 12071 Element: 6297 Faces: 24329 24333 24199 24334 24335 24336 Nodes: 11978 11979 12041 12042 12008 12009 12071 12072 Element template: element4 Element: 6298 Faces: 24333 24220 24202 24337 24338 24339 Nodes: 11979 11950 12042 12013 12009 11980 12072 12043 Element template: element69 Element: 6299 Faces: 24340 -1 24206 24341 24224 24342 Nodes: 11980 11981 12043 12044 12010 12073 Element template: element70 Element: 6300 Faces: -1 24343 24209 24344 24260 24345 Nodes: 11989 11990 12052 12053 12011 12074 Element template: element69 Element: 6301 Faces: 24343 -1 24211 24346 24264 24347 Nodes: 11990 11991 12053 12054 12011 12074 Element template: element70 Element: 6302 Faces: -1 24348 24214 24349 24300 24350 Nodes: 11999 12000 12062 12063 12012 12075 Element template: element69 Element: 6303 Faces: 24348 -1 24216 24351 24304 24352 Nodes: 12000 12001 12063 12064 12012 12075 Element template: element71 Element: 6304 Faces: -1 24340 24218 24353 24339 24354 Nodes: 12009 11980 12072 12043 12010 12073 Element template: element3 Element: 6305 Faces: 24355 24356 24222 24357 24358 24359 Nodes: 12013 12014 12076 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Node group: 273..336,341..388 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 665,668,671..673,676..678,681..683,686..688, 691..693,696..698,701..928 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 523,527,531,535,539,543,547,550,553..720 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 137..176 Group name: ascending colon !#nodeset nodes Node group: 7855..9618 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 19249..23721 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 15409..19089 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 3929..4900 Group name: body of stomach !#nodeset nodes Node group: 487..644 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1170,1173,1176..1178,1181..1183,1186..1188,1191..1193, 1196..1198,1201..1203,1206..1208,1211,1214..1216,1219..1221, 1224..1226,1229..1231,1234..1236,1239..1560 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 915,919,923,927,931,935,939,944,948,952, 956,960,964,967,970..1220 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 239..300 Group name: caecum !#nodeset nodes Node group: 7157..7160,7168..7190,7198..7223,7231..7253,7261..7286, 7294..7316,7324..7349,7357..7379,7387..7412,7420..7442, 7450..7475,7483..7505,7513..7538,7546..7568,7576..7710, 7714..7720,7723..7729,7732..7738,7741..7747,7750..7756, 7759..7765,7768..7774,7777..7783,7786..7792,7795..7801, 7804..7809,7812..7817,7820..7826,7829..7835 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 17841..19248 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 14245..15408 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 3557,3566..3593,3602..3629,3638..3665,3674..3701,3710..3737, 3746..3773,3782..3809,3818..3928 Group name: cardia of stomach !#nodeset nodes Node group: 341..356,462..464,478..480,494..495,509..510, 524..526,540..542 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 889,892,895..897,900..902,905..907,910..912, 915..917,920..922,925..928,1123,1128,1131..1133, 1136..1137,1203..1205,1208..1210,1276..1278,1281..1283, 1354,1358..1359,1365..1366,1801..1816 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 691,695,699,703,707,711,715,718,879,883, 938,942,995,999,1057,1062,1413..1436 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 349..356 Group name: cervical part of esophagus !#nodeset nodes Node group: 1..96 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..224 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..168 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..40 Group name: colon !#nodeset nodes Node group: 7855..14973 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 19249..37491 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 15409..30564 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 3929..7960 Group name: descending colon !#nodeset nodes Node group: 11635..14973 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 28906,28909,28912..28914,28917..28919,28922..28924,28927..28929, 28932..28934,28937..28939,28942..28944,28947..28949,28952..28954, 28957..28959,28962..28964,28967..28969,28972..28974,28977..28979, 28982..28984,28987..28989,28992..28994,28997..28999,29002..29004, 29007..29009,29012..29014,29017..29019,29022..29024,29027..29029, 29032..29034,29037..29039,29042..29044,29047..29049,29052..29056, 29058..29059,29061..29063,29065..37491 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 23412,23416,23420,23424,23428,23432,23436,23440,23444,23448, 23452,23456,23460,23464,23468,23472,23476,23480,23484,23488, 23492,23496,23500,23504,23508,23512,23516,23520,23524,23527, 23531,23534,23536,23539,23541,23543,23545..30564 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 6089..7960 Group name: distal point of lower esophageal sphincter serosa on the greater curvature of stomach !#nodeset nodes Node group: 339 Group name: distal point of lower esophageal sphincter serosa on the lesser curvature of stomach !#nodeset nodes Node group: 340 Group name: dorsal stomach !#nodeset nodes Node group: 1,5..9,13..17,21..25,29..33,37..41, 45..48,341,345..349,353..356,389..391,399..407, 415..423,431..439,447..455,463..471,479..487, 495..502,510..517,525..533,541..549,557..565, 573..581,589..597,605..613,621..629,637..645, 653..661,669..677,685..693,701..709,717..725, 733..740 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..4,29..32,37..67,83..85,88..104, 889,907,912,915..917,920..922,925..932,968..970, 973..1012,1048..1050,1053..1092,1128..1130,1133..1172, 1208..1245,1281..1318,1354..1357,1362..1403,1439..1441, 1444..1483,1519..1521,1524..1563,1599..1601,1604..1643, 1679..1681,1684..1723,1759..1761,1764..1802,1809..1816 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1,17,22..41,54,58..72,707,711,715, 718,721,750,754..785,814,818..849,878,882..913, 942..970,999..1027,1056,1061..1093,1122,1126..1157, 1186,1190..1221,1250,1254..1285,1314,1318..1349,1378, 1382..1413,1423,1426..1436 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 5..8,13..16,185..192,201..208,217..224, 232..238,246..252,261..268,277..284,293..300, 309..316,325..332,341..348,353..356 Group name: duodenum !#nodeset nodes Node group: 741..1460 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1817..3600 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1437..2852 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 357..708 Group name: esophagogastric junction !#nodeset nodes Node group: 341..356,373..388 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 826,830,835..836,838,843..844,846,851..852, 854,859..860,862,867..868,870,875..876,878, 883..884,887..928 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 652,657,662,667,672,677,682,686,689..720 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 169..176 Group name: esophagus !#nodeset nodes Node group: 1..388 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..928 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..720 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..176 Group name: fundus of stomach !#nodeset nodes Node group: 389..516 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 929..1242 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 721..969 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 177..238 Group name: gastrointestinal_tract !#nodeset nodes Node group: 1..336,341..7160,7168..7190,7198..7223,7231..7253, 7261..7286,7294..7316,7324..7349,7357..7379,7387..7412, 7420..7442,7450..7475,7483..7505,7513..7538,7546..7568, 7576..7710,7714..7720,7723..7729,7732..7738,7741..7747, 7750..7756,7759..7765,7768..7774,7777..7783,7786..7792, 7795..7801,7804..7809,7812..7817,7820..7826,7829..7835, 7855..14973 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..37491 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..30564 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..3557,3566..3593,3602..3629,3638..3665,3674..3701, 3710..3737,3746..3773,3782..3809,3818..7960 Group name: ileocecal junction !#nodeset nodes Node group: 7663..7678,7695..7710 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 18843,18847,18852..18853,18855,18860..18861,18863,18868..18869, 18871,18876..18877,18879,18884..18885,18887,18892..18893,18895, 18900..18901,18904..18945 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 15080,15085,15090,15095,15100,15105,15110,15114,15117..15148 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 3853..3860 Group name: ileum !#nodeset nodes Node group: 3909..7156,7663..7710 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 9721,9724,9727..9729,9732..9734,9737..9739,9742..9744, 9747..9749,9752..9754,9757..17840,18842..18945 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 7751,7755,7759,7763,7767,7771,7775,7778,7781..14244, 15077..15148 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1941..3556,3845..3860 Group name: jejunum !#nodeset nodes Node group: 1445..3924 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 3561,3564,3567..3569,3572..3574,3577..3579,3582..3584, 3587..3589,3592..3594,3597..9760 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 2823,2827,2831,2835,2839,2843,2847,2850,2853..7780 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 709..1940 Group name: marker !#nodeset nodes Node group: 337..340 Group name: proximodorsal midpoint on serosa of upper esophageal sphincter !#nodeset nodes Node group: 337 Group name: proximoventral midpoint on serosa of upper esophageal sphincter !#nodeset nodes Node group: 338 Group name: pyloric antrum !#nodeset nodes Node group: 613..708 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1481,1484,1487..1489,1492..1494,1497..1499,1502..1504, 1507..1509,1512..1514,1517..1519,1522..1524,1527..1529, 1532..1534,1537..1539,1542..1544,1547..1549,1552..1554, 1557..1720 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1159,1163,1167,1171,1175,1179,1183,1187,1191,1195, 1199,1203,1207,1211,1215,1218,1221..1348 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 301..332 Group name: pyloric canal !#nodeset nodes Node group: 677..740 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1641,1644,1647..1649,1652..1654,1657..1659,1662..1664, 1667..1669,1672..1674,1677..1679,1682..1684,1687..1689, 1692..1694,1697..1699,1702..1704,1707..1709,1712..1714, 1717..1800 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1287,1291,1295,1299,1303,1307,1311,1315,1319,1323, 1327,1331,1335,1339,1343,1346,1349..1412 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 333..348 Group name: small intestine !#nodeset nodes Node group: 741..7156,7663..7710 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1817..17840,18842..18945 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1437..14244,15077..15148 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 357..3556,3845..3860 Group name: stomach !#nodeset nodes Node group: 341..740 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 825..1816 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 649..1436 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 161..356 Group name: taenia libera !#nodeset nodes Node group: 7158,7198..7200,7220,7261..7263,7283,7324..7326,7346, 7387..7389,7409,7450..7452,7472,7513..7515,7535,7576..7578, 7598,7639..7641,7661,7894..7896,7916,7957..7959,7979, 8020..8022,8042,8083..8085,8105,8146..8148,8168,8209..8211, 8231,8272..8274,8294,8335..8337,8357,8398..8400,8420, 8461..8463,8483,8524..8526,8546,8587..8589,8609,8650..8652, 8672,8713..8715,8735,8776..8778,8798,8839..8841,8861, 8902..8904,8924,8965..8967,8987,9028..9030,9050,9091..9093, 9113,9154..9156,9176,9217..9219,9239,9280..9282,9302, 9343..9345,9365,9406..9408,9428,9469..9471,9491,9532..9534, 9554,9595..9597,9617,9658..9660,9680,9721..9723,9743, 9784..9786,9806,9847..9849,9869,9910..9912,9932,9973..9975, 9995,10036..10038,10058,10099..10101,10121,10162..10164,10184, 10225..10227,10247,10288..10290,10310,10351..10353,10373,10414..10416, 10436,10477..10479,10499,10540..10542,10562,10603..10605,10625, 10666..10668,10688,10729..10731,10751,10792..10794,10814,10855..10857, 10877,10918..10920,10940,10981..10983,11003,11044..11046,11066, 11107..11109,11129,11170..11172,11192,11233..11235,11255,11296..11298, 11318,11359..11361,11381,11422..11424,11444,11485..11487,11507, 11548..11550,11570,11611..11613,11633,11674..11676,11696,11737..11739, 11759,11800..11802,11822,11863..11865,11885,11926..11928,11948, 11989..11991,12011,12052..12054,12074,12115..12117,12137,12178..12180, 12200,12241..12243,12263,12304..12306,12326,12367..12369,12389, 12430..12432,12452,12493..12495,12515,12556..12558,12578,12619..12621, 12641,12682..12684,12704,12745..12747,12767,12808..12810,12830, 12871..12873,12893,12934..12936,12956,12997..12999,13019,13060..13062, 13082,13123..13125,13145,13186..13188,13208,13249..13251,13271, 13312..13314,13334,13375..13377,13397,13438..13440,13460,13501..13503, 13523,13564..13566,13586,13627..13629,13649,13690..13692,13712, 13753..13755,13775,13816..13818,13838,13879..13881,13901,13942..13944, 13964,14005..14007,14027,14068..14070,14090,14131..14133,14153, 14194..14196,14216,14257..14259,14279,14320..14322,14342,14383..14385, 14405,14446..14448,14468,14509..14511,14531,14572..14574,14594, 14635..14637,14657,14698..14700,14720,14761..14763,14783,14824..14826, 14846,14887..14889,14909,14950..14952,14972 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 17852,17855,17857,17860,17862,17958..17961,17977,17980,17982, 17985,17987,18083..18086,18102,18105,18107,18110,18112,18208..18211, 18227,18230,18232,18235,18237,18333..18336,18352,18355,18357, 18360,18362,18458..18461,18477,18480,18482,18485,18487,18583..18586, 18602,18605,18607,18610,18612,18708..18711,18727,18730,18732, 18735,18737,18833..18836,19320,19328,19330,19332,19336,19338, 19340,19494..19500,19555,19560,19562,19565,19567,19663..19666, 19717,19722,19724,19727,19729,19825..19828,19879,19884,19886, 19889,19891,19987..19990,20041,20046,20048,20051,20053,20149..20152, 20203,20208,20210,20213,20215,20311..20314,20365,20370,20372, 20375,20377,20473..20476,20527,20532,20534,20537,20539,20635..20638, 20689,20694,20696,20699,20701,20797..20800,20851,20856,20858, 20861,20863,20959..20962,21013,21018,21020,21023,21025,21121..21124, 21175,21180,21182,21185,21187,21283..21286,21337,21342,21344, 21347,21349,21445..21448,21499,21504,21506,21509,21511,21607..21610, 21661,21666,21668,21671,21673,21769..21772,21823,21828,21830, 21833,21835,21931..21934,21985,21990,21992,21995,21997,22093..22096, 22147,22152,22154,22157,22159,22255..22258,22309,22314,22316, 22319,22321,22417..22420,22471,22476,22478,22481,22483,22579..22582, 22633,22638,22640,22643,22645,22741..22744,22795,22800,22802, 22805,22807,22903..22906,22957,22962,22964,22967,22969,23065..23068, 23119,23124,23126,23129,23131,23227..23230,23281,23286,23288, 23291,23293,23389..23392,23443,23448,23450,23453,23455,23551..23554, 23605,23610,23612,23615,23617,23713..23716,23767,23772,23774, 23777,23779,23875..23878,23929,23934,23936,23939,23941,24037..24040, 24091,24096,24098,24101,24103,24199..24202,24253,24258,24260, 24263,24265,24361..24364,24415,24420,24422,24425,24427,24523..24526, 24577,24582,24584,24587,24589,24685..24688,24739,24744,24746, 24749,24751,24847..24850,24901,24906,24908,24911,24913,25009..25012, 25063,25068,25070,25073,25075,25171..25174,25225,25230,25232, 25235,25237,25333..25336,25387,25392,25394,25397,25399,25495..25498, 25549,25554,25556,25559,25561,25657..25660,25711,25716,25718, 25721,25723,25819..25822,25873,25878,25880,25883,25885,25981..25984, 26035,26040,26042,26045,26047,26143..26146,26197,26202,26204, 26207,26209,26305..26308,26359,26364,26366,26369,26371,26467..26470, 26521,26526,26528,26531,26533,26629..26632,26683,26688,26690, 26693,26695,26791..26794,26845,26850,26852,26855,26857,26953..26956, 27007,27012,27014,27017,27019,27115..27118,27169,27174,27176, 27179,27181,27277..27280,27331,27336,27338,27341,27343,27439..27442, 27493,27498,27500,27503,27505,27601..27604,27655,27660,27662, 27665,27667,27763..27766,27817,27822,27824,27827,27829,27925..27928, 27979,27984,27986,27989,27991,28087..28090,28141,28146,28148, 28151,28153,28249..28252,28303,28308,28310,28313,28315,28411..28414, 28465,28470,28472,28475,28477,28573..28576,28627,28632,28634, 28637,28639,28735..28738,28789,28794,28796,28799,28801,28897..28900, 28951,28956,28958,28961,28963,29059..29062,29113,29118,29120, 29123,29125,29221..29224,29275,29280,29282,29285,29287,29383..29386, 29437,29442,29444,29447,29449,29545..29548,29599,29604,29606, 29609,29611,29707..29710,29761,29766,29768,29771,29773,29869..29872, 29923,29928,29930,29933,29935,30031..30034,30085,30090,30092, 30095,30097,30193..30196,30247,30252,30254,30257,30259,30355..30358, 30409,30414,30416,30419,30421,30517..30520,30571,30576,30578, 30581,30583,30679..30682,30733,30738,30740,30743,30745,30841..30844, 30895,30900,30902,30905,30907,31003..31006,31057,31062,31064, 31067,31069,31165..31168,31219,31224,31226,31229,31231,31327..31330, 31381,31386,31388,31391,31393,31489..31492,31543,31548,31550, 31553,31555,31651..31654,31705,31710,31712,31715,31717,31813..31816, 31867,31872,31874,31877,31879,31975..31978,32029,32034,32036, 32039,32041,32137..32140,32191,32196,32198,32201,32203,32299..32302, 32353,32358,32360,32363,32365,32461..32464,32515,32520,32522, 32525,32527,32623..32626,32677,32682,32684,32687,32689,32785..32788, 32839,32844,32846,32849,32851,32947..32950,33001,33006,33008, 33011,33013,33109..33112,33163,33168,33170,33173,33175,33271..33274, 33325,33330,33332,33335,33337,33433..33436,33487,33492,33494, 33497,33499,33595..33598,33649,33654,33656,33659,33661,33757..33760, 33811,33816,33818,33821,33823,33919..33922,33973,33978,33980, 33983,33985,34081..34084,34135,34140,34142,34145,34147,34243..34246, 34297,34302,34304,34307,34309,34405..34408,34459,34464,34466, 34469,34471,34567..34570,34621,34626,34628,34631,34633,34729..34732, 34783,34788,34790,34793,34795,34891..34894,34945,34950,34952, 34955,34957,35053..35056,35107,35112,35114,35117,35119,35215..35218, 35269,35274,35276,35279,35281,35377..35380,35431,35436,35438, 35441,35443,35539..35542,35593,35598,35600,35603,35605,35701..35704, 35755,35760,35762,35765,35767,35863..35866,35917,35922,35924, 35927,35929,36025..36028,36079,36084,36086,36089,36091,36187..36190, 36241,36246,36248,36251,36253,36349..36352,36403,36408,36410, 36413,36415,36511..36514,36565,36570,36572,36575,36577,36673..36676, 36727,36732,36734,36737,36739,36835..36838,36889,36894,36896, 36899,36901,36997..37000,37051,37056,37058,37061,37063,37159..37162, 37213,37218,37220,37223,37225,37321..37324,37375,37380,37382, 37385,37387,37483..37486 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 14254,14258,14337..14341,14358,14362,14441..14445,14462,14466, 14545..14549,14566,14570,14649..14653,14670,14674,14753..14757, 14774,14778,14857..14861,14878,14882,14961..14965,14982,14986, 15065..15069,15459,15464,15563..15569,15620,15624,15703..15707, 15755,15759,15838..15842,15890,15894,15973..15977,16025,16029, 16108..16112,16160,16164,16243..16247,16295,16299,16378..16382, 16430,16434,16513..16517,16565,16569,16648..16652,16700,16704, 16783..16787,16835,16839,16918..16922,16970,16974,17053..17057, 17105,17109,17188..17192,17240,17244,17323..17327,17375,17379, 17458..17462,17510,17514,17593..17597,17645,17649,17728..17732, 17780,17784,17863..17867,17915,17919,17998..18002,18050,18054, 18133..18137,18185,18189,18268..18272,18320,18324,18403..18407, 18455,18459,18538..18542,18590,18594,18673..18677,18725,18729, 18808..18812,18860,18864,18943..18947,18995,18999,19078..19082, 19130,19134,19213..19217,19265,19269,19348..19352,19400,19404, 19483..19487,19535,19539,19618..19622,19670,19674,19753..19757, 19805,19809,19888..19892,19940,19944,20023..20027,20075,20079, 20158..20162,20210,20214,20293..20297,20345,20349,20428..20432, 20480,20484,20563..20567,20615,20619,20698..20702,20750,20754, 20833..20837,20885,20889,20968..20972,21020,21024,21103..21107, 21155,21159,21238..21242,21290,21294,21373..21377,21425,21429, 21508..21512,21560,21564,21643..21647,21695,21699,21778..21782, 21830,21834,21913..21917,21965,21969,22048..22052,22100,22104, 22183..22187,22235,22239,22318..22322,22370,22374,22453..22457, 22505,22509,22588..22592,22640,22644,22723..22727,22775,22779, 22858..22862,22910,22914,22993..22997,23045,23049,23128..23132, 23180,23184,23263..23267,23315,23319,23398..23402,23450,23454, 23533..23537,23585,23589,23668..23672,23720,23724,23803..23807, 23855,23859,23938..23942,23990,23994,24073..24077,24125,24129, 24208..24212,24260,24264,24343..24347,24395,24399,24478..24482, 24530,24534,24613..24617,24665,24669,24748..24752,24800,24804, 24883..24887,24935,24939,25018..25022,25070,25074,25153..25157, 25205,25209,25288..25292,25340,25344,25423..25427,25475,25479, 25558..25562,25610,25614,25693..25697,25745,25749,25828..25832, 25880,25884,25963..25967,26015,26019,26098..26102,26150,26154, 26233..26237,26285,26289,26368..26372,26420,26424,26503..26507, 26555,26559,26638..26642,26690,26694,26773..26777,26825,26829, 26908..26912,26960,26964,27043..27047,27095,27099,27178..27182, 27230,27234,27313..27317,27365,27369,27448..27452,27500,27504, 27583..27587,27635,27639,27718..27722,27770,27774,27853..27857, 27905,27909,27988..27992,28040,28044,28123..28127,28175,28179, 28258..28262,28310,28314,28393..28397,28445,28449,28528..28532, 28580,28584,28663..28667,28715,28719,28798..28802,28850,28854, 28933..28937,28985,28989,29068..29072,29120,29124,29203..29207, 29255,29259,29338..29342,29390,29394,29473..29477,29525,29529, 29608..29612,29660,29664,29743..29747,29795,29799,29878..29882, 29930,29934,30013..30017,30065,30069,30148..30152,30200,30204, 30283..30287,30335,30339,30418..30422,30470,30474,30553..30557 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 3588..3589,3624..3625,3660..3661,3696..3697,3732..3733, 3768..3769,3804..3805,3840..3841,3960..3961,3996..3997, 4032..4033,4068..4069,4104..4105,4140..4141,4176..4177, 4212..4213,4248..4249,4284..4285,4320..4321,4356..4357, 4392..4393,4428..4429,4464..4465,4500..4501,4536..4537, 4572..4573,4608..4609,4644..4645,4680..4681,4716..4717, 4752..4753,4788..4789,4824..4825,4860..4861,4896..4897, 4932..4933,4968..4969,5004..5005,5040..5041,5076..5077, 5112..5113,5148..5149,5184..5185,5220..5221,5256..5257, 5292..5293,5328..5329,5364..5365,5400..5401,5436..5437, 5472..5473,5508..5509,5544..5545,5580..5581,5616..5617, 5652..5653,5688..5689,5724..5725,5760..5761,5796..5797, 5832..5833,5868..5869,5904..5905,5940..5941,5976..5977, 6012..6013,6048..6049,6084..6085,6120..6121,6156..6157, 6192..6193,6228..6229,6264..6265,6300..6301,6336..6337, 6372..6373,6408..6409,6444..6445,6480..6481,6516..6517, 6552..6553,6588..6589,6624..6625,6660..6661,6696..6697, 6732..6733,6768..6769,6804..6805,6840..6841,6876..6877, 6912..6913,6948..6949,6984..6985,7020..7021,7056..7057, 7092..7093,7128..7129,7164..7165,7200..7201,7236..7237, 7272..7273,7308..7309,7344..7345,7380..7381,7416..7417, 7452..7453,7488..7489,7524..7525,7560..7561,7596..7597, 7632..7633,7668..7669,7704..7705,7740..7741,7776..7777, 7812..7813,7848..7849,7884..7885,7920..7921,7956..7957 Group name: taenia mesocolica !#nodeset nodes Node group: 7158,7208..7210,7221,7271..7273,7284,7334..7336,7347, 7397..7399,7410,7460..7462,7473,7523..7525,7536,7586..7588, 7599,7649..7651,7662,7904..7906,7917,7967..7969,7980, 8030..8032,8043,8093..8095,8106,8156..8158,8169,8219..8221, 8232,8282..8284,8295,8345..8347,8358,8408..8410,8421, 8471..8473,8484,8534..8536,8547,8597..8599,8610,8660..8662, 8673,8723..8725,8736,8786..8788,8799,8849..8851,8862, 8912..8914,8925,8975..8977,8988,9038..9040,9051,9101..9103, 9114,9164..9166,9177,9227..9229,9240,9290..9292,9303, 9353..9355,9366,9416..9418,9429,9479..9481,9492,9542..9544, 9555,9605..9607,9618,9668..9670,9681,9731..9733,9744, 9794..9796,9807,9857..9859,9870,9920..9922,9933,9983..9985, 9996,10046..10048,10059,10109..10111,10122,10172..10174,10185, 10235..10237,10248,10298..10300,10311,10361..10363,10374,10424..10426, 10437,10487..10489,10500,10550..10552,10563,10613..10615,10626, 10676..10678,10689,10739..10741,10752,10802..10804,10815,10865..10867, 10878,10928..10930,10941,10991..10993,11004,11054..11056,11067, 11117..11119,11130,11180..11182,11193,11243..11245,11256,11306..11308, 11319,11369..11371,11382,11432..11434,11445,11495..11497,11508, 11558..11560,11571,11621..11623,11634,11684..11686,11697,11747..11749, 11760,11810..11812,11823,11873..11875,11886,11936..11938,11949, 11999..12001,12012,12062..12064,12075,12125..12127,12138,12188..12190, 12201,12251..12253,12264,12314..12316,12327,12377..12379,12390, 12440..12442,12453,12503..12505,12516,12566..12568,12579,12629..12631, 12642,12692..12694,12705,12755..12757,12768,12818..12820,12831, 12881..12883,12894,12944..12946,12957,13007..13009,13020,13070..13072, 13083,13133..13135,13146,13196..13198,13209,13259..13261,13272, 13322..13324,13335,13385..13387,13398,13448..13450,13461,13511..13513, 13524,13574..13576,13587,13637..13639,13650,13700..13702,13713, 13763..13765,13776,13826..13828,13839,13889..13891,13902,13952..13954, 13965,14015..14017,14028,14078..14080,14091,14141..14143,14154, 14204..14206,14217,14267..14269,14280,14330..14332,14343,14393..14395, 14406,14456..14458,14469,14519..14521,14532,14582..14584,14595, 14645..14647,14658,14708..14710,14721,14771..14773,14784,14834..14836, 14847,14897..14899,14910,14960..14962,14973 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 17900,17905,17907,17910,17912,17962..17965,18025,18030,18032, 18035,18037,18087..18090,18150,18155,18157,18160,18162,18212..18215, 18275,18280,18282,18285,18287,18337..18340,18400,18405,18407, 18410,18412,18462..18465,18525,18530,18532,18535,18537,18587..18590, 18650,18655,18657,18660,18662,18712..18715,18775,18780,18782, 18785,18787,18837..18840,19400,19408,19410,19412,19416,19418, 19420,19501..19507,19605,19610,19612,19615,19617,19667..19670, 19767,19772,19774,19777,19779,19829..19832,19929,19934,19936, 19939,19941,19991..19994,20091,20096,20098,20101,20103,20153..20156, 20253,20258,20260,20263,20265,20315..20318,20415,20420,20422, 20425,20427,20477..20480,20577,20582,20584,20587,20589,20639..20642, 20739,20744,20746,20749,20751,20801..20804,20901,20906,20908, 20911,20913,20963..20966,21063,21068,21070,21073,21075,21125..21128, 21225,21230,21232,21235,21237,21287..21290,21387,21392,21394, 21397,21399,21449..21452,21549,21554,21556,21559,21561,21611..21614, 21711,21716,21718,21721,21723,21773..21776,21873,21878,21880, 21883,21885,21935..21938,22035,22040,22042,22045,22047,22097..22100, 22197,22202,22204,22207,22209,22259..22262,22359,22364,22366, 22369,22371,22421..22424,22521,22526,22528,22531,22533,22583..22586, 22683,22688,22690,22693,22695,22745..22748,22845,22850,22852, 22855,22857,22907..22910,23007,23012,23014,23017,23019,23069..23072, 23169,23174,23176,23179,23181,23231..23234,23331,23336,23338, 23341,23343,23393..23396,23493,23498,23500,23503,23505,23555..23558, 23655,23660,23662,23665,23667,23717..23720,23817,23822,23824, 23827,23829,23879..23882,23979,23984,23986,23989,23991,24041..24044, 24141,24146,24148,24151,24153,24203..24206,24303,24308,24310, 24313,24315,24365..24368,24465,24470,24472,24475,24477,24527..24530, 24627,24632,24634,24637,24639,24689..24692,24789,24794,24796, 24799,24801,24851..24854,24951,24956,24958,24961,24963,25013..25016, 25113,25118,25120,25123,25125,25175..25178,25275,25280,25282, 25285,25287,25337..25340,25437,25442,25444,25447,25449,25499..25502, 25599,25604,25606,25609,25611,25661..25664,25761,25766,25768, 25771,25773,25823..25826,25923,25928,25930,25933,25935,25985..25988, 26085,26090,26092,26095,26097,26147..26150,26247,26252,26254, 26257,26259,26309..26312,26409,26414,26416,26419,26421,26471..26474, 26571,26576,26578,26581,26583,26633..26636,26733,26738,26740, 26743,26745,26795..26798,26895,26900,26902,26905,26907,26957..26960, 27057,27062,27064,27067,27069,27119..27122,27219,27224,27226, 27229,27231,27281..27284,27381,27386,27388,27391,27393,27443..27446, 27543,27548,27550,27553,27555,27605..27608,27705,27710,27712, 27715,27717,27767..27770,27867,27872,27874,27877,27879,27929..27932, 28029,28034,28036,28039,28041,28091..28094,28191,28196,28198, 28201,28203,28253..28256,28353,28358,28360,28363,28365,28415..28418, 28515,28520,28522,28525,28527,28577..28580,28677,28682,28684, 28687,28689,28739..28742,28839,28844,28846,28849,28851,28901..28904, 29001,29006,29008,29011,29013,29063..29066,29163,29168,29170, 29173,29175,29225..29228,29325,29330,29332,29335,29337,29387..29390, 29487,29492,29494,29497,29499,29549..29552,29649,29654,29656, 29659,29661,29711..29714,29811,29816,29818,29821,29823,29873..29876, 29973,29978,29980,29983,29985,30035..30038,30135,30140,30142, 30145,30147,30197..30200,30297,30302,30304,30307,30309,30359..30362, 30459,30464,30466,30469,30471,30521..30524,30621,30626,30628, 30631,30633,30683..30686,30783,30788,30790,30793,30795,30845..30848, 30945,30950,30952,30955,30957,31007..31010,31107,31112,31114, 31117,31119,31169..31172,31269,31274,31276,31279,31281,31331..31334, 31431,31436,31438,31441,31443,31493..31496,31593,31598,31600, 31603,31605,31655..31658,31755,31760,31762,31765,31767,31817..31820, 31917,31922,31924,31927,31929,31979..31982,32079,32084,32086, 32089,32091,32141..32144,32241,32246,32248,32251,32253,32303..32306, 32403,32408,32410,32413,32415,32465..32468,32565,32570,32572, 32575,32577,32627..32630,32727,32732,32734,32737,32739,32789..32792, 32889,32894,32896,32899,32901,32951..32954,33051,33056,33058, 33061,33063,33113..33116,33213,33218,33220,33223,33225,33275..33278, 33375,33380,33382,33385,33387,33437..33440,33537,33542,33544, 33547,33549,33599..33602,33699,33704,33706,33709,33711,33761..33764, 33861,33866,33868,33871,33873,33923..33926,34023,34028,34030, 34033,34035,34085..34088,34185,34190,34192,34195,34197,34247..34250, 34347,34352,34354,34357,34359,34409..34412,34509,34514,34516, 34519,34521,34571..34574,34671,34676,34678,34681,34683,34733..34736, 34833,34838,34840,34843,34845,34895..34898,34995,35000,35002, 35005,35007,35057..35060,35157,35162,35164,35167,35169,35219..35222, 35319,35324,35326,35329,35331,35381..35384,35481,35486,35488, 35491,35493,35543..35546,35643,35648,35650,35653,35655,35705..35708, 35805,35810,35812,35815,35817,35867..35870,35967,35972,35974, 35977,35979,36029..36032,36129,36134,36136,36139,36141,36191..36194, 36291,36296,36298,36301,36303,36353..36356,36453,36458,36460, 36463,36465,36515..36518,36615,36620,36622,36625,36627,36677..36680, 36777,36782,36784,36787,36789,36839..36842,36939,36944,36946, 36949,36951,37001..37004,37101,37106,37108,37111,37113,37163..37166, 37263,37268,37270,37273,37275,37325..37328,37425,37430,37432, 37435,37437,37487..37490 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 14294,14298,14342..14346,14398,14402,14446..14450,14502,14506, 14550..14554,14606,14610,14654..14658,14710,14714,14758..14762, 14814,14818,14862..14866,14918,14922,14966..14970,15022,15026, 15070..15074,15509,15514,15570..15576,15660,15664,15708..15712, 15795,15799,15843..15847,15930,15934,15978..15982,16065,16069, 16113..16117,16200,16204,16248..16252,16335,16339,16383..16387, 16470,16474,16518..16522,16605,16609,16653..16657,16740,16744, 16788..16792,16875,16879,16923..16927,17010,17014,17058..17062, 17145,17149,17193..17197,17280,17284,17328..17332,17415,17419, 17463..17467,17550,17554,17598..17602,17685,17689,17733..17737, 17820,17824,17868..17872,17955,17959,18003..18007,18090,18094, 18138..18142,18225,18229,18273..18277,18360,18364,18408..18412, 18495,18499,18543..18547,18630,18634,18678..18682,18765,18769, 18813..18817,18900,18904,18948..18952,19035,19039,19083..19087, 19170,19174,19218..19222,19305,19309,19353..19357,19440,19444, 19488..19492,19575,19579,19623..19627,19710,19714,19758..19762, 19845,19849,19893..19897,19980,19984,20028..20032,20115,20119, 20163..20167,20250,20254,20298..20302,20385,20389,20433..20437, 20520,20524,20568..20572,20655,20659,20703..20707,20790,20794, 20838..20842,20925,20929,20973..20977,21060,21064,21108..21112, 21195,21199,21243..21247,21330,21334,21378..21382,21465,21469, 21513..21517,21600,21604,21648..21652,21735,21739,21783..21787, 21870,21874,21918..21922,22005,22009,22053..22057,22140,22144, 22188..22192,22275,22279,22323..22327,22410,22414,22458..22462, 22545,22549,22593..22597,22680,22684,22728..22732,22815,22819, 22863..22867,22950,22954,22998..23002,23085,23089,23133..23137, 23220,23224,23268..23272,23355,23359,23403..23407,23490,23494, 23538..23542,23625,23629,23673..23677,23760,23764,23808..23812, 23895,23899,23943..23947,24030,24034,24078..24082,24165,24169, 24213..24217,24300,24304,24348..24352,24435,24439,24483..24487, 24570,24574,24618..24622,24705,24709,24753..24757,24840,24844, 24888..24892,24975,24979,25023..25027,25110,25114,25158..25162, 25245,25249,25293..25297,25380,25384,25428..25432,25515,25519, 25563..25567,25650,25654,25698..25702,25785,25789,25833..25837, 25920,25924,25968..25972,26055,26059,26103..26107,26190,26194, 26238..26242,26325,26329,26373..26377,26460,26464,26508..26512, 26595,26599,26643..26647,26730,26734,26778..26782,26865,26869, 26913..26917,27000,27004,27048..27052,27135,27139,27183..27187, 27270,27274,27318..27322,27405,27409,27453..27457,27540,27544, 27588..27592,27675,27679,27723..27727,27810,27814,27858..27862, 27945,27949,27993..27997,28080,28084,28128..28132,28215,28219, 28263..28267,28350,28354,28398..28402,28485,28489,28533..28537, 28620,28624,28668..28672,28755,28759,28803..28807,28890,28894, 28938..28942,29025,29029,29073..29077,29160,29164,29208..29212, 29295,29299,29343..29347,29430,29434,29478..29482,29565,29569, 29613..29617,29700,29704,29748..29752,29835,29839,29883..29887, 29970,29974,30018..30022,30105,30109,30153..30157,30240,30244, 30288..30292,30375,30379,30423..30427,30510,30514,30558..30562 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 3590..3591,3626..3627,3662..3663,3698..3699,3734..3735, 3770..3771,3806..3807,3842..3843,3962..3963,3998..3999, 4034..4035,4070..4071,4106..4107,4142..4143,4178..4179, 4214..4215,4250..4251,4286..4287,4322..4323,4358..4359, 4394..4395,4430..4431,4466..4467,4502..4503,4538..4539, 4574..4575,4610..4611,4646..4647,4682..4683,4718..4719, 4754..4755,4790..4791,4826..4827,4862..4863,4898..4899, 4934..4935,4970..4971,5006..5007,5042..5043,5078..5079, 5114..5115,5150..5151,5186..5187,5222..5223,5258..5259, 5294..5295,5330..5331,5366..5367,5402..5403,5438..5439, 5474..5475,5510..5511,5546..5547,5582..5583,5618..5619, 5654..5655,5690..5691,5726..5727,5762..5763,5798..5799, 5834..5835,5870..5871,5906..5907,5942..5943,5978..5979, 6014..6015,6050..6051,6086..6087,6122..6123,6158..6159, 6194..6195,6230..6231,6266..6267,6302..6303,6338..6339, 6374..6375,6410..6411,6446..6447,6482..6483,6518..6519, 6554..6555,6590..6591,6626..6627,6662..6663,6698..6699, 6734..6735,6770..6771,6806..6807,6842..6843,6878..6879, 6914..6915,6950..6951,6986..6987,7022..7023,7058..7059, 7094..7095,7130..7131,7166..7167,7202..7203,7238..7239, 7274..7275,7310..7311,7346..7347,7382..7383,7418..7419, 7454..7455,7490..7491,7526..7527,7562..7563,7598..7599, 7634..7635,7670..7671,7706..7707,7742..7743,7778..7779, 7814..7815,7850..7851,7886..7887,7922..7923,7958..7959 Group name: taenia omentalis !#nodeset nodes Node group: 7158,7189..7190,7218..7219,7252..7253,7281..7282,7315..7316, 7344..7345,7378..7379,7407..7408,7441..7442,7470..7471, 7504..7505,7533..7534,7567..7568,7596..7597,7630..7631, 7659..7660,7885..7886,7914..7915,7948..7949,7977..7978, 8011..8012,8040..8041,8074..8075,8103..8104,8137..8138, 8166..8167,8200..8201,8229..8230,8263..8264,8292..8293, 8326..8327,8355..8356,8389..8390,8418..8419,8452..8453, 8481..8482,8515..8516,8544..8545,8578..8579,8607..8608, 8641..8642,8670..8671,8704..8705,8733..8734,8767..8768, 8796..8797,8830..8831,8859..8860,8893..8894,8922..8923, 8956..8957,8985..8986,9019..9020,9048..9049,9082..9083, 9111..9112,9145..9146,9174..9175,9208..9209,9237..9238, 9271..9272,9300..9301,9334..9335,9363..9364,9397..9398, 9426..9427,9460..9461,9489..9490,9523..9524,9552..9553, 9586..9587,9615..9616,9649..9650,9678..9679,9712..9713, 9741..9742,9775..9776,9804..9805,9838..9839,9867..9868, 9901..9902,9930..9931,9964..9965,9993..9994,10027..10028, 10056..10057,10090..10091,10119..10120,10153..10154,10182..10183, 10216..10217,10245..10246,10279..10280,10308..10309,10342..10343, 10371..10372,10405..10406,10434..10435,10468..10469,10497..10498, 10531..10532,10560..10561,10594..10595,10623..10624,10657..10658, 10686..10687,10720..10721,10749..10750,10783..10784,10812..10813, 10846..10847,10875..10876,10909..10910,10938..10939,10972..10973, 11001..11002,11035..11036,11064..11065,11098..11099,11127..11128, 11161..11162,11190..11191,11224..11225,11253..11254,11287..11288, 11316..11317,11350..11351,11379..11380,11413..11414,11442..11443, 11476..11477,11505..11506,11539..11540,11568..11569,11602..11603, 11631..11632,11665..11666,11694..11695,11728..11729,11757..11758, 11791..11792,11820..11821,11854..11855,11883..11884,11917..11918, 11946..11947,11980..11981,12009..12010,12043..12044,12072..12073, 12106..12107,12135..12136,12169..12170,12198..12199,12232..12233, 12261..12262,12295..12296,12324..12325,12358..12359,12387..12388, 12421..12422,12450..12451,12484..12485,12513..12514,12547..12548, 12576..12577,12610..12611,12639..12640,12673..12674,12702..12703, 12736..12737,12765..12766,12799..12800,12828..12829,12862..12863, 12891..12892,12925..12926,12954..12955,12988..12989,13017..13018, 13051..13052,13080..13081,13114..13115,13143..13144,13177..13178, 13206..13207,13240..13241,13269..13270,13303..13304,13332..13333, 13366..13367,13395..13396,13429..13430,13458..13459,13492..13493, 13521..13522,13555..13556,13584..13585,13618..13619,13647..13648, 13681..13682,13710..13711,13744..13745,13773..13774,13807..13808, 13836..13837,13870..13871,13899..13900,13933..13934,13962..13963, 13996..13997,14025..14026,14059..14060,14088..14089,14122..14123, 14151..14152,14185..14186,14214..14215,14248..14249,14277..14278, 14311..14312,14340..14341,14374..14375,14403..14404,14437..14438, 14466..14467,14500..14501,14529..14530,14563..14564,14592..14593, 14626..14627,14655..14656,14689..14690,14718..14719,14752..14753, 14781..14782,14815..14816,14844..14845,14878..14879,14907..14908, 14941..14942,14970..14971 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 17844,17847,17849,17950,17954..17957,17966,17969,17972,17974, 18075,18079..18082,18091,18094,18097,18099,18200,18204..18207, 18216,18219,18222,18224,18325,18329..18332,18341,18344,18347, 18349,18450,18454..18457,18466,18469,18472,18474,18575,18579..18582, 18591,18594,18597,18599,18700,18704..18707,18716,18719,18722, 18724,18825,18829..18832,18841,19252,19256,19258,19260,19480, 19486,19488..19493,19508..19509,19512,19515,19517,19655,19659..19662, 19671,19674,19677,19679,19817,19821..19824,19833,19836,19839, 19841,19979,19983..19986,19995,19998,20001,20003,20141,20145..20148, 20157,20160,20163,20165,20303,20307..20310,20319,20322,20325, 20327,20465,20469..20472,20481,20484,20487,20489,20627,20631..20634, 20643,20646,20649,20651,20789,20793..20796,20805,20808,20811, 20813,20951,20955..20958,20967,20970,20973,20975,21113,21117..21120, 21129,21132,21135,21137,21275,21279..21282,21291,21294,21297, 21299,21437,21441..21444,21453,21456,21459,21461,21599,21603..21606, 21615,21618,21621,21623,21761,21765..21768,21777,21780,21783, 21785,21923,21927..21930,21939,21942,21945,21947,22085,22089..22092, 22101,22104,22107,22109,22247,22251..22254,22263,22266,22269, 22271,22409,22413..22416,22425,22428,22431,22433,22571,22575..22578, 22587,22590,22593,22595,22733,22737..22740,22749,22752,22755, 22757,22895,22899..22902,22911,22914,22917,22919,23057,23061..23064, 23073,23076,23079,23081,23219,23223..23226,23235,23238,23241, 23243,23381,23385..23388,23397,23400,23403,23405,23543,23547..23550, 23559,23562,23565,23567,23705,23709..23712,23721,23724,23727, 23729,23867,23871..23874,23883,23886,23889,23891,24029,24033..24036, 24045,24048,24051,24053,24191,24195..24198,24207,24210,24213, 24215,24353,24357..24360,24369,24372,24375,24377,24515,24519..24522, 24531,24534,24537,24539,24677,24681..24684,24693,24696,24699, 24701,24839,24843..24846,24855,24858,24861,24863,25001,25005..25008, 25017,25020,25023,25025,25163,25167..25170,25179,25182,25185, 25187,25325,25329..25332,25341,25344,25347,25349,25487,25491..25494, 25503,25506,25509,25511,25649,25653..25656,25665,25668,25671, 25673,25811,25815..25818,25827,25830,25833,25835,25973,25977..25980, 25989,25992,25995,25997,26135,26139..26142,26151,26154,26157, 26159,26297,26301..26304,26313,26316,26319,26321,26459,26463..26466, 26475,26478,26481,26483,26621,26625..26628,26637,26640,26643, 26645,26783,26787..26790,26799,26802,26805,26807,26945,26949..26952, 26961,26964,26967,26969,27107,27111..27114,27123,27126,27129, 27131,27269,27273..27276,27285,27288,27291,27293,27431,27435..27438, 27447,27450,27453,27455,27593,27597..27600,27609,27612,27615, 27617,27755,27759..27762,27771,27774,27777,27779,27917,27921..27924, 27933,27936,27939,27941,28079,28083..28086,28095,28098,28101, 28103,28241,28245..28248,28257,28260,28263,28265,28403,28407..28410, 28419,28422,28425,28427,28565,28569..28572,28581,28584,28587, 28589,28727,28731..28734,28743,28746,28749,28751,28889,28893..28896, 28905,28908,28911,28913,29051,29055..29058,29067,29070,29073, 29075,29213,29217..29220,29229,29232,29235,29237,29375,29379..29382, 29391,29394,29397,29399,29537,29541..29544,29553,29556,29559, 29561,29699,29703..29706,29715,29718,29721,29723,29861,29865..29868, 29877,29880,29883,29885,30023,30027..30030,30039,30042,30045, 30047,30185,30189..30192,30201,30204,30207,30209,30347,30351..30354, 30363,30366,30369,30371,30509,30513..30516,30525,30528,30531, 30533,30671,30675..30678,30687,30690,30693,30695,30833,30837..30840, 30849,30852,30855,30857,30995,30999..31002,31011,31014,31017, 31019,31157,31161..31164,31173,31176,31179,31181,31319,31323..31326, 31335,31338,31341,31343,31481,31485..31488,31497,31500,31503, 31505,31643,31647..31650,31659,31662,31665,31667,31805,31809..31812, 31821,31824,31827,31829,31967,31971..31974,31983,31986,31989, 31991,32129,32133..32136,32145,32148,32151,32153,32291,32295..32298, 32307,32310,32313,32315,32453,32457..32460,32469,32472,32475, 32477,32615,32619..32622,32631,32634,32637,32639,32777,32781..32784, 32793,32796,32799,32801,32939,32943..32946,32955,32958,32961, 32963,33101,33105..33108,33117,33120,33123,33125,33263,33267..33270, 33279,33282,33285,33287,33425,33429..33432,33441,33444,33447, 33449,33587,33591..33594,33603,33606,33609,33611,33749,33753..33756, 33765,33768,33771,33773,33911,33915..33918,33927,33930,33933, 33935,34073,34077..34080,34089,34092,34095,34097,34235,34239..34242, 34251,34254,34257,34259,34397,34401..34404,34413,34416,34419, 34421,34559,34563..34566,34575,34578,34581,34583,34721,34725..34728, 34737,34740,34743,34745,34883,34887..34890,34899,34902,34905, 34907,35045,35049..35052,35061,35064,35067,35069,35207,35211..35214, 35223,35226,35229,35231,35369,35373..35376,35385,35388,35391, 35393,35531,35535..35538,35547,35550,35553,35555,35693,35697..35700, 35709,35712,35715,35717,35855,35859..35862,35871,35874,35877, 35879,36017,36021..36024,36033,36036,36039,36041,36179,36183..36186, 36195,36198,36201,36203,36341,36345..36348,36357,36360,36363, 36365,36503,36507..36510,36519,36522,36525,36527,36665,36669..36672, 36681,36684,36687,36689,36827,36831..36834,36843,36846,36849, 36851,36989,36993..36996,37005,37008,37011,37013,37151,37155..37158, 37167,37170,37173,37175,37313,37317..37320,37329,37332,37335, 37337,37475,37479..37482,37491 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 14249,14333..14336,14347..14348,14353,14437..14440,14451..14452, 14457,14541..14544,14555..14556,14561,14645..14648,14659..14660, 14665,14749..14752,14763..14764,14769,14853..14856,14867..14868, 14873,14957..14960,14971..14972,14977,15061..15064,15075..15076, 15414,15558..15562,15577..15579,15584,15699..15702,15713..15714, 15719,15834..15837,15848..15849,15854,15969..15972,15983..15984, 15989,16104..16107,16118..16119,16124,16239..16242,16253..16254, 16259,16374..16377,16388..16389,16394,16509..16512,16523..16524, 16529,16644..16647,16658..16659,16664,16779..16782,16793..16794, 16799,16914..16917,16928..16929,16934,17049..17052,17063..17064, 17069,17184..17187,17198..17199,17204,17319..17322,17333..17334, 17339,17454..17457,17468..17469,17474,17589..17592,17603..17604, 17609,17724..17727,17738..17739,17744,17859..17862,17873..17874, 17879,17994..17997,18008..18009,18014,18129..18132,18143..18144, 18149,18264..18267,18278..18279,18284,18399..18402,18413..18414, 18419,18534..18537,18548..18549,18554,18669..18672,18683..18684, 18689,18804..18807,18818..18819,18824,18939..18942,18953..18954, 18959,19074..19077,19088..19089,19094,19209..19212,19223..19224, 19229,19344..19347,19358..19359,19364,19479..19482,19493..19494, 19499,19614..19617,19628..19629,19634,19749..19752,19763..19764, 19769,19884..19887,19898..19899,19904,20019..20022,20033..20034, 20039,20154..20157,20168..20169,20174,20289..20292,20303..20304, 20309,20424..20427,20438..20439,20444,20559..20562,20573..20574, 20579,20694..20697,20708..20709,20714,20829..20832,20843..20844, 20849,20964..20967,20978..20979,20984,21099..21102,21113..21114, 21119,21234..21237,21248..21249,21254,21369..21372,21383..21384, 21389,21504..21507,21518..21519,21524,21639..21642,21653..21654, 21659,21774..21777,21788..21789,21794,21909..21912,21923..21924, 21929,22044..22047,22058..22059,22064,22179..22182,22193..22194, 22199,22314..22317,22328..22329,22334,22449..22452,22463..22464, 22469,22584..22587,22598..22599,22604,22719..22722,22733..22734, 22739,22854..22857,22868..22869,22874,22989..22992,23003..23004, 23009,23124..23127,23138..23139,23144,23259..23262,23273..23274, 23279,23394..23397,23408..23409,23414,23529..23532,23543..23544, 23549,23664..23667,23678..23679,23684,23799..23802,23813..23814, 23819,23934..23937,23948..23949,23954,24069..24072,24083..24084, 24089,24204..24207,24218..24219,24224,24339..24342,24353..24354, 24359,24474..24477,24488..24489,24494,24609..24612,24623..24624, 24629,24744..24747,24758..24759,24764,24879..24882,24893..24894, 24899,25014..25017,25028..25029,25034,25149..25152,25163..25164, 25169,25284..25287,25298..25299,25304,25419..25422,25433..25434, 25439,25554..25557,25568..25569,25574,25689..25692,25703..25704, 25709,25824..25827,25838..25839,25844,25959..25962,25973..25974, 25979,26094..26097,26108..26109,26114,26229..26232,26243..26244, 26249,26364..26367,26378..26379,26384,26499..26502,26513..26514, 26519,26634..26637,26648..26649,26654,26769..26772,26783..26784, 26789,26904..26907,26918..26919,26924,27039..27042,27053..27054, 27059,27174..27177,27188..27189,27194,27309..27312,27323..27324, 27329,27444..27447,27458..27459,27464,27579..27582,27593..27594, 27599,27714..27717,27728..27729,27734,27849..27852,27863..27864, 27869,27984..27987,27998..27999,28004,28119..28122,28133..28134, 28139,28254..28257,28268..28269,28274,28389..28392,28403..28404, 28409,28524..28527,28538..28539,28544,28659..28662,28673..28674, 28679,28794..28797,28808..28809,28814,28929..28932,28943..28944, 28949,29064..29067,29078..29079,29084,29199..29202,29213..29214, 29219,29334..29337,29348..29349,29354,29469..29472,29483..29484, 29489,29604..29607,29618..29619,29624,29739..29742,29753..29754, 29759,29874..29877,29888..29889,29894,30009..30012,30023..30024, 30029,30144..30147,30158..30159,30164,30279..30282,30293..30294, 30299,30414..30417,30428..30429,30434,30549..30552,30563..30564 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 3587,3592,3623,3628,3659,3664,3695,3700,3731,3736, 3767,3772,3803,3808,3839,3844,3959,3964,3995,4000, 4031,4036,4067,4072,4103,4108,4139,4144,4175,4180, 4211,4216,4247,4252,4283,4288,4319,4324,4355,4360, 4391,4396,4427,4432,4463,4468,4499,4504,4535,4540, 4571,4576,4607,4612,4643,4648,4679,4684,4715,4720, 4751,4756,4787,4792,4823,4828,4859,4864,4895,4900, 4931,4936,4967,4972,5003,5008,5039,5044,5075,5080, 5111,5116,5147,5152,5183,5188,5219,5224,5255,5260, 5291,5296,5327,5332,5363,5368,5399,5404,5435,5440, 5471,5476,5507,5512,5543,5548,5579,5584,5615,5620, 5651,5656,5687,5692,5723,5728,5759,5764,5795,5800, 5831,5836,5867,5872,5903,5908,5939,5944,5975,5980, 6011,6016,6047,6052,6083,6088,6119,6124,6155,6160, 6191,6196,6227,6232,6263,6268,6299,6304,6335,6340, 6371,6376,6407,6412,6443,6448,6479,6484,6515,6520, 6551,6556,6587,6592,6623,6628,6659,6664,6695,6700, 6731,6736,6767,6772,6803,6808,6839,6844,6875,6880, 6911,6916,6947,6952,6983,6988,7019,7024,7055,7060, 7091,7096,7127,7132,7163,7168,7199,7204,7235,7240, 7271,7276,7307,7312,7343,7348,7379,7384,7415,7420, 7451,7456,7487,7492,7523,7528,7559,7564,7595,7600, 7631,7636,7667,7672,7703,7708,7739,7744,7775,7780, 7811,7816,7847,7852,7883,7888,7919,7924,7955,7960 Group name: thoracic part of esophagus !#nodeset nodes Node group: 81..288 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 185,188,191..193,196..198,201..203,206..208, 211..213,216..218,221..704 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 139,143,147,151,155,159,163,166,169..552 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 41..136 Group name: transverse colon !#nodeset nodes Node group: 9556..11697 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 23560,23563,23566..23568,23571..23573,23576..23578,23581..23583, 23586..23588,23591..23593,23596..23598,23601..23603,23606..23608, 23611..23613,23616..23618,23621..23623,23626..23628,23631..23633, 23636..23638,23641..23643,23646..23648,23651..23653,23656..23658, 23661..23663,23666..23668,23671..23673,23676..23678,23681..23683, 23686..23688,23691..23693,23696..23698,23701..23703,23706..23710, 23712..23713,23715..23717,23719..29067 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 18957,18961,18965,18969,18973,18977,18981,18985,18989,18993, 18997,19001,19005,19009,19013,19017,19021,19025,19029,19033, 19037,19041,19045,19049,19053,19057,19061,19065,19069,19072, 19076,19079,19081,19084,19086,19088,19090..23544 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 4901..6088 Group name: ventral stomach !#nodeset nodes Node group: 1..5,9..13,17..21,25..29,33..37, 41..45,341..345,349..353,389..399,407..415, 423..431,439..447,455..463,471..479,487..494, 502..509,517..525,533..541,549..557,565..573, 581..589,597..605,613..621,629..637,645..653, 661..669,677..685,693..701,709..717,725..733 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..36,65..87,889,892,895..897,900..902, 905..907,910..911,929..972,1010..1052,1090..1132, 1170..1207,1243..1280,1316..1361,1401..1443,1481..1523, 1561..1603,1641..1683,1721..1763,1801..1810 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..21,41..57,691,695,699,703,721..753, 785..817,849..881,913..941,970..998,1027..1060, 1093..1125,1157..1189,1221..1253,1285..1317,1349..1381, 1413..1425 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..4,9..12,177..184,193..200,209..216, 225..231,239..245,253..260,269..276,285..292, 301..308,317..324,333..340,349..352