EX Version: 3 Region: / !#nodeset nodes Define node template: node1 Shape. Dimension=0 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. #Values=3 (value,d/ds1,d/ds2) y. #Values=3 (value,d/ds1,d/ds2) z. #Values=3 (value,d/ds1,d/ds2) Node template: node1 Node: 1 -8.749999999999999e-02 0.000000000000000e+00 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 0.000000000000000e+00 6.872006030410591e-02 0.000000000000000e+00 Node: 2 -6.187184335382290e-02 4.859242064458177e-02 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 6.187184335382293e-02 4.859242064458175e-02 0.000000000000000e+00 Node: 3 2.239774586935924e-17 6.872006030410591e-02 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 8.749999999999999e-02 -1.786927070748663e-17 0.000000000000000e+00 Node: 4 6.187184335382296e-02 4.859242064458171e-02 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 6.187184335382285e-02 -4.859242064458182e-02 0.000000000000000e+00 Node: 5 8.749999999999999e-02 -3.573854141497279e-17 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 -4.479549173871849e-17 -6.872006030410591e-02 0.000000000000000e+00 Node: 6 6.187184335382288e-02 -4.859242064458179e-02 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 -6.187184335382293e-02 -4.859242064458174e-02 0.000000000000000e+00 Node: 7 -3.943766199244881e-17 -6.872006030410591e-02 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 -8.749999999999999e-02 3.153065132054131e-17 0.000000000000000e+00 Node: 8 -6.187184335382297e-02 -4.859242064458172e-02 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 -6.187184335382284e-02 4.859242064458182e-02 0.000000000000000e+00 Node: 9 -1.750000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 0.000000000000000e+00 1.374401206082118e-01 0.000000000000000e+00 Node: 10 -1.237436867076458e-01 9.718484128916353e-02 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 1.237436867076459e-01 9.718484128916351e-02 0.000000000000000e+00 Node: 11 4.479549173871849e-17 1.374401206082118e-01 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 1.750000000000000e-01 -3.573854141497325e-17 0.000000000000000e+00 Node: 12 1.237436867076459e-01 9.718484128916342e-02 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 1.237436867076457e-01 -9.718484128916363e-02 0.000000000000000e+00 Node: 13 1.750000000000000e-01 -7.147708282994558e-17 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 -8.959098347743697e-17 -1.374401206082118e-01 0.000000000000000e+00 Node: 14 1.237436867076458e-01 -9.718484128916359e-02 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 -1.237436867076459e-01 -9.718484128916348e-02 0.000000000000000e+00 Node: 15 -7.887532398489761e-17 -1.374401206082118e-01 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 -1.750000000000000e-01 6.306130264108262e-17 0.000000000000000e+00 Node: 16 -1.237436867076459e-01 -9.718484128916344e-02 0.000000000000000e+00 -1.600000000000000e+01 0.000000000000000e+00 2.059336262969838e+00 -1.237436867076457e-01 9.718484128916365e-02 0.000000000000000e+00 Node: 17 -8.750000000000001e-02 0.000000000000000e+00 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 0.000000000000000e+00 6.872006030410591e-02 0.000000000000000e+00 Node: 18 -6.187184335382292e-02 4.859242064458176e-02 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 6.187184335382292e-02 4.859242064458176e-02 0.000000000000000e+00 Node: 19 2.239774586935924e-17 6.872006030410591e-02 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 8.750000000000001e-02 -1.786927070748663e-17 0.000000000000000e+00 Node: 20 6.187184335382297e-02 4.859242064458171e-02 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 6.187184335382286e-02 -4.859242064458181e-02 0.000000000000000e+00 Node: 21 8.750000000000001e-02 -3.573854141497300e-17 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 -4.479549173871849e-17 -6.872006030410591e-02 0.000000000000000e+00 Node: 22 6.187184335382289e-02 -4.859242064458179e-02 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 -6.187184335382295e-02 -4.859242064458175e-02 0.000000000000000e+00 Node: 23 -3.943766199244881e-17 -6.872006030410591e-02 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 -8.750000000000001e-02 3.153065132054146e-17 0.000000000000000e+00 Node: 24 -6.187184335382297e-02 -4.859242064458171e-02 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 -6.187184335382285e-02 4.859242064458181e-02 0.000000000000000e+00 Node: 25 -1.750000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 0.000000000000000e+00 1.374401206082118e-01 0.000000000000000e+00 Node: 26 -1.237436867076458e-01 9.718484128916352e-02 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 1.237436867076458e-01 9.718484128916352e-02 0.000000000000000e+00 Node: 27 4.479549173871848e-17 1.374401206082118e-01 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 1.750000000000000e-01 -3.573854141497326e-17 0.000000000000000e+00 Node: 28 1.237436867076459e-01 9.718484128916342e-02 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 1.237436867076457e-01 -9.718484128916362e-02 0.000000000000000e+00 Node: 29 1.750000000000000e-01 -7.147708282994600e-17 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 -8.959098347743697e-17 -1.374401206082118e-01 0.000000000000000e+00 Node: 30 1.237436867076458e-01 -9.718484128916359e-02 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 -1.237436867076459e-01 -9.718484128916349e-02 0.000000000000000e+00 Node: 31 -7.887532398489762e-17 -1.374401206082118e-01 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 -1.750000000000000e-01 6.306130264108291e-17 0.000000000000000e+00 Node: 32 -1.237436867076459e-01 -9.718484128916342e-02 0.000000000000000e+00 -1.394066373703016e+01 0.000000000000000e+00 2.059336262969838e+00 -1.237436867076457e-01 9.718484128916362e-02 0.000000000000000e+00 Node: 33 -8.749999999999999e-02 0.000000000000000e+00 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 0.000000000000000e+00 6.872006030410591e-02 0.000000000000000e+00 Node: 34 -6.187184335382290e-02 4.859242064458177e-02 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 6.187184335382293e-02 4.859242064458175e-02 0.000000000000000e+00 Node: 35 2.239774586935924e-17 6.872006030410591e-02 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 8.749999999999999e-02 -1.786927070748663e-17 0.000000000000000e+00 Node: 36 6.187184335382296e-02 4.859242064458171e-02 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 6.187184335382285e-02 -4.859242064458182e-02 0.000000000000000e+00 Node: 37 8.749999999999999e-02 -3.573854141497279e-17 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 -4.479549173871849e-17 -6.872006030410591e-02 0.000000000000000e+00 Node: 38 6.187184335382288e-02 -4.859242064458179e-02 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 -6.187184335382293e-02 -4.859242064458174e-02 0.000000000000000e+00 Node: 39 -3.943766199244881e-17 -6.872006030410591e-02 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 -8.749999999999999e-02 3.153065132054131e-17 0.000000000000000e+00 Node: 40 -6.187184335382297e-02 -4.859242064458172e-02 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 -6.187184335382284e-02 4.859242064458182e-02 0.000000000000000e+00 Node: 41 -1.750000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 0.000000000000000e+00 1.374401206082118e-01 0.000000000000000e+00 Node: 42 -1.237436867076458e-01 9.718484128916353e-02 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 1.237436867076459e-01 9.718484128916351e-02 0.000000000000000e+00 Node: 43 4.479549173871849e-17 1.374401206082118e-01 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 1.750000000000000e-01 -3.573854141497325e-17 0.000000000000000e+00 Node: 44 1.237436867076459e-01 9.718484128916342e-02 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 1.237436867076457e-01 -9.718484128916363e-02 0.000000000000000e+00 Node: 45 1.750000000000000e-01 -7.147708282994558e-17 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 -8.959098347743697e-17 -1.374401206082118e-01 0.000000000000000e+00 Node: 46 1.237436867076458e-01 -9.718484128916359e-02 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 -1.237436867076459e-01 -9.718484128916348e-02 0.000000000000000e+00 Node: 47 -7.887532398489761e-17 -1.374401206082118e-01 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 -1.750000000000000e-01 6.306130264108262e-17 0.000000000000000e+00 Node: 48 -1.237436867076459e-01 -9.718484128916344e-02 0.000000000000000e+00 -1.188132747406032e+01 0.000000000000000e+00 2.059336262969838e+00 -1.237436867076457e-01 9.718484128916365e-02 0.000000000000000e+00 Node: 49 -8.749999999999999e-02 0.000000000000000e+00 0.000000000000000e+00 -9.821991211090486e+00 0.000000000000000e+00 2.059336262969838e+00 0.000000000000000e+00 6.872006030410591e-02 0.000000000000000e+00 Node: 50 -6.187184335382290e-02 4.859242064458177e-02 0.000000000000000e+00 -9.821991211090486e+00 0.000000000000000e+00 2.059336262969838e+00 6.187184335382293e-02 4.859242064458175e-02 0.000000000000000e+00 Node: 51 2.239774586935924e-17 6.872006030410591e-02 0.000000000000000e+00 -9.821991211090486e+00 0.000000000000000e+00 2.059336262969838e+00 8.749999999999999e-02 -1.786927070748663e-17 0.000000000000000e+00 Node: 52 6.187184335382296e-02 4.859242064458171e-02 0.000000000000000e+00 -9.821991211090486e+00 0.000000000000000e+00 2.059336262969838e+00 6.187184335382285e-02 -4.859242064458182e-02 0.000000000000000e+00 Node: 53 8.749999999999999e-02 -3.573854141497279e-17 0.000000000000000e+00 -9.821991211090486e+00 0.000000000000000e+00 2.059336262969838e+00 -4.479549173871849e-17 -6.872006030410591e-02 0.000000000000000e+00 Node: 54 6.187184335382288e-02 -4.859242064458179e-02 0.000000000000000e+00 -9.821991211090486e+00 0.000000000000000e+00 2.059336262969838e+00 -6.187184335382293e-02 -4.859242064458174e-02 0.000000000000000e+00 Node: 55 -3.943766199244881e-17 -6.872006030410591e-02 0.000000000000000e+00 -9.821991211090486e+00 0.000000000000000e+00 2.059336262969838e+00 -8.749999999999999e-02 3.153065132054131e-17 0.000000000000000e+00 Node: 56 -6.187184335382297e-02 -4.859242064458172e-02 0.000000000000000e+00 -9.821991211090486e+00 0.000000000000000e+00 2.059336262969838e+00 -6.187184335382284e-02 4.859242064458182e-02 0.000000000000000e+00 Node: 57 -1.750000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 -9.821991211090486e+00 0.000000000000000e+00 2.059336262969838e+00 0.000000000000000e+00 1.374401206082118e-01 0.000000000000000e+00 Node: 58 -1.237436867076458e-01 9.718484128916353e-02 0.000000000000000e+00 -9.821991211090486e+00 0.000000000000000e+00 2.059336262969838e+00 1.237436867076459e-01 9.718484128916351e-02 0.000000000000000e+00 Node: 59 4.479549173871849e-17 1.374401206082118e-01 0.000000000000000e+00 -9.821991211090486e+00 0.000000000000000e+00 2.059336262969838e+00 1.750000000000000e-01 -3.573854141497325e-17 0.000000000000000e+00 Node: 60 1.237436867076459e-01 9.718484128916342e-02 0.000000000000000e+00 -9.821991211090486e+00 0.000000000000000e+00 2.059336262969838e+00 1.237436867076457e-01 -9.718484128916363e-02 0.000000000000000e+00 Node: 61 1.750000000000000e-01 -7.147708282994558e-17 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Node: 66 -6.187184335382290e-02 4.854502810894935e-02 0.000000000000000e+00 -7.779178075325277e+00 1.548377813474089e-02 1.977971954365890e+00 6.187184335382293e-02 4.854502810894934e-02 0.000000000000000e+00 Node: 67 2.239774586935924e-17 7.094099705118945e-02 0.000000000000000e+00 -7.762654948120722e+00 7.366455405535380e-14 2.059336262969472e+00 8.749999999999999e-02 -1.844678067738777e-17 0.000000000000000e+00 Node: 68 6.187184335382296e-02 4.854502810894538e-02 0.000000000000000e+00 -7.779178075325142e+00 -1.548377813474194e-02 1.977971954366561e+00 6.187184335382285e-02 -4.854502810894549e-02 0.000000000000000e+00 Node: 69 8.749999999999999e-02 -3.630741554181633e-17 0.000000000000000e+00 -7.790605535668223e+00 -8.890112371275709e-14 1.921700075659882e+00 -4.479549173871849e-17 -6.981392319706005e-02 0.000000000000000e+00 Node: 70 6.187184335382288e-02 -4.854502810895134e-02 0.000000000000000e+00 -7.779178075325303e+00 1.548377813478076e-02 1.977971954365754e+00 -6.187184335382293e-02 -4.854502810895130e-02 0.000000000000000e+00 Node: 71 -3.943766199244881e-17 -7.094099705121543e-02 0.000000000000000e+00 -7.762654948120649e+00 7.411804574791310e-14 2.059336262969838e+00 -8.749999999999999e-02 3.254967810643459e-17 0.000000000000000e+00 Node: 72 -6.187184335382297e-02 -4.854502810894727e-02 0.000000000000000e+00 -7.779178075325166e+00 -1.548377813478180e-02 1.977971954366427e+00 -6.187184335382284e-02 4.854502810894738e-02 0.000000000000000e+00 Node: 73 -1.750000000000000e-01 0.000000000000000e+00 0.000000000000000e+00 -7.809715781120668e+00 -4.681919202111855e-14 1.827596103134982e+00 0.000000000000000e+00 1.376430578792530e-01 0.000000000000000e+00 Node: 74 -1.237436867076458e-01 9.721518944325373e-02 0.000000000000000e+00 -7.802311845887546e+00 1.468943647390139e-02 1.864055065396222e+00 1.237436867076459e-01 9.721518944325371e-02 0.000000000000000e+00 Node: 75 4.479549173871849e-17 1.388880663067651e-01 0.000000000000000e+00 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-5.692897681463315e-02 7.888248666845165e-01 -1.931318110771728e-01 1.867627897493475e-01 6.582761704298171e-02 -7.250989663929536e+00 -2.072045302775918e-02 -1.930040372705651e+00 Node: 670 1.947784318695133e+01 9.888028341974486e-17 7.931283161269816e-01 3.292785724299982e-16 1.963430294403029e-01 -1.122377086092906e-16 -7.261457245472859e+00 3.598947992059681e-17 -1.929648870049593e+00 Node: 671 1.950660263088404e+01 5.692897682058762e-02 7.888248666835976e-01 1.931318110973185e-01 1.867627897472924e-01 -6.582761704984828e-02 -7.250989663927301e+00 2.072045302992454e-02 -1.930040372705734e+00 Node: 672 1.959003670021619e+01 1.084111300533012e-01 7.763399783407032e-01 3.673452121935920e-01 1.588730462791875e-01 -1.252074460276800e-01 -7.220622146166695e+00 3.945842440256524e-02 -1.931176174813365e+00 Node: 673 1.971995948978157e+01 1.492918292345048e-01 7.568985032246559e-01 5.056061569817694e-01 1.153687148856015e-01 -1.723331031572439e-01 -7.173334118012065e+00 5.433778206051384e-02 -1.932944846491139e+00 Node: 674 1.988366653723428e+01 1.754996153648517e-01 7.324016253508326e-01 5.943948390245728e-01 6.058255173592985e-02 -2.025961651835596e-01 -7.113749625599673e+00 6.387663611797405e-02 -1.935173429138840e+00 Define node template: node2 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: node2 Node: 675 41 0.000000000000000e+00 4.294231922683848e-21 1.000000000000000e+00 "junction of left round ligament with uterus" Node: 676 52 1.000000000000000e+00 0.000000000000000e+00 1.000000000000000e+00 "junction of right round ligament with uterus" Node: 677 231 0.000000000000000e+00 0.000000000000000e+00 1.000000000000000e+00 "junction of left uterosacral ligament with uterus" Node: 678 221 0.000000000000000e+00 0.000000000000000e+00 1.000000000000000e+00 "junction of right uterosacral ligament with uterus" !#mesh mesh1d, dimension=1, nodeset=nodes Define element template: element1 Shape. Dimension=1, line #Scale factor sets=0 #Nodes=0 #Fields=0 Element template: element1 Element: 1 Element: 2 Element: 3 Element: 4 Element: 5 Element: 6 Element: 7 Element: 8 Element: 9 Element: 10 Element: 11 Element: 12 Element: 13 Element: 14 Element: 15 Element: 16 Element: 17 Element: 18 Element: 19 Element: 20 Element: 21 Element: 22 Element: 23 Element: 24 Element: 25 Element: 26 Element: 27 Element: 28 Element: 29 Element: 30 Element: 31 Element: 32 Element: 33 Element: 34 Element: 35 Element: 36 Element: 37 Element: 38 Element: 39 Element: 40 Element: 41 Element: 42 Element: 43 Element: 44 Element: 45 Element: 46 Element: 47 Element: 48 Element: 49 Element: 50 Element: 51 Element: 52 Element: 53 Element: 54 Element: 55 Element: 56 Element: 57 Element: 58 Element: 59 Element: 60 Element: 61 Element: 62 Element: 63 Element: 64 Element: 65 Element: 66 Element: 67 Element: 68 Element: 69 Element: 70 Element: 71 Element: 72 Element: 73 Element: 74 Element: 75 Element: 76 Element: 77 Element: 78 Element: 79 Element: 80 Element: 81 Element: 82 Element: 83 Element: 84 Element: 85 Element: 86 Element: 87 Element: 88 Element: 89 Element: 90 Element: 91 Element: 92 Element: 93 Element: 94 Element: 95 Element: 96 Element: 97 Element: 98 Element: 99 Element: 100 Element: 101 Element: 102 Element: 103 Element: 104 Element: 105 Element: 106 Element: 107 Element: 108 Element: 109 Element: 110 Element: 111 Element: 112 Element: 113 Element: 114 Element: 115 Element: 116 Element: 117 Element: 118 Element: 119 Element: 120 Element: 121 Element: 122 Element: 123 Element: 124 Element: 125 Element: 126 Element: 127 Element: 128 Element: 129 Element: 130 Element: 131 Element: 132 Element: 133 Element: 134 Element: 135 Element: 136 Element: 137 Element: 138 Element: 139 Element: 140 Element: 141 Element: 142 Element: 143 Element: 144 Element: 145 Element: 146 Element: 147 Element: 148 Element: 149 Element: 150 Element: 151 Element: 152 Element: 153 Element: 154 Element: 155 Element: 156 Element: 157 Element: 158 Element: 159 Element: 160 Element: 161 Element: 162 Element: 163 Element: 164 Element: 165 Element: 166 Element: 167 Element: 168 Element: 169 Element: 170 Element: 171 Element: 172 Element: 173 Element: 174 Element: 175 Element: 176 Element: 177 Element: 178 Element: 179 Element: 180 Element: 181 Element: 182 Element: 183 Element: 184 Element: 185 Element: 186 Element: 187 Element: 188 Element: 189 Element: 190 Element: 191 Element: 192 Element: 193 Element: 194 Element: 195 Element: 196 Element: 197 Element: 198 Element: 199 Element: 200 Element: 201 Element: 202 Element: 203 Element: 204 Element: 205 Element: 206 Element: 207 Element: 208 Element: 209 Element: 210 Element: 211 Element: 212 Element: 213 Element: 214 Element: 215 Element: 216 Element: 217 Element: 218 Element: 219 Element: 220 Element: 221 Element: 222 Element: 223 Element: 224 Element: 225 Element: 226 Element: 227 Element: 228 Element: 229 Element: 230 Element: 231 Element: 232 Element: 233 Element: 234 Element: 235 Element: 236 Element: 237 Element: 238 Element: 239 Element: 240 Element: 241 Element: 242 Element: 243 Element: 244 Element: 245 Element: 246 Element: 247 Element: 248 Element: 249 Element: 250 Element: 251 Element: 252 Element: 253 Element: 254 Element: 255 Element: 256 Element: 257 Element: 258 Element: 259 Element: 260 Element: 261 Element: 262 Element: 263 Element: 264 Element: 265 Element: 266 Element: 267 Element: 268 Element: 269 Element: 270 Element: 271 Element: 272 Element: 273 Element: 274 Element: 275 Element: 276 Element: 277 Element: 278 Element: 279 Element: 280 Element: 281 Element: 282 Element: 283 Element: 284 Element: 285 Element: 286 Element: 287 Element: 288 Element: 289 Element: 290 Element: 291 Element: 292 Element: 293 Element: 294 Element: 295 Element: 296 Element: 297 Element: 298 Element: 299 Element: 300 Element: 301 Element: 302 Element: 303 Element: 304 Element: 305 Element: 306 Element: 307 Element: 308 Element: 309 Element: 310 Element: 311 Element: 312 Element: 313 Element: 314 Element: 315 Element: 316 Element: 317 Element: 318 Element: 319 Element: 320 Element: 321 Element: 322 Element: 323 Element: 324 Element: 325 Element: 326 Element: 327 Element: 328 Element: 329 Element: 330 Element: 331 Element: 332 Element: 333 Element: 334 Element: 335 Element: 336 Element: 337 Element: 338 Element: 339 Element: 340 Element: 341 Element: 342 Element: 343 Element: 344 Element: 345 Element: 346 Element: 347 Element: 348 Element: 349 Element: 350 Element: 351 Element: 352 Element: 353 Element: 354 Element: 355 Element: 356 Element: 357 Element: 358 Element: 359 Element: 360 Element: 361 Element: 362 Element: 363 Element: 364 Element: 365 Element: 366 Element: 367 Element: 368 Element: 369 Element: 370 Element: 371 Element: 372 Element: 373 Element: 374 Element: 375 Element: 376 Element: 377 Element: 378 Element: 379 Element: 380 Element: 381 Element: 382 Element: 383 Element: 384 Element: 385 Element: 386 Element: 387 Element: 388 Element: 389 Element: 390 Element: 391 Element: 392 Element: 393 Element: 394 Element: 395 Element: 396 Element: 397 Element: 398 Element: 399 Element: 400 Element: 401 Element: 402 Element: 403 Element: 404 Element: 405 Element: 406 Element: 407 Element: 408 Element: 409 Element: 410 Element: 411 Element: 412 Element: 413 Element: 414 Element: 415 Element: 416 Element: 417 Element: 418 Element: 419 Element: 420 Element: 421 Element: 422 Element: 423 Element: 424 Element: 425 Element: 426 Element: 427 Element: 428 Element: 429 Element: 430 Element: 431 Element: 432 Element: 433 Element: 434 Element: 435 Element: 436 Element: 437 Element: 438 Element: 439 Element: 440 Element: 441 Element: 442 Element: 443 Element: 444 Element: 445 Element: 446 Element: 447 Element: 448 Element: 449 Element: 450 Element: 451 Element: 452 Element: 453 Element: 454 Element: 455 Element: 456 Element: 457 Element: 458 Element: 459 Element: 460 Element: 461 Element: 462 Element: 463 Element: 464 Element: 465 Element: 466 Element: 467 Element: 468 Element: 469 Element: 470 Element: 471 Element: 472 Element: 473 Element: 474 Element: 475 Element: 476 Element: 477 Element: 478 Element: 479 Element: 480 Element: 481 Element: 482 Element: 483 Element: 484 Element: 485 Element: 486 Element: 487 Element: 488 Element: 489 Element: 490 Element: 491 Element: 492 Element: 493 Element: 494 Element: 495 Element: 496 Element: 497 Element: 498 Element: 499 Element: 500 Element: 501 Element: 502 Element: 503 Element: 504 Element: 505 Element: 506 Element: 507 Element: 508 Element: 509 Element: 510 Element: 511 Element: 512 Element: 513 Element: 514 Element: 515 Element: 516 Element: 517 Element: 518 Element: 519 Element: 520 Element: 521 Element: 522 Element: 523 Element: 524 Element: 525 Element: 526 Element: 527 Element: 528 Element: 529 Element: 530 Element: 531 Element: 532 Element: 533 Element: 534 Element: 535 Element: 536 Element: 537 Element: 538 Element: 539 Element: 540 Element: 541 Element: 542 Element: 543 Element: 544 Element: 545 Element: 546 Element: 547 Element: 548 Element: 549 Element: 550 Element: 551 Element: 552 Element: 553 Element: 554 Element: 555 Element: 556 Element: 557 Element: 558 Element: 559 Element: 560 Element: 561 Element: 562 Element: 563 Element: 564 Element: 565 Element: 566 Element: 567 Element: 568 Element: 569 Element: 570 Element: 571 Element: 572 Element: 573 Element: 574 Element: 575 Element: 576 Element: 577 Element: 578 Element: 579 Element: 580 Element: 581 Element: 582 Element: 583 Element: 584 Element: 585 Element: 586 Element: 587 Element: 588 Element: 589 Element: 590 Element: 591 Element: 592 Element: 593 Element: 594 Element: 595 Element: 596 Element: 597 Element: 598 Element: 599 Element: 600 Element: 601 Element: 602 Element: 603 Element: 604 Element: 605 Element: 606 Element: 607 Element: 608 Element: 609 Element: 610 Element: 611 Element: 612 Element: 613 Element: 614 Element: 615 Element: 616 Element: 617 Element: 618 Element: 619 Element: 620 Element: 621 Element: 622 Element: 623 Element: 624 Element: 625 Element: 626 Element: 627 Element: 628 Element: 629 Element: 630 Element: 631 Element: 632 Element: 633 Element: 634 Element: 635 Element: 636 Element: 637 Element: 638 Element: 639 Element: 640 Element: 641 Element: 642 Element: 643 Element: 644 Element: 645 Element: 646 Element: 647 Element: 648 Element: 649 Element: 650 Element: 651 Element: 652 Element: 653 Element: 654 Element: 655 Element: 656 Element: 657 Element: 658 Element: 659 Element: 660 Element: 661 Element: 662 Element: 663 Element: 664 Element: 665 Element: 666 Element: 667 Element: 668 Element: 669 Element: 670 Element: 671 Element: 672 Element: 673 Element: 674 Element: 675 Element: 676 Element: 677 Element: 678 Element: 679 Element: 680 Element: 681 Element: 682 Element: 683 Element: 684 Element: 685 Element: 686 Element: 687 Element: 688 Element: 689 Element: 690 Element: 691 Element: 692 Element: 693 Element: 694 Element: 695 Element: 696 Element: 697 Element: 698 Element: 699 Element: 700 Element: 701 Element: 702 Element: 703 Element: 704 Element: 705 Element: 706 Element: 707 Element: 708 Element: 709 Element: 710 Element: 711 Element: 712 Element: 713 Element: 714 Element: 715 Element: 716 Element: 717 Element: 718 Element: 719 Element: 720 Element: 721 Element: 722 Element: 723 Element: 724 Element: 725 Element: 726 Element: 727 Element: 728 Element: 729 Element: 730 Element: 731 Element: 732 Element: 733 Element: 734 Element: 735 Element: 736 Element: 737 Element: 738 Element: 739 Element: 740 Element: 741 Element: 742 Element: 743 Element: 744 Element: 745 Element: 746 Element: 747 Element: 748 Element: 749 Element: 750 Element: 751 Element: 752 Element: 753 Element: 754 Element: 755 Element: 756 Element: 757 Element: 758 Element: 759 Element: 760 Element: 761 Element: 762 Element: 763 Element: 764 Element: 765 Element: 766 Element: 767 Element: 768 Element: 769 Element: 770 Element: 771 Element: 772 Element: 773 Element: 774 Element: 775 Element: 776 Element: 777 Element: 778 Element: 779 Element: 780 Element: 781 Element: 782 Element: 783 Element: 784 Element: 785 Element: 786 Element: 787 Element: 788 Element: 789 Element: 790 Element: 791 Element: 792 Element: 793 Element: 794 Element: 795 Element: 796 Element: 797 Element: 798 Element: 799 Element: 800 Element: 801 Element: 802 Element: 803 Element: 804 Element: 805 Element: 806 Element: 807 Element: 808 Element: 809 Element: 810 Element: 811 Element: 812 Element: 813 Element: 814 Element: 815 Element: 816 Element: 817 Element: 818 Element: 819 Element: 820 Element: 821 Element: 822 Element: 823 Element: 824 Element: 825 Element: 826 Element: 827 Element: 828 Element: 829 Element: 830 Element: 831 Element: 832 Element: 833 Element: 834 Element: 835 Element: 836 Element: 837 Element: 838 Element: 839 Element: 840 Element: 841 Element: 842 Element: 843 Element: 844 Element: 845 Element: 846 Element: 847 Element: 848 Element: 849 Element: 850 Element: 851 Element: 852 Element: 853 Element: 854 Element: 855 Element: 856 Element: 857 Element: 858 Element: 859 Element: 860 Element: 861 Element: 862 Element: 863 Element: 864 Element: 865 Element: 866 Element: 867 Element: 868 Element: 869 Element: 870 Element: 871 Element: 872 Element: 873 Element: 874 Element: 875 Element: 876 Element: 877 Element: 878 Element: 879 Element: 880 Element: 881 Element: 882 Element: 883 Element: 884 Element: 885 Element: 886 Element: 887 Element: 888 Element: 889 Element: 890 Element: 891 Element: 892 Element: 893 Element: 894 Element: 895 Element: 896 Element: 897 Element: 898 Element: 899 Element: 900 Element: 901 Element: 902 Element: 903 Element: 904 Element: 905 Element: 906 Element: 907 Element: 908 Element: 909 Element: 910 Element: 911 Element: 912 Element: 913 Element: 914 Element: 915 Element: 916 Element: 917 Element: 918 Element: 919 Element: 920 Element: 921 Element: 922 Element: 923 Element: 924 Element: 925 Element: 926 Element: 927 Element: 928 Element: 929 Element: 930 Element: 931 Element: 932 Element: 933 Element: 934 Element: 935 Element: 936 Element: 937 Element: 938 Element: 939 Element: 940 Element: 941 Element: 942 Element: 943 Element: 944 Element: 945 Element: 946 Element: 947 Element: 948 Element: 949 Element: 950 Element: 951 Element: 952 Element: 953 Element: 954 Element: 955 Element: 956 Element: 957 Element: 958 Element: 959 Element: 960 Element: 961 Element: 962 Element: 963 Element: 964 Element: 965 Element: 966 Element: 967 Element: 968 Element: 969 Element: 970 Element: 971 Element: 972 Element: 973 Element: 974 Element: 975 Element: 976 Element: 977 Element: 978 Element: 979 Element: 980 Element: 981 Element: 982 Element: 983 Element: 984 Element: 985 Element: 986 Element: 987 Element: 988 Element: 989 Element: 990 Element: 991 Element: 992 Element: 993 Element: 994 Element: 995 Element: 996 Element: 997 Element: 998 Element: 999 Element: 1000 Element: 1001 Element: 1002 Element: 1003 Element: 1004 Element: 1005 Element: 1006 Element: 1007 Element: 1008 Element: 1009 Element: 1010 Element: 1011 Element: 1012 Element: 1013 Element: 1014 Element: 1015 Element: 1016 Element: 1017 Element: 1018 Element: 1019 Element: 1020 Element: 1021 Element: 1022 Element: 1023 Element: 1024 Element: 1025 Element: 1026 Element: 1027 Element: 1028 Element: 1029 Element: 1030 Element: 1031 Element: 1032 Element: 1033 Element: 1034 Element: 1035 Element: 1036 Element: 1037 Element: 1038 Element: 1039 Element: 1040 Element: 1041 Element: 1042 Element: 1043 Element: 1044 Element: 1045 Element: 1046 Element: 1047 Element: 1048 Element: 1049 Element: 1050 Element: 1051 Element: 1052 Element: 1053 Element: 1054 Element: 1055 Element: 1056 Element: 1057 Element: 1058 Element: 1059 Element: 1060 Element: 1061 Element: 1062 Element: 1063 Element: 1064 Element: 1065 Element: 1066 Element: 1067 Element: 1068 Element: 1069 Element: 1070 Element: 1071 Element: 1072 Element: 1073 Element: 1074 Element: 1075 Element: 1076 Element: 1077 Element: 1078 Element: 1079 Element: 1080 Element: 1081 Element: 1082 Element: 1083 Element: 1084 Element: 1085 Element: 1086 Element: 1087 Element: 1088 Element: 1089 Element: 1090 Element: 1091 Element: 1092 Element: 1093 Element: 1094 Element: 1095 Element: 1096 Element: 1097 Element: 1098 Element: 1099 Element: 1100 Element: 1101 Element: 1102 Element: 1103 Element: 1104 Element: 1105 Element: 1106 Element: 1107 Element: 1108 Element: 1109 Element: 1110 Element: 1111 Element: 1112 Element: 1113 Element: 1114 Element: 1115 Element: 1116 Element: 1117 Element: 1118 Element: 1119 Element: 1120 Element: 1121 Element: 1122 Element: 1123 Element: 1124 Element: 1125 Element: 1126 Element: 1127 Element: 1128 Element: 1129 Element: 1130 Element: 1131 Element: 1132 Element: 1133 Element: 1134 Element: 1135 Element: 1136 Element: 1137 Element: 1138 Element: 1139 Element: 1140 Element: 1141 Element: 1142 Element: 1143 Element: 1144 Element: 1145 Element: 1146 Element: 1147 Element: 1148 Element: 1149 Element: 1150 Element: 1151 Element: 1152 Element: 1153 Element: 1154 Element: 1155 Element: 1156 Element: 1157 Element: 1158 Element: 1159 Element: 1160 Element: 1161 Element: 1162 Element: 1163 Element: 1164 Element: 1165 Element: 1166 Element: 1167 Element: 1168 Element: 1169 Element: 1170 Element: 1171 Element: 1172 Element: 1173 Element: 1174 Element: 1175 Element: 1176 Element: 1177 Element: 1178 Element: 1179 Element: 1180 Element: 1181 Element: 1182 Element: 1183 Element: 1184 Element: 1185 Element: 1186 Element: 1187 Element: 1188 Element: 1189 Element: 1190 Element: 1191 Element: 1192 Element: 1193 Element: 1194 Element: 1195 Element: 1196 Element: 1197 Element: 1198 Element: 1199 Element: 1200 Element: 1201 Element: 1202 Element: 1203 Element: 1204 Element: 1205 Element: 1206 Element: 1207 Element: 1208 Element: 1209 Element: 1210 Element: 1211 Element: 1212 Element: 1213 Element: 1214 Element: 1215 Element: 1216 Element: 1217 Element: 1218 Element: 1219 Element: 1220 Element: 1221 Element: 1222 Element: 1223 Element: 1224 Element: 1225 Element: 1226 Element: 1227 Element: 1228 Element: 1229 Element: 1230 Element: 1231 Element: 1232 Element: 1233 Element: 1234 Element: 1235 Element: 1236 Element: 1237 Element: 1238 Element: 1239 Element: 1240 Element: 1241 Element: 1242 Element: 1243 Element: 1244 Element: 1245 Element: 1246 Element: 1247 Element: 1248 Element: 1249 Element: 1250 Element: 1251 Element: 1252 Element: 1253 Element: 1254 Element: 1255 Element: 1256 Element: 1257 Element: 1258 Element: 1259 Element: 1260 Element: 1261 Element: 1262 Element: 1263 Element: 1264 Element: 1265 Element: 1266 Element: 1267 Element: 1268 Element: 1269 Element: 1270 Element: 1271 Element: 1272 Element: 1273 Element: 1274 Element: 1275 Element: 1276 Element: 1277 Element: 1278 Element: 1279 Element: 1280 Element: 1281 Element: 1282 Element: 1283 Element: 1284 Element: 1285 Element: 1286 Element: 1287 Element: 1288 Element: 1289 Element: 1290 Element: 1291 Element: 1292 Element: 1293 Element: 1294 Element: 1295 Element: 1296 Element: 1297 Element: 1298 Element: 1299 Element: 1300 Element: 1301 Element: 1302 Element: 1303 Element: 1304 Element: 1305 Element: 1306 Element: 1307 Element: 1308 Element: 1309 Element: 1310 Element: 1311 Element: 1312 Element: 1313 Element: 1314 Element: 1315 Element: 1316 Element: 1317 Element: 1318 Element: 1319 Element: 1320 Element: 1321 Element: 1322 Element: 1323 Element: 1324 Element: 1325 Element: 1326 Element: 1327 Element: 1328 Element: 1329 Element: 1330 Element: 1331 Element: 1332 Element: 1333 Element: 1334 Element: 1335 Element: 1336 Element: 1337 Element: 1338 Element: 1339 Element: 1340 Element: 1341 Element: 1342 Element: 1343 Element: 1344 Element: 1345 Element: 1346 Element: 1347 Element: 1348 Element: 1349 Element: 1350 Element: 1351 Element: 1352 Element: 1353 Element: 1354 Element: 1355 Element: 1356 Element: 1357 Element: 1358 Element: 1359 Element: 1360 Element: 1361 Element: 1362 Element: 1363 Element: 1364 Element: 1365 Element: 1366 Element: 1367 Element: 1368 Element: 1369 Element: 1370 Element: 1371 Element: 1372 Element: 1373 Element: 1374 Element: 1375 Element: 1376 Element: 1377 Element: 1378 Element: 1379 Element: 1380 Element: 1381 Element: 1382 Element: 1383 Element: 1384 Element: 1385 Element: 1386 Element: 1387 Element: 1388 Element: 1389 Element: 1390 Element: 1391 Element: 1392 Element: 1393 Element: 1394 Element: 1395 Element: 1396 Element: 1397 Element: 1398 Element: 1399 Element: 1400 Element: 1401 Element: 1402 Element: 1403 Element: 1404 Element: 1405 Element: 1406 Element: 1407 Element: 1408 Element: 1409 Element: 1410 Element: 1411 Element: 1412 Element: 1413 Element: 1414 Element: 1415 Element: 1416 Element: 1417 Element: 1418 Element: 1419 Element: 1420 Element: 1421 Element: 1422 Element: 1423 Element: 1424 Element: 1425 Element: 1426 Element: 1427 Element: 1428 Element: 1429 Element: 1430 Element: 1431 Element: 1432 Element: 1433 Element: 1434 Element: 1435 Element: 1436 Element: 1437 Element: 1438 Element: 1439 Element: 1440 Element: 1441 Element: 1442 Element: 1443 Element: 1444 Element: 1445 Element: 1446 Element: 1447 Element: 1448 Element: 1449 Element: 1450 Element: 1451 Element: 1452 Element: 1453 Element: 1454 Element: 1455 Element: 1456 Element: 1457 Element: 1458 Element: 1459 Element: 1460 Element: 1461 Element: 1462 Element: 1463 Element: 1464 Element: 1465 Element: 1466 Element: 1467 Element: 1468 Element: 1469 Element: 1470 Element: 1471 Element: 1472 Element: 1473 Element: 1474 Element: 1475 Element: 1476 Element: 1477 Element: 1478 Element: 1479 Element: 1480 Element: 1481 Element: 1482 Element: 1483 Element: 1484 Element: 1485 Element: 1486 Element: 1487 Element: 1488 Element: 1489 Element: 1490 Element: 1491 Element: 1492 Element: 1493 Element: 1494 Element: 1495 Element: 1496 Element: 1497 Element: 1498 Element: 1499 Element: 1500 Element: 1501 Element: 1502 Element: 1503 Element: 1504 Element: 1505 Element: 1506 Element: 1507 Element: 1508 Element: 1509 Element: 1510 Element: 1511 Element: 1512 Element: 1513 Element: 1514 Element: 1515 Element: 1516 Element: 1517 Element: 1518 Element: 1519 Element: 1520 Element: 1521 Element: 1522 Element: 1523 Element: 1524 Element: 1525 Element: 1526 Element: 1527 Element: 1528 Element: 1529 Element: 1530 Element: 1531 Element: 1532 Element: 1533 Element: 1534 Element: 1535 Element: 1536 Element: 1537 Element: 1538 Element: 1539 Element: 1540 Element: 1541 Element: 1542 Element: 1543 Element: 1544 Element: 1545 Element: 1546 Element: 1547 Element: 1548 Element: 1549 Element: 1550 Element: 1551 Element: 1552 Element: 1553 Element: 1554 Element: 1555 Element: 1556 Element: 1557 Element: 1558 Element: 1559 Element: 1560 Element: 1561 Element: 1562 Element: 1563 Element: 1564 Element: 1565 Element: 1566 Element: 1567 Element: 1568 Element: 1569 Element: 1570 Element: 1571 Element: 1572 Element: 1573 Element: 1574 Element: 1575 Element: 1576 Element: 1577 Element: 1578 Element: 1579 Element: 1580 Element: 1581 Element: 1582 Element: 1583 Element: 1584 Element: 1585 Element: 1586 Element: 1587 Element: 1588 Element: 1589 Element: 1590 Element: 1591 Element: 1592 Element: 1593 Element: 1594 Element: 1595 Element: 1596 Element: 1597 Element: 1598 Element: 1599 Element: 1600 Element: 1601 Element: 1602 Element: 1603 Element: 1604 Element: 1605 Element: 1606 Element: 1607 Element: 1608 Element: 1609 Element: 1610 Element: 1611 Element: 1612 Element: 1613 Element: 1614 Element: 1615 Element: 1616 Element: 1617 Element: 1618 Element: 1619 Element: 1620 Element: 1621 Element: 1622 Element: 1623 Element: 1624 Element: 1625 Element: 1626 Element: 1627 Element: 1628 Element: 1629 Element: 1630 Element: 1631 Element: 1632 Element: 1633 Element: 1634 Element: 1635 Element: 1636 Element: 1637 Element: 1638 Element: 1639 Element: 1640 Element: 1641 Element: 1642 Element: 1643 Element: 1644 Element: 1645 Element: 1646 Element: 1647 Element: 1648 Element: 1649 Element: 1650 Element: 1651 Element: 1652 Element: 1653 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Define element template: element2 Shape. 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Dimension=3, line*line*line #Scale factor sets=0 #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 2. #Values=3 Value labels: value d/ds1 d/ds2 3. #Values=3 Value labels: value d/ds1 d/ds2 4. #Values=3 Value labels: value d/ds1 d/ds2 5. #Values=3 Value labels: value d/ds1 d/ds2 6. #Values=3 Value labels: value d/ds1 d/ds2 7. #Values=3 Value labels: value d/ds1 d/ds2 8. #Values=3 Value labels: value d/ds1 d/ds2 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 2. #Values=3 Value labels: value d/ds1 d/ds2 3. #Values=3 Value labels: value d/ds1 d/ds2 4. #Values=3 Value labels: value d/ds1 d/ds2 5. #Values=3 Value labels: value d/ds1 d/ds2 6. #Values=3 Value labels: value d/ds1 d/ds2 7. #Values=3 Value labels: value d/ds1 d/ds2 8. #Values=3 Value labels: value d/ds1 d/ds2 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 2. #Values=3 Value labels: value d/ds1 d/ds2 3. #Values=3 Value labels: value d/ds1 d/ds2 4. #Values=3 Value labels: value d/ds1 d/ds2 5. #Values=3 Value labels: value d/ds1 d/ds2 6. #Values=3 Value labels: value d/ds1 d/ds2 7. #Values=3 Value labels: value d/ds1 d/ds2 8. #Values=3 Value labels: value d/ds1 d/ds2 Element template: element3 Element: 1 Faces: 1 2 3 4 5 6 Nodes: 1 2 17 18 9 10 25 26 Element: 2 Faces: 2 7 8 9 10 11 Nodes: 2 3 18 19 10 11 26 27 Element: 3 Faces: 7 12 13 14 15 16 Nodes: 3 4 19 20 11 12 27 28 Element: 4 Faces: 12 17 18 19 20 21 Nodes: 4 5 20 21 12 13 28 29 Element: 5 Faces: 17 22 23 24 25 26 Nodes: 5 6 21 22 13 14 29 30 Element: 6 Faces: 22 27 28 29 30 31 Nodes: 6 7 22 23 14 15 30 31 Element: 7 Faces: 27 32 33 34 35 36 Nodes: 7 8 23 24 15 16 31 32 Element: 8 Faces: 32 1 37 38 39 40 Nodes: 8 1 24 17 16 9 32 25 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: 16 Faces: 66 41 38 70 71 72 Nodes: 24 17 40 33 32 25 48 41 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: 24 Faces: 98 73 70 102 103 104 Nodes: 40 33 56 49 48 41 64 57 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 52 67 68 59 60 75 76 Element: 28 Faces: 114 118 87 119 120 121 Nodes: 52 53 68 69 60 61 76 77 Element: 29 Faces: 118 122 91 123 124 125 Nodes: 53 54 69 70 61 62 77 78 Element: 30 Faces: 122 126 95 127 128 129 Nodes: 54 55 70 71 62 63 78 79 Element: 31 Faces: 126 130 99 131 132 133 Nodes: 55 56 71 72 63 64 79 80 Element: 32 Faces: 130 105 102 134 135 136 Nodes: 56 49 72 65 64 57 80 73 Element: 33 Faces: 137 138 107 139 140 141 Nodes: 65 66 81 82 73 74 89 90 Element: 34 Faces: 138 142 111 143 144 145 Nodes: 66 67 82 83 74 75 90 91 Element: 35 Faces: 142 146 115 147 148 149 Nodes: 67 68 83 84 75 76 91 92 Element: 36 Faces: 146 150 119 151 152 153 Nodes: 68 69 84 85 76 77 92 93 Element: 37 Faces: 150 154 123 155 156 157 Nodes: 69 70 85 86 77 78 93 94 Element: 38 Faces: 154 158 127 159 160 161 Nodes: 70 71 86 87 78 79 94 95 Element: 39 Faces: 158 162 131 163 164 165 Nodes: 71 72 87 88 79 80 95 96 Element: 40 Faces: 162 137 134 166 167 168 Nodes: 72 65 88 81 80 73 96 89 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 Define element template: element4 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 Element template: element4 Element: 46 Faces: 186 190 159 191 192 193 Nodes: 86 87 102 103 94 95 110 111 Scale factors: -1.000000000000000e+00 Define element template: element5 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 Element template: element5 Element: 47 Faces: 190 194 163 195 196 197 Nodes: 87 88 103 104 95 96 111 112 Scale factors: -1.000000000000000e+00 Element template: element3 Element: 48 Faces: 194 169 166 198 199 200 Nodes: 88 81 104 97 96 89 112 105 Element: 49 Faces: 201 202 203 204 205 206 Nodes: 113 114 129 130 121 122 137 138 Element template: element4 Element: 50 Faces: 202 207 208 209 210 211 Nodes: 114 115 130 131 122 123 138 139 Scale factors: -1.000000000000000e+00 Element template: element5 Element: 51 Faces: 207 212 213 214 215 216 Nodes: 115 116 131 132 123 124 139 140 Scale factors: -1.000000000000000e+00 Element template: element3 Element: 52 Faces: 212 217 218 219 220 221 Nodes: 116 117 132 133 124 125 140 141 Element: 53 Faces: 217 222 223 224 225 226 Nodes: 117 118 133 134 125 126 141 142 Element: 54 Faces: 222 227 228 229 230 231 Nodes: 118 119 134 135 126 127 142 143 Element: 55 Faces: 227 232 233 234 235 236 Nodes: 119 120 135 136 127 128 143 144 Element: 56 Faces: 232 201 237 238 239 240 Nodes: 120 113 136 129 128 121 144 137 Element: 57 Faces: 241 242 243 244 245 246 Nodes: 155 156 145 146 160 161 150 151 Element: 58 Faces: 242 247 248 249 250 251 Nodes: 156 157 146 147 161 162 151 152 Element: 59 Faces: 247 252 253 254 255 256 Nodes: 157 158 147 148 162 163 152 153 Element: 60 Faces: 252 257 258 259 260 261 Nodes: 158 159 148 149 163 164 153 154 Define element template: element6 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 Element template: element6 Element: 61 Faces: 262 263 258 264 265 266 Nodes: 159 158 165 166 164 163 170 171 Scale factors: -1.000000000000000e+00 Element: 62 Faces: 263 267 253 268 269 270 Nodes: 158 157 166 167 163 162 171 172 Scale factors: -1.000000000000000e+00 Element: 63 Faces: 267 271 248 272 273 274 Nodes: 157 156 167 168 162 161 172 173 Scale factors: -1.000000000000000e+00 Element: 64 Faces: 271 275 243 276 277 278 Nodes: 156 155 168 169 161 160 173 174 Scale factors: -1.000000000000000e+00 Define element template: element7 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 Element template: element7 Element: 65 Faces: 279 280 241 219 281 282 Nodes: 155 145 133 132 160 150 141 140 Scale factors: -1.000000000000000e+00 Define element template: element8 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 Element template: element8 Element: 66 Faces: 280 283 284 214 285 286 Nodes: 145 175 132 131 150 185 140 139 Scale factors: -1.000000000000000e+00 Element template: element3 Element: 67 Faces: 284 287 244 288 289 290 Nodes: 145 146 175 176 150 151 185 186 Element: 68 Faces: 287 291 249 292 293 294 Nodes: 146 147 176 177 151 152 186 187 Element: 69 Faces: 291 295 254 296 297 298 Nodes: 147 148 177 178 152 153 187 188 Element: 70 Faces: 295 299 259 300 301 302 Nodes: 148 149 178 179 153 154 188 189 Define element template: element9 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 Element template: element9 Element: 71 Faces: 299 175 303 304 305 306 Nodes: 149 98 179 99 154 106 189 107 Scale factors: -1.000000000000000e+00 Define element template: element10 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 Element template: element10 Element: 72 Faces: 303 307 257 171 308 309 Nodes: 149 159 98 97 154 164 106 105 Scale factors: -1.000000000000000e+00 Define element template: element11 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 Element template: element11 Element: 73 Faces: 307 310 262 198 311 312 Nodes: 159 165 97 104 164 170 105 112 Scale factors: -1.000000000000000e+00 Element template: element8 Element: 74 Faces: 310 313 314 195 315 316 Nodes: 165 180 104 103 170 190 112 111 Scale factors: -1.000000000000000e+00 Element template: element3 Element: 75 Faces: 314 317 264 318 319 320 Nodes: 165 166 180 181 170 171 190 191 Element: 76 Faces: 317 321 268 322 323 324 Nodes: 166 167 181 182 171 172 191 192 Element: 77 Faces: 321 325 272 326 327 328 Nodes: 167 168 182 183 172 173 192 193 Element: 78 Faces: 325 329 276 330 331 332 Nodes: 168 169 183 184 173 174 193 194 Element template: element9 Element: 79 Faces: 329 229 333 334 335 336 Nodes: 169 134 184 135 174 142 194 143 Scale factors: -1.000000000000000e+00 Element template: element11 Element: 80 Faces: 333 279 275 224 337 338 Nodes: 169 155 134 133 174 160 142 141 Scale factors: -1.000000000000000e+00 Element template: element3 Element: 81 Faces: 339 340 204 341 342 343 Nodes: 129 130 195 196 137 138 215 216 Define element template: element12 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=2 Value labels: value d/ds2 Scale factor indices: 0 1 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=2 Value labels: value d/ds2 Scale factor indices: 0 1 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=2 Value labels: value d/ds2 Scale factor indices: 0 1 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=2 Value labels: value d/ds2 Scale factor indices: 0 1 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 z. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 2. #Values=2 Value labels: value d/ds2 Scale factor indices: 0 1 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 6. #Values=2 Value labels: value d/ds2 Scale factor indices: 0 1 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 Element template: element12 Element: 82 Faces: 340 344 209 345 346 347 Nodes: 130 131 196 197 138 139 216 217 Scale factors: -1.000000000000000e+00 Define element template: element13 Shape. Dimension=3, line*line*line #Scale factor sets=0 #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=2 Value labels: value d/ds1 1+1. #Values=1 Value labels: d/ds1+d/ds2 2. #Values=3 Value labels: value d/ds1 d/ds2 3. #Values=3 Value labels: value d/ds1 d/ds2 4. #Values=3 Value labels: value d/ds1 d/ds2 5. #Values=2 Value labels: value d/ds1 5+5. #Values=1 Value labels: d/ds1+d/ds2 6. #Values=3 Value labels: value d/ds1 d/ds2 7. #Values=3 Value labels: value d/ds1 d/ds2 8. #Values=3 Value labels: value d/ds1 d/ds2 y. c.HermiteSerendipity(2)*c.HermiteSerendipity*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=2 Value labels: value d/ds1 1+1. #Values=1 Value labels: d/ds1+d/ds2 2. #Values=3 Value labels: value d/ds1 d/ds2 3. #Values=3 Value labels: value d/ds1 d/ds2 4. #Values=3 Value labels: value d/ds1 d/ds2 5. #Values=2 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1194 1195 Nodes: 568 569 608 609 588 589 628 629 Element: 295 Faces: 1192 1196 1117 1197 1198 1199 Nodes: 569 570 609 610 589 590 629 630 Element: 296 Faces: 1196 1200 1121 1201 1202 1203 Nodes: 570 571 610 611 590 591 630 631 Element: 297 Faces: 1200 1204 1125 1205 1206 1207 Nodes: 571 572 611 612 591 592 631 632 Element: 298 Faces: 1204 1208 1129 1209 1210 1211 Nodes: 572 573 612 613 592 593 632 633 Element: 299 Faces: 1208 1212 1133 1213 1214 1215 Nodes: 573 574 613 614 593 594 633 634 Element: 300 Faces: 1212 1139 1136 1216 1217 1218 Nodes: 574 555 614 595 594 575 634 615 Element: 301 Faces: 1219 1220 1141 1221 1222 1223 Nodes: 595 596 635 636 615 616 655 656 Element: 302 Faces: 1220 1224 1145 1225 1226 1227 Nodes: 596 597 636 637 616 617 656 657 Element: 303 Faces: 1224 1228 1149 1229 1230 1231 Nodes: 597 598 637 638 617 618 657 658 Element: 304 Faces: 1228 1232 1153 1233 1234 1235 Nodes: 598 599 638 639 618 619 658 659 Element: 305 Faces: 1232 1236 1157 1237 1238 1239 Nodes: 599 600 639 640 619 620 659 660 Element: 306 Faces: 1236 1240 1161 1241 1242 1243 Nodes: 600 601 640 641 620 621 660 661 Element: 307 Faces: 1240 1244 1165 1245 1246 1247 Nodes: 601 602 641 642 621 622 661 662 Element: 308 Faces: 1244 1248 1169 1249 1250 1251 Nodes: 602 603 642 643 622 623 662 663 Element: 309 Faces: 1248 1252 1173 1253 1254 1255 Nodes: 603 604 643 644 623 624 663 664 Element: 310 Faces: 1252 1256 1177 1257 1258 1259 Nodes: 604 605 644 645 624 625 664 665 Element: 311 Faces: 1256 1260 1181 1261 1262 1263 Nodes: 605 606 645 646 625 626 665 666 Element: 312 Faces: 1260 1264 1185 1265 1266 1267 Nodes: 606 607 646 647 626 627 666 667 Element: 313 Faces: 1264 1268 1189 1269 1270 1271 Nodes: 607 608 647 648 627 628 667 668 Element: 314 Faces: 1268 1272 1193 1273 1274 1275 Nodes: 608 609 648 649 628 629 668 669 Element: 315 Faces: 1272 1276 1197 1277 1278 1279 Nodes: 609 610 649 650 629 630 669 670 Element: 316 Faces: 1276 1280 1201 1281 1282 1283 Nodes: 610 611 650 651 630 631 670 671 Element: 317 Faces: 1280 1284 1205 1285 1286 1287 Nodes: 611 612 651 652 631 632 671 672 Element: 318 Faces: 1284 1288 1209 1289 1290 1291 Nodes: 612 613 652 653 632 633 672 673 Element: 319 Faces: 1288 1292 1213 1293 1294 1295 Nodes: 613 614 653 654 633 634 673 674 Element: 320 Faces: 1292 1219 1216 1296 1297 1298 Nodes: 614 595 654 635 634 615 674 655 Group name: body of uterus !#nodeset nodes Node group: 83..87,91..95,99..103,107..111,113..115, 119..123,127..131,135..139,143..144,175..234, 315..514,675..678 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 193,198,201..203,206..208,211..213,216..217, 233..235,238..257,265..284,309..312,317..328, 392..394,397,400..402,405..407,410..412,415..416, 419..420,425..427,430,433..435,438..440,443..445, 448..449,452..553,754..1253 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 147,151,155,159,174,178..193,201..211,227, 232..240,283,288,292,296,300,304,313,318, 322,326,330,334,339..418,579..978 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 43..46,49..50,55..56,81..100,141..240 Group name: dorsal uterus !#nodeset nodes Node group: 1..5,9..13,17..21,25..29,33..37, 41..45,49..53,57..61,65..69,73..77, 81..85,89..93,97..101,105..109,113..117, 121..125,129..133,137..141,145..164,175..179, 185..189,195..205,215..225,235..239,243..247, 251..255,259..263,267..271,275..279,283..287, 291..295,299..303,307..311,315..325,335..345, 355..365,375..385,395..405,415..425,435..445, 455..465,475..485,495..505,515..525,535..545, 555..565,575..585,595..605,615..625,635..645, 655..665,675..678 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..36,65..87,105..127,145..167,185..207, 225..247,265..300,329..364,388..422,454..506, 554..589,618..640,658..680,698..720,738..747, 754..806,854..906,954..1006,1054..1106,1154..1206, 1254..1306,1354..1406,1454..1506,1554..1606 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..21,41..57,73..89,105..121,137..153, 169..185,201..221,241..261,279..309,339..379, 419..439,459..475,491..507,523..539,555..567, 579..619,659..699,739..779,819..859,899..939, 979..1019,1059..1099,1139..1179,1219..1259 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..4,9..12,17..20,25..28,33..36, 41..44,49..52,57..60,65..72,81..90, 101..104,109..112,117..120,125..128,133..136, 141..150,161..170,181..190,201..210,221..230, 241..250,261..270,281..290,301..310 Group name: external cervical os !#nodeset nodes Node group: 475..494 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1160,1165,1170,1175,1180,1185,1190,1195,1200,1205, 1210,1215,1220,1225,1230,1235,1240,1245,1250,1252 Group name: fundus of uterus !#nodeset nodes Node group: 81..83,87..91,95..99,103..107,111..112, 115..119,123..127,131..135,139..143,145..194, 675..678 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 185,188,191..193,196..197,213,218,221..237, 253..255,258..264,277..280,285..316,329..453 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 139,143,163,166,169..177,190,194..200,207, 212..231,241..338 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 41..42,47..48,51..54,57..80 Group name: internal cervical os !#nodeset nodes Node group: 435..454 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1060,1065,1070,1075,1080,1085,1090,1095,1100,1105, 1110,1115,1120,1125,1130,1135,1140,1145,1150,1152 Group name: left broad ligament of uterus !#nodeset nodes Node group: 13,29,45,61,77,93,109,225,345,385, 425,465,505 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 32,85,125,165,205,245,504,804,904,1004, 1104,1204 Group name: left lumen of uterus and cervix !#nodeset nodes Node group: 1..8,17..24,33..40,49..56,65..72, 81..88,97..104,147..149,157..159,165..167, 177..182,200..210,320..330,360..370,400..410, 440..450,480..490 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 3,7,9,11,15,17,19,23,25,27, 31,33,35,39,41,43,47,49,51,55, 57,59,61,63,66,69,71,74,76,79, 81,84,86,89,91,94,96,99,101,103, 106,109,111,114,116,119,121,124,126,129, 131,134,136,139,141,143,146,149,151,154, 156,159,161,164,166,169,171,174,176,179, 181,183,186,189,191,194,196,199,201,204, 206,209,211,214,216,219,221,223,226,229, 231,234,236,239,241,244,246,249,251,254, 256,259,261,263,343,351,353,355,359,361, 363,366,369,371,374,376,403,408,410,413, 415,417,419,421,423,426,428,431,433,436, 438,478,483,485,488,490,493,495,498,500, 503,505,508,510,513,515,518,520,523,525, 528,530,778,783,785,788,790,793,795,798, 800,803,805,808,810,813,815,818,820,823, 825,828,830,878,883,885,888,890,893,895, 898,900,903,905,908,910,913,915,918,920, 923,925,928,930,978,983,985,988,990,993, 995,998,1000,1003,1005,1008,1010,1013,1015,1018, 1020,1023,1025,1028,1030,1078,1083,1085,1088,1090, 1093,1095,1098,1100,1103,1105,1108,1110,1113,1115, 1118,1120,1123,1125,1128,1130,1178,1183,1185,1188, 1190,1193,1195,1198,1200,1203,1205,1208,1210,1213, 1215,1218,1220,1223,1225,1228,1230 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 5,10,15,20,25,30,35,39,44,48, 52,56,60,64,68,71,76,80,84,88, 92,96,100,103,108,112,116,120,124,128, 132,135,140,144,148,152,156,160,164,167, 172,176,180,184,188,192,196,199,255,260, 265,269,297,301,305,308,311,315,319,323, 362,366,370,374,378,382,386,390,394,398, 602,606,610,614,618,622,626,630,634,638, 682,686,690,694,698,702,706,710,714,718, 762,766,770,774,778,782,786,790,794,798, 842,846,850,854,858,862,866,870,874,878, 922,926,930,934,938,942,946,950,954,958 Group name: left lumen of uterus, cervix and vagina !#nodeset nodes Node group: 1..8,17..24,33..40,49..56,65..72, 81..88,97..104,147..149,157..159,165..167, 177..182,200..210,320..330,360..370,400..410, 440..450,480..490,520..530,560..570,600..610, 640..650 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 3,7,9,11,15,17,19,23,25,27, 31,33,35,39,41,43,47,49,51,55, 57,59,61,63,66,69,71,74,76,79, 81,84,86,89,91,94,96,99,101,103, 106,109,111,114,116,119,121,124,126,129, 131,134,136,139,141,143,146,149,151,154, 156,159,161,164,166,169,171,174,176,179, 181,183,186,189,191,194,196,199,201,204, 206,209,211,214,216,219,221,223,226,229, 231,234,236,239,241,244,246,249,251,254, 256,259,261,263,343,351,353,355,359,361, 363,366,369,371,374,376,403,408,410,413, 415,417,419,421,423,426,428,431,433,436, 438,478,483,485,488,490,493,495,498,500, 503,505,508,510,513,515,518,520,523,525, 528,530,778,783,785,788,790,793,795,798, 800,803,805,808,810,813,815,818,820,823, 825,828,830,878,883,885,888,890,893,895, 898,900,903,905,908,910,913,915,918,920, 923,925,928,930,978,983,985,988,990,993, 995,998,1000,1003,1005,1008,1010,1013,1015,1018, 1020,1023,1025,1028,1030,1078,1083,1085,1088,1090, 1093,1095,1098,1100,1103,1105,1108,1110,1113,1115, 1118,1120,1123,1125,1128,1130,1178,1183,1185,1188, 1190,1193,1195,1198,1200,1203,1205,1208,1210,1213, 1215,1218,1220,1223,1225,1228,1230,1278,1283,1285, 1288,1290,1293,1295,1298,1300,1303,1305,1308,1310, 1313,1315,1318,1320,1323,1325,1328,1330,1378,1383, 1385,1388,1390,1393,1395,1398,1400,1403,1405,1408, 1410,1413,1415,1418,1420,1423,1425,1428,1430,1478, 1483,1485,1488,1490,1493,1495,1498,1500,1503,1505, 1508,1510,1513,1515,1518,1520,1523,1525,1528,1530, 1578,1583,1585,1588,1590,1593,1595,1598,1600,1603, 1605,1608,1610,1613,1615,1618,1620,1623,1625,1628, 1630 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 5,10,15,20,25,30,35,39,44,48, 52,56,60,64,68,71,76,80,84,88, 92,96,100,103,108,112,116,120,124,128, 132,135,140,144,148,152,156,160,164,167, 172,176,180,184,188,192,196,199,255,260, 265,269,297,301,305,308,311,315,319,323, 362,366,370,374,378,382,386,390,394,398, 602,606,610,614,618,622,626,630,634,638, 682,686,690,694,698,702,706,710,714,718, 762,766,770,774,778,782,786,790,794,798, 842,846,850,854,858,862,866,870,874,878, 922,926,930,934,938,942,946,950,954,958, 1002,1006,1010,1014,1018,1022,1026,1030,1034,1038, 1082,1086,1090,1094,1098,1102,1106,1110,1114,1118, 1162,1166,1170,1174,1178,1182,1186,1190,1194,1198, 1242,1246,1250,1254,1258,1262,1266,1270,1274,1278 Group name: left oviduct !#nodeset nodes Node group: 1..96,675..678 !#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: left serosa of uterus and vagina !#nodeset nodes Node group: 9..16,25..32,41..48,57..64,73..80, 89..96,105..112,152..154,162..164,170..172, 187..192,220..230,340..350,380..390,420..430, 460..470,500..510,540..550,580..590,620..630, 660..670 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 4,8,10,12,16,18,20,24,26,28, 32,34,36,40,42,44,48,50,52,56, 58,60,62,64,67,70,72,75,77,80, 82,85,87,90,92,95,97,100,102,104, 107,110,112,115,117,120,122,125,127,130, 132,135,137,140,142,144,147,150,152,155, 157,160,162,165,167,170,172,175,177,180, 182,184,187,190,192,195,197,200,202,205, 207,210,212,215,217,220,222,224,227,230, 232,235,237,240,242,245,247,250,252,255, 257,260,262,264,344,352,354,356,360,362, 364,367,370,372,375,377,404,409,411,414, 416,418,420,422,424,427,429,432,434,437, 439,479,484,486,489,491,494,496,499,501, 504,506,509,511,514,516,519,521,524,526, 529,531,779,784,786,789,791,794,796,799, 801,804,806,809,811,814,816,819,821,824, 826,829,831,879,884,886,889,891,894,896, 899,901,904,906,909,911,914,916,919,921, 924,926,929,931,979,984,986,989,991,994, 996,999,1001,1004,1006,1009,1011,1014,1016,1019, 1021,1024,1026,1029,1031,1079,1084,1086,1089,1091, 1094,1096,1099,1101,1104,1106,1109,1111,1114,1116, 1119,1121,1124,1126,1129,1131,1179,1184,1186,1189, 1191,1194,1196,1199,1201,1204,1206,1209,1211,1214, 1216,1219,1221,1224,1226,1229,1231,1279,1284,1286, 1289,1291,1294,1296,1299,1301,1304,1306,1309,1311, 1314,1316,1319,1321,1324,1326,1329,1331,1379,1384, 1386,1389,1391,1394,1396,1399,1401,1404,1406,1409, 1411,1414,1416,1419,1421,1424,1426,1429,1431,1479, 1484,1486,1489,1491,1494,1496,1499,1501,1504,1506, 1509,1511,1514,1516,1519,1521,1524,1526,1529,1531, 1579,1584,1586,1589,1591,1594,1596,1599,1601,1604, 1606,1609,1611,1614,1616,1619,1621,1624,1626,1629, 1631 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 6,11,16,21,26,31,36,40,45,49, 53,57,61,65,69,72,77,81,85,89, 93,97,101,104,109,113,117,121,125,129, 133,136,141,145,149,153,157,161,165,168, 173,177,181,185,189,193,197,200,256,261, 266,270,298,302,306,309,312,316,320,324, 363,367,371,375,379,383,387,391,395,399, 603,607,611,615,619,623,627,631,635,639, 683,687,691,695,699,703,707,711,715,719, 763,767,771,775,779,783,787,791,795,799, 843,847,851,855,859,863,867,871,875,879, 923,927,931,935,939,943,947,951,955,959, 1003,1007,1011,1015,1019,1023,1027,1031,1035,1039, 1083,1087,1091,1095,1099,1103,1107,1111,1115,1119, 1163,1167,1171,1175,1179,1183,1187,1191,1195,1199, 1243,1247,1251,1255,1259,1263,1267,1271,1275,1279 Group name: left transverse cervical ligament !#nodeset nodes Node group: 465,505 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1204 Group name: left uterus !#nodeset nodes Node group: 1..112,147..149,152..154,157..159,162..167, 170..172,177..182,187..192,200..210,220..230, 320..330,340..350,360..370,380..390,400..410, 420..430,440..450,460..470,480..490,500..510, 520..530,540..550,560..570,580..590,600..610, 620..630,640..650,660..670,675..678 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..264,341..344,349..377,402..404,407..439, 477..479,482..531,777..779,782..831,877..879, 882..931,977..979,982..1031,1077..1079,1082..1131, 1177..1179,1182..1231,1277..1279,1282..1331,1377..1379, 1382..1431,1477..1479,1482..1531,1577..1579,1582..1631 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..200,247,252..270,291,295..324,356,360..399, 596,600..639,676,680..719,756,760..799,836, 840..879,916,920..959,996,1000..1039,1076,1080..1119, 1156,1160..1199,1236,1240..1279 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..48,59..62,69..76,86..95,146..155, 166..175,186..195,206..215,226..235,246..255, 266..275,286..295,306..315 Group name: lumen of body of uterus !#nodeset nodes Node group: 83..87,99..103,113..115,119..120,129..131, 135..136,175..184,195..214,315..334,355..374, 395..414,435..454 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 201,206,211,216,234,239,241,244,246,249, 251,254,256,267,271,273,275,279,281,283, 311,319,321,323,325,327,393,400,405,410, 415,419,426,433,438,443,448,452,455,458, 460,463,465,468,470,473,475,478,480,483, 485,488,490,493,495,498,500,503,505,508, 510,513,515,518,520,523,525,528,530,533, 535,538,540,543,545,548,550,552,755,758, 760,763,765,768,770,773,775,778,780,783, 785,788,790,793,795,798,800,803,805,808, 810,813,815,818,820,823,825,828,830,833, 835,838,840,843,845,848,850,852,855,858, 860,863,865,868,870,873,875,878,880,883, 885,888,890,893,895,898,900,903,905,908, 910,913,915,918,920,923,925,928,930,933, 935,938,940,943,945,948,950,952,955,958, 960,963,965,968,970,973,975,978,980,983, 985,988,990,993,995,998,1000,1003,1005,1008, 1010,1013,1015,1018,1020,1023,1025,1028,1030,1033, 1035,1038,1040,1043,1045,1048,1050,1052,1055,1058, 1060,1063,1065,1068,1070,1073,1075,1078,1080,1083, 1085,1088,1090,1093,1095,1098,1100,1103,1105,1108, 1110,1113,1115,1118,1120,1123,1125,1128,1130,1133, 1135,1138,1140,1143,1145,1148,1150,1152 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 180,184,188,192,205,210,235,239,342,346, 350,354,358,362,366,370,374,378,382,386, 390,394,398,402,406,410,414,417,582,586, 590,594,598,602,606,610,614,618,622,626, 630,634,638,642,646,650,654,657,662,666, 670,674,678,682,686,690,694,698,702,706, 710,714,718,722,726,730,734,737,742,746, 750,754,758,762,766,770,774,778,782,786, 790,794,798,802,806,810,814,817,822,826, 830,834,838,842,846,850,854,858,862,866, 870,874,878,882,886,890,894,897 Group name: lumen of fundus of uterus !#nodeset nodes Node group: 81..83,87..88,97..99,103..104,115..119, 131..135,145..149,155..159,165..169,175..184 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 191,196,221,223,226,229,231,234,236,254, 259,261,263,279,287,289,291,295,297,299, 303,305,307,311,313,315,331,335,337,339, 343,345,347,351,353,355,359,361,363,366, 369,371,374,376,379,381,384,386,388,390, 393,395,398,400,403,405,408,410,413,415, 417,419,421,423,426,428,431,433,436,438, 441,443,446,448,450,452 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 172,176,196,199,215,220,225,230,245,250, 255,260,265,269,273,277,281,285,289,293, 297,301,305,308,311,315,319,323,327,331, 335,337 Group name: lumen of left oviduct !#nodeset nodes Node group: 1..8,17..24,33..40,49..56,65..72, 81..88 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 3,7,9,11,15,17,19,23,25,27, 31,33,35,39,41,43,47,49,51,55, 57,59,61,63,66,69,71,74,76,79, 81,84,86,89,91,94,96,99,101,103, 106,109,111,114,116,119,121,124,126,129, 131,134,136,139,141,143,146,149,151,154, 156,159,161,164,166,169,171,174,176,179, 181,183,186,189,191,194,196,199,201,204, 206,209,211,214,216,219,221,223 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 5,10,15,20,25,30,35,39,44,48, 52,56,60,64,68,71,76,80,84,88, 92,96,100,103,108,112,116,120,124,128, 132,135,140,144,148,152,156,160,164,167 Group name: lumen of right oviduct !#nodeset nodes Node group: 113..120,235..242,251..258,267..274,283..290, 299..306 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 273,281,289,297,305,313,321,325,556,560, 562,564,568,570,572,576,578,580,584,586, 588,592,594,596,600,602,604,608,610,612, 614,616,619,622,624,627,629,632,634,637, 639,642,644,647,649,652,654,656,659,662, 664,667,669,672,674,677,679,682,684,687, 689,692,694,696,699,702,704,707,709,712, 714,717,719,722,724,727,729,732,734,736, 738,740,742,744,746,748,750,752 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 423,428,433,438,443,448,453,457,462,466, 470,474,478,482,486,489,494,498,502,506, 510,514,518,521,526,530,534,538,542,546, 550,553,557,560,563,566,569,572,575,577 Group name: lumen of uterus and cervix !#nodeset nodes Node group: 1..8,17..24,33..40,49..56,65..72, 81..88,97..104,113..120,129..136,145..149, 155..159,165..169,175..184,195..214,235..242, 251..258,267..274,283..290,299..306,315..334, 355..374,395..414,435..454,475..494 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 3,7,9,11,15,17,19,23,25,27, 31,33,35,39,41,43,47,49,51,55, 57,59,61,63,66,69,71,74,76,79, 81,84,86,89,91,94,96,99,101,103, 106,109,111,114,116,119,121,124,126,129, 131,134,136,139,141,143,146,149,151,154, 156,159,161,164,166,169,171,174,176,179, 181,183,186,189,191,194,196,199,201,204, 206,209,211,214,216,219,221,223,226,229, 231,234,236,239,241,244,246,249,251,254, 256,259,261,263,267,271,273,275,279,281, 283,287,289,291,295,297,299,303,305,307, 311,313,315,319,321,323,325,327,331,335, 337,339,343,345,347,351,353,355,359,361, 363,366,369,371,374,376,379,381,384,386, 388,390,393,395,398,400,403,405,408,410, 413,415,417,419,421,423,426,428,431,433, 436,438,441,443,446,448,450,452,455,458, 460,463,465,468,470,473,475,478,480,483, 485,488,490,493,495,498,500,503,505,508, 510,513,515,518,520,523,525,528,530,533, 535,538,540,543,545,548,550,552,556,560, 562,564,568,570,572,576,578,580,584,586, 588,592,594,596,600,602,604,608,610,612, 614,616,619,622,624,627,629,632,634,637, 639,642,644,647,649,652,654,656,659,662, 664,667,669,672,674,677,679,682,684,687, 689,692,694,696,699,702,704,707,709,712, 714,717,719,722,724,727,729,732,734,736, 738,740,742,744,746,748,750,752,755,758, 760,763,765,768,770,773,775,778,780,783, 785,788,790,793,795,798,800,803,805,808, 810,813,815,818,820,823,825,828,830,833, 835,838,840,843,845,848,850,852,855,858, 860,863,865,868,870,873,875,878,880,883, 885,888,890,893,895,898,900,903,905,908, 910,913,915,918,920,923,925,928,930,933, 935,938,940,943,945,948,950,952,955,958, 960,963,965,968,970,973,975,978,980,983, 985,988,990,993,995,998,1000,1003,1005,1008, 1010,1013,1015,1018,1020,1023,1025,1028,1030,1033, 1035,1038,1040,1043,1045,1048,1050,1052,1055,1058, 1060,1063,1065,1068,1070,1073,1075,1078,1080,1083, 1085,1088,1090,1093,1095,1098,1100,1103,1105,1108, 1110,1113,1115,1118,1120,1123,1125,1128,1130,1133, 1135,1138,1140,1143,1145,1148,1150,1152,1155,1158, 1160,1163,1165,1168,1170,1173,1175,1178,1180,1183, 1185,1188,1190,1193,1195,1198,1200,1203,1205,1208, 1210,1213,1215,1218,1220,1223,1225,1228,1230,1233, 1235,1238,1240,1243,1245,1248,1250,1252 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 5,10,15,20,25,30,35,39,44,48, 52,56,60,64,68,71,76,80,84,88, 92,96,100,103,108,112,116,120,124,128, 132,135,140,144,148,152,156,160,164,167, 172,176,180,184,188,192,196,199,205,210, 215,220,225,230,235,239,245,250,255,260, 265,269,273,277,281,285,289,293,297,301, 305,308,311,315,319,323,327,331,335,337, 342,346,350,354,358,362,366,370,374,378, 382,386,390,394,398,402,406,410,414,417, 423,428,433,438,443,448,453,457,462,466, 470,474,478,482,486,489,494,498,502,506, 510,514,518,521,526,530,534,538,542,546, 550,553,557,560,563,566,569,572,575,577, 582,586,590,594,598,602,606,610,614,618, 622,626,630,634,638,642,646,650,654,657, 662,666,670,674,678,682,686,690,694,698, 702,706,710,714,718,722,726,730,734,737, 742,746,750,754,758,762,766,770,774,778, 782,786,790,794,798,802,806,810,814,817, 822,826,830,834,838,842,846,850,854,858, 862,866,870,874,878,882,886,890,894,897, 902,906,910,914,918,922,926,930,934,938, 942,946,950,954,958,962,966,970,974,977 Group name: lumen of uterus, cervix and vagina !#nodeset nodes Node group: 1..8,17..24,33..40,49..56,65..72, 81..88,97..104,113..120,129..136,145..149, 155..159,165..169,175..184,195..214,235..242, 251..258,267..274,283..290,299..306,315..334, 355..374,395..414,435..454,475..494,515..534, 555..574,595..614,635..654 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 3,7,9,11,15,17,19,23,25,27, 31,33,35,39,41,43,47,49,51,55, 57,59,61,63,66,69,71,74,76,79, 81,84,86,89,91,94,96,99,101,103, 106,109,111,114,116,119,121,124,126,129, 131,134,136,139,141,143,146,149,151,154, 156,159,161,164,166,169,171,174,176,179, 181,183,186,189,191,194,196,199,201,204, 206,209,211,214,216,219,221,223,226,229, 231,234,236,239,241,244,246,249,251,254, 256,259,261,263,267,271,273,275,279,281, 283,287,289,291,295,297,299,303,305,307, 311,313,315,319,321,323,325,327,331,335, 337,339,343,345,347,351,353,355,359,361, 363,366,369,371,374,376,379,381,384,386, 388,390,393,395,398,400,403,405,408,410, 413,415,417,419,421,423,426,428,431,433, 436,438,441,443,446,448,450,452,455,458, 460,463,465,468,470,473,475,478,480,483, 485,488,490,493,495,498,500,503,505,508, 510,513,515,518,520,523,525,528,530,533, 535,538,540,543,545,548,550,552,556,560, 562,564,568,570,572,576,578,580,584,586, 588,592,594,596,600,602,604,608,610,612, 614,616,619,622,624,627,629,632,634,637, 639,642,644,647,649,652,654,656,659,662, 664,667,669,672,674,677,679,682,684,687, 689,692,694,696,699,702,704,707,709,712, 714,717,719,722,724,727,729,732,734,736, 738,740,742,744,746,748,750,752,755,758, 760,763,765,768,770,773,775,778,780,783, 785,788,790,793,795,798,800,803,805,808, 810,813,815,818,820,823,825,828,830,833, 835,838,840,843,845,848,850,852,855,858, 860,863,865,868,870,873,875,878,880,883, 885,888,890,893,895,898,900,903,905,908, 910,913,915,918,920,923,925,928,930,933, 935,938,940,943,945,948,950,952,955,958, 960,963,965,968,970,973,975,978,980,983, 985,988,990,993,995,998,1000,1003,1005,1008, 1010,1013,1015,1018,1020,1023,1025,1028,1030,1033, 1035,1038,1040,1043,1045,1048,1050,1052,1055,1058, 1060,1063,1065,1068,1070,1073,1075,1078,1080,1083, 1085,1088,1090,1093,1095,1098,1100,1103,1105,1108, 1110,1113,1115,1118,1120,1123,1125,1128,1130,1133, 1135,1138,1140,1143,1145,1148,1150,1152,1155,1158, 1160,1163,1165,1168,1170,1173,1175,1178,1180,1183, 1185,1188,1190,1193,1195,1198,1200,1203,1205,1208, 1210,1213,1215,1218,1220,1223,1225,1228,1230,1233, 1235,1238,1240,1243,1245,1248,1250,1252,1255,1258, 1260,1263,1265,1268,1270,1273,1275,1278,1280,1283, 1285,1288,1290,1293,1295,1298,1300,1303,1305,1308, 1310,1313,1315,1318,1320,1323,1325,1328,1330,1333, 1335,1338,1340,1343,1345,1348,1350,1352,1355,1358, 1360,1363,1365,1368,1370,1373,1375,1378,1380,1383, 1385,1388,1390,1393,1395,1398,1400,1403,1405,1408, 1410,1413,1415,1418,1420,1423,1425,1428,1430,1433, 1435,1438,1440,1443,1445,1448,1450,1452,1455,1458, 1460,1463,1465,1468,1470,1473,1475,1478,1480,1483, 1485,1488,1490,1493,1495,1498,1500,1503,1505,1508, 1510,1513,1515,1518,1520,1523,1525,1528,1530,1533, 1535,1538,1540,1543,1545,1548,1550,1552,1555,1558, 1560,1563,1565,1568,1570,1573,1575,1578,1580,1583, 1585,1588,1590,1593,1595,1598,1600,1603,1605,1608, 1610,1613,1615,1618,1620,1623,1625,1628,1630,1633, 1635,1638,1640,1643,1645,1648,1650,1652 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 5,10,15,20,25,30,35,39,44,48, 52,56,60,64,68,71,76,80,84,88, 92,96,100,103,108,112,116,120,124,128, 132,135,140,144,148,152,156,160,164,167, 172,176,180,184,188,192,196,199,205,210, 215,220,225,230,235,239,245,250,255,260, 265,269,273,277,281,285,289,293,297,301, 305,308,311,315,319,323,327,331,335,337, 342,346,350,354,358,362,366,370,374,378, 382,386,390,394,398,402,406,410,414,417, 423,428,433,438,443,448,453,457,462,466, 470,474,478,482,486,489,494,498,502,506, 510,514,518,521,526,530,534,538,542,546, 550,553,557,560,563,566,569,572,575,577, 582,586,590,594,598,602,606,610,614,618, 622,626,630,634,638,642,646,650,654,657, 662,666,670,674,678,682,686,690,694,698, 702,706,710,714,718,722,726,730,734,737, 742,746,750,754,758,762,766,770,774,778, 782,786,790,794,798,802,806,810,814,817, 822,826,830,834,838,842,846,850,854,858, 862,866,870,874,878,882,886,890,894,897, 902,906,910,914,918,922,926,930,934,938, 942,946,950,954,958,962,966,970,974,977, 982,986,990,994,998,1002,1006,1010,1014,1018, 1022,1026,1030,1034,1038,1042,1046,1050,1054,1057, 1062,1066,1070,1074,1078,1082,1086,1090,1094,1098, 1102,1106,1110,1114,1118,1122,1126,1130,1134,1137, 1142,1146,1150,1154,1158,1162,1166,1170,1174,1178, 1182,1186,1190,1194,1198,1202,1206,1210,1214,1217, 1222,1226,1230,1234,1238,1242,1246,1250,1254,1258, 1262,1266,1270,1274,1278,1282,1286,1290,1294,1297 Group name: marker !#nodeset nodes Node group: 675..678 Group name: myometrium !#nodeset nodes Node group: 1..474 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..1153 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..898 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..220 Group name: pubocervical ligament !#nodeset nodes Node group: 455..474 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1061,1066,1071,1076,1081,1086,1091,1096,1101,1106, 1111,1116,1121,1126,1131,1136,1141,1146,1151,1153 Group name: right broad ligament of uterus !#nodeset nodes Node group: 121,137,215,243,259,275,291,307,335,375, 415,455,495 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 268,456,557,620,660,700,739,756,856,956, 1056,1156 Group name: right lumen of uterus and cervix !#nodeset nodes Node group: 113..120,129..136,145..147,155..157,167..169, 175..177,182..184,195..200,210..214,235..242, 251..258,267..274,283..290,299..306,315..320, 330..334,355..360,370..374,395..400,410..414, 435..440,450..454,475..480,490..494 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 267,271,273,275,279,281,283,287,289,291, 295,297,299,303,305,307,311,313,315,319, 321,323,325,327,331,335,337,339,343,345, 347,374,379,381,384,386,388,390,393,395, 398,400,403,405,436,441,443,446,448,450, 452,455,458,460,463,465,468,470,473,475, 478,480,528,533,535,538,540,543,545,548, 550,552,556,560,562,564,568,570,572,576, 578,580,584,586,588,592,594,596,600,602, 604,608,610,612,614,616,619,622,624,627, 629,632,634,637,639,642,644,647,649,652, 654,656,659,662,664,667,669,672,674,677, 679,682,684,687,689,692,694,696,699,702, 704,707,709,712,714,717,719,722,724,727, 729,732,734,736,738,740,742,744,746,748, 750,752,755,758,760,763,765,768,770,773, 775,778,780,828,833,835,838,840,843,845, 848,850,852,855,858,860,863,865,868,870, 873,875,878,880,928,933,935,938,940,943, 945,948,950,952,955,958,960,963,965,968, 970,973,975,978,980,1028,1033,1035,1038,1040, 1043,1045,1048,1050,1052,1055,1058,1060,1063,1065, 1068,1070,1073,1075,1078,1080,1128,1133,1135,1138, 1140,1143,1145,1148,1150,1152,1155,1158,1160,1163, 1165,1168,1170,1173,1175,1178,1180,1228,1233,1235, 1238,1240,1243,1245,1248,1250,1252 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 205,210,215,220,225,230,235,239,245,250, 273,277,281,285,289,293,327,331,335,337, 342,346,350,354,358,402,406,410,414,417, 423,428,433,438,443,448,453,457,462,466, 470,474,478,482,486,489,494,498,502,506, 510,514,518,521,526,530,534,538,542,546, 550,553,557,560,563,566,569,572,575,577, 582,586,590,594,598,642,646,650,654,657, 662,666,670,674,678,722,726,730,734,737, 742,746,750,754,758,802,806,810,814,817, 822,826,830,834,838,882,886,890,894,897, 902,906,910,914,918,962,966,970,974,977 Group name: right lumen of uterus, cervix and vagina !#nodeset nodes Node group: 113..120,129..136,145..147,155..157,167..169, 175..177,182..184,195..200,210..214,235..242, 251..258,267..274,283..290,299..306,315..320, 330..334,355..360,370..374,395..400,410..414, 435..440,450..454,475..480,490..494,515..520, 530..534,555..560,570..574,595..600,610..614, 635..640,650..654 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 267,271,273,275,279,281,283,287,289,291, 295,297,299,303,305,307,311,313,315,319, 321,323,325,327,331,335,337,339,343,345, 347,374,379,381,384,386,388,390,393,395, 398,400,403,405,436,441,443,446,448,450, 452,455,458,460,463,465,468,470,473,475, 478,480,528,533,535,538,540,543,545,548, 550,552,556,560,562,564,568,570,572,576, 578,580,584,586,588,592,594,596,600,602, 604,608,610,612,614,616,619,622,624,627, 629,632,634,637,639,642,644,647,649,652, 654,656,659,662,664,667,669,672,674,677, 679,682,684,687,689,692,694,696,699,702, 704,707,709,712,714,717,719,722,724,727, 729,732,734,736,738,740,742,744,746,748, 750,752,755,758,760,763,765,768,770,773, 775,778,780,828,833,835,838,840,843,845, 848,850,852,855,858,860,863,865,868,870, 873,875,878,880,928,933,935,938,940,943, 945,948,950,952,955,958,960,963,965,968, 970,973,975,978,980,1028,1033,1035,1038,1040, 1043,1045,1048,1050,1052,1055,1058,1060,1063,1065, 1068,1070,1073,1075,1078,1080,1128,1133,1135,1138, 1140,1143,1145,1148,1150,1152,1155,1158,1160,1163, 1165,1168,1170,1173,1175,1178,1180,1228,1233,1235, 1238,1240,1243,1245,1248,1250,1252,1255,1258,1260, 1263,1265,1268,1270,1273,1275,1278,1280,1328,1333, 1335,1338,1340,1343,1345,1348,1350,1352,1355,1358, 1360,1363,1365,1368,1370,1373,1375,1378,1380,1428, 1433,1435,1438,1440,1443,1445,1448,1450,1452,1455, 1458,1460,1463,1465,1468,1470,1473,1475,1478,1480, 1528,1533,1535,1538,1540,1543,1545,1548,1550,1552, 1555,1558,1560,1563,1565,1568,1570,1573,1575,1578, 1580,1628,1633,1635,1638,1640,1643,1645,1648,1650, 1652 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 205,210,215,220,225,230,235,239,245,250, 273,277,281,285,289,293,327,331,335,337, 342,346,350,354,358,402,406,410,414,417, 423,428,433,438,443,448,453,457,462,466, 470,474,478,482,486,489,494,498,502,506, 510,514,518,521,526,530,534,538,542,546, 550,553,557,560,563,566,569,572,575,577, 582,586,590,594,598,642,646,650,654,657, 662,666,670,674,678,722,726,730,734,737, 742,746,750,754,758,802,806,810,814,817, 822,826,830,834,838,882,886,890,894,897, 902,906,910,914,918,962,966,970,974,977, 982,986,990,994,998,1042,1046,1050,1054,1057, 1062,1066,1070,1074,1078,1122,1126,1130,1134,1137, 1142,1146,1150,1154,1158,1202,1206,1210,1214,1217, 1222,1226,1230,1234,1238,1282,1286,1290,1294,1297 Group name: right oviduct !#nodeset nodes Node group: 113..128,235..314,675..678 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 265,269,273..274,277,281..282,285,289..290, 293,297..298,301,305..306,309,313..314,317, 321..322,325..326,554..753 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 203,208,213,218,223,228,233,237,419..578 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 101..140 Group name: right serosa of uterus and vagina !#nodeset nodes Node group: 121..128,137..144,150..152,160..162,172..174, 185..187,192..194,215..220,230..234,243..250, 259..266,275..282,291..298,307..314,335..340, 350..354,375..380,390..394,415..420,430..434, 455..460,470..474,495..500,510..514,535..540, 550..554,575..580,590..594,615..620,630..634, 655..660,670..674 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 268,272,274,276,280,282,284,288,290,292, 296,298,300,304,306,308,312,314,316,320, 322,324,326,328,332,336,338,340,344,346, 348,375,380,382,385,387,389,391,394,396, 399,401,404,406,437,442,444,447,449,451, 453,456,459,461,464,466,469,471,474,476, 479,481,529,534,536,539,541,544,546,549, 551,553,557,561,563,565,569,571,573,577, 579,581,585,587,589,593,595,597,601,603, 605,609,611,613,615,617,620,623,625,628, 630,633,635,638,640,643,645,648,650,653, 655,657,660,663,665,668,670,673,675,678, 680,683,685,688,690,693,695,697,700,703, 705,708,710,713,715,718,720,723,725,728, 730,733,735,737,739,741,743,745,747,749, 751,753,756,759,761,764,766,769,771,774, 776,779,781,829,834,836,839,841,844,846, 849,851,853,856,859,861,864,866,869,871, 874,876,879,881,929,934,936,939,941,944, 946,949,951,953,956,959,961,964,966,969, 971,974,976,979,981,1029,1034,1036,1039,1041, 1044,1046,1049,1051,1053,1056,1059,1061,1064,1066, 1069,1071,1074,1076,1079,1081,1129,1134,1136,1139, 1141,1144,1146,1149,1151,1153,1156,1159,1161,1164, 1166,1169,1171,1174,1176,1179,1181,1229,1234,1236, 1239,1241,1244,1246,1249,1251,1253,1256,1259,1261, 1264,1266,1269,1271,1274,1276,1279,1281,1329,1334, 1336,1339,1341,1344,1346,1349,1351,1353,1356,1359, 1361,1364,1366,1369,1371,1374,1376,1379,1381,1429, 1434,1436,1439,1441,1444,1446,1449,1451,1453,1456, 1459,1461,1464,1466,1469,1471,1474,1476,1479,1481, 1529,1534,1536,1539,1541,1544,1546,1549,1551,1553, 1556,1559,1561,1564,1566,1569,1571,1574,1576,1579, 1581,1629,1634,1636,1639,1641,1644,1646,1649,1651, 1653 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 206,211,216,221,226,231,236,240,246,251, 274,278,282,286,290,294,328,332,336,338, 343,347,351,355,359,403,407,411,415,418, 424,429,434,439,444,449,454,458,463,467, 471,475,479,483,487,490,495,499,503,507, 511,515,519,522,527,531,535,539,543,547, 551,554,558,561,564,567,570,573,576,578, 583,587,591,595,599,643,647,651,655,658, 663,667,671,675,679,723,727,731,735,738, 743,747,751,755,759,803,807,811,815,818, 823,827,831,835,839,883,887,891,895,898, 903,907,911,915,919,963,967,971,975,978, 983,987,991,995,999,1043,1047,1051,1055,1058, 1063,1067,1071,1075,1079,1123,1127,1131,1135,1138, 1143,1147,1151,1155,1159,1203,1207,1211,1215,1218, 1223,1227,1231,1235,1239,1283,1287,1291,1295,1298 Group name: right transverse cervical ligament !#nodeset nodes Node group: 455,495 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1156 Group name: right uterus !#nodeset nodes Node group: 113..147,150..152,155..157,160..162,167..169, 172..177,182..187,192..200,210..220,230..320, 330..340,350..360,370..380,390..400,410..420, 430..440,450..460,470..480,490..500,510..520, 530..540,550..560,570..580,590..600,610..620, 630..640,650..660,670..678 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 265..348,373..375,378..406,435..437,440..481, 527..529,532..781,827..829,832..881,927..929, 932..981,1027..1029,1032..1081,1127..1129,1132..1181, 1227..1229,1232..1281,1327..1329,1332..1381,1427..1429, 1432..1481,1527..1529,1532..1581,1627..1629,1632..1653 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 201..251,267,271..294,321,325..359,396,400..599, 636,640..679,716,720..759,796,800..839,876, 880..919,956,960..999,1036,1040..1079,1116,1120..1159, 1196,1200..1239,1276,1280..1298 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 49..58,63..68,77..85,96..145,156..165, 176..185,196..205,216..225,236..245,256..265, 276..285,296..305,316..320 Group name: serosa of body of uterus !#nodeset nodes Node group: 91..95,107..111,121..123,127..128,137..139, 143..144,185..194,215..234,335..354,375..394, 415..434,455..474,495..514 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 202,207,212,217,235,240,242,245,247,250, 252,255,257,268,272,274,276,280,282,284, 312,320,322,324,326,328,394,401,406,411, 416,420,427,434,439,444,449,453,456,459, 461,464,466,469,471,474,476,479,481,484, 486,489,491,494,496,499,501,504,506,509, 511,514,516,519,521,524,526,529,531,534, 536,539,541,544,546,549,551,553,756,759, 761,764,766,769,771,774,776,779,781,784, 786,789,791,794,796,799,801,804,806,809, 811,814,816,819,821,824,826,829,831,834, 836,839,841,844,846,849,851,853,856,859, 861,864,866,869,871,874,876,879,881,884, 886,889,891,894,896,899,901,904,906,909, 911,914,916,919,921,924,926,929,931,934, 936,939,941,944,946,949,951,953,956,959, 961,964,966,969,971,974,976,979,981,984, 986,989,991,994,996,999,1001,1004,1006,1009, 1011,1014,1016,1019,1021,1024,1026,1029,1031,1034, 1036,1039,1041,1044,1046,1049,1051,1053,1056,1059, 1061,1064,1066,1069,1071,1074,1076,1079,1081,1084, 1086,1089,1091,1094,1096,1099,1101,1104,1106,1109, 1111,1114,1116,1119,1121,1124,1126,1129,1131,1134, 1136,1139,1141,1144,1146,1149,1151,1153,1156,1159, 1161,1164,1166,1169,1171,1174,1176,1179,1181,1184, 1186,1189,1191,1194,1196,1199,1201,1204,1206,1209, 1211,1214,1216,1219,1221,1224,1226,1229,1231,1234, 1236,1239,1241,1244,1246,1249,1251,1253 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 181,185,189,193,206,211,236,240,343,347, 351,355,359,363,367,371,375,379,383,387, 391,395,399,403,407,411,415,418,583,587, 591,595,599,603,607,611,615,619,623,627, 631,635,639,643,647,651,655,658,663,667, 671,675,679,683,687,691,695,699,703,707, 711,715,719,723,727,731,735,738,743,747, 751,755,759,763,767,771,775,779,783,787, 791,795,799,803,807,811,815,818,823,827, 831,835,839,843,847,851,855,859,863,867, 871,875,879,883,887,891,895,898,903,907, 911,915,919,923,927,931,935,939,943,947, 951,955,959,963,967,971,975,978 Group name: serosa of fundus of uterus !#nodeset nodes Node group: 89..91,95..96,105..107,111..112,123..127, 139..143,150..154,160..164,170..174,185..194 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 192,197,222,224,227,230,232,235,237,255, 260,262,264,280,288,290,292,296,298,300, 304,306,308,312,314,316,332,336,338,340, 344,346,348,352,354,356,360,362,364,367, 370,372,375,377,380,382,385,387,389,391, 394,396,399,401,404,406,409,411,414,416, 418,420,422,424,427,429,432,434,437,439, 442,444,447,449,451,453 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 173,177,197,200,216,221,226,231,246,251, 256,261,266,270,274,278,282,286,290,294, 298,302,306,309,312,316,320,324,328,332, 336,338 Group name: serosa of left oviduct !#nodeset nodes Node group: 9..16,25..32,41..48,57..64,73..80, 89..96 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 4,8,10,12,16,18,20,24,26,28, 32,34,36,40,42,44,48,50,52,56, 58,60,62,64,67,70,72,75,77,80, 82,85,87,90,92,95,97,100,102,104, 107,110,112,115,117,120,122,125,127,130, 132,135,137,140,142,144,147,150,152,155, 157,160,162,165,167,170,172,175,177,180, 182,184,187,190,192,195,197,200,202,205, 207,210,212,215,217,220,222,224 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 6,11,16,21,26,31,36,40,45,49, 53,57,61,65,69,72,77,81,85,89, 93,97,101,104,109,113,117,121,125,129, 133,136,141,145,149,153,157,161,165,168 Group name: serosa of right oviduct !#nodeset nodes Node group: 121..128,243..250,259..266,275..282,291..298, 307..314 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 274,282,290,298,306,314,322,326,557,561, 563,565,569,571,573,577,579,581,585,587, 589,593,595,597,601,603,605,609,611,613, 615,617,620,623,625,628,630,633,635,638, 640,643,645,648,650,653,655,657,660,663, 665,668,670,673,675,678,680,683,685,688, 690,693,695,697,700,703,705,708,710,713, 715,718,720,723,725,728,730,733,735,737, 739,741,743,745,747,749,751,753 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 424,429,434,439,444,449,454,458,463,467, 471,475,479,483,487,490,495,499,503,507, 511,515,519,522,527,531,535,539,543,547, 551,554,558,561,564,567,570,573,576,578 Group name: serosa of uterus !#nodeset nodes Node group: 9..16,25..32,41..48,57..64,73..80, 89..96,105..112,121..128,137..144,150..154, 160..164,170..174,185..194,215..234,243..250, 259..266,275..282,291..298,307..314,335..354, 375..394,415..434,455..474,495..514 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 4,8,10,12,16,18,20,24,26,28, 32,34,36,40,42,44,48,50,52,56, 58,60,62,64,67,70,72,75,77,80, 82,85,87,90,92,95,97,100,102,104, 107,110,112,115,117,120,122,125,127,130, 132,135,137,140,142,144,147,150,152,155, 157,160,162,165,167,170,172,175,177,180, 182,184,187,190,192,195,197,200,202,205, 207,210,212,215,217,220,222,224,227,230, 232,235,237,240,242,245,247,250,252,255, 257,260,262,264,268,272,274,276,280,282, 284,288,290,292,296,298,300,304,306,308, 312,314,316,320,322,324,326,328,332,336, 338,340,344,346,348,352,354,356,360,362, 364,367,370,372,375,377,380,382,385,387, 389,391,394,396,399,401,404,406,409,411, 414,416,418,420,422,424,427,429,432,434, 437,439,442,444,447,449,451,453,456,459, 461,464,466,469,471,474,476,479,481,484, 486,489,491,494,496,499,501,504,506,509, 511,514,516,519,521,524,526,529,531,534, 536,539,541,544,546,549,551,553,557,561, 563,565,569,571,573,577,579,581,585,587, 589,593,595,597,601,603,605,609,611,613, 615,617,620,623,625,628,630,633,635,638, 640,643,645,648,650,653,655,657,660,663, 665,668,670,673,675,678,680,683,685,688, 690,693,695,697,700,703,705,708,710,713, 715,718,720,723,725,728,730,733,735,737, 739,741,743,745,747,749,751,753,756,759, 761,764,766,769,771,774,776,779,781,784, 786,789,791,794,796,799,801,804,806,809, 811,814,816,819,821,824,826,829,831,834, 836,839,841,844,846,849,851,853,856,859, 861,864,866,869,871,874,876,879,881,884, 886,889,891,894,896,899,901,904,906,909, 911,914,916,919,921,924,926,929,931,934, 936,939,941,944,946,949,951,953,956,959, 961,964,966,969,971,974,976,979,981,984, 986,989,991,994,996,999,1001,1004,1006,1009, 1011,1014,1016,1019,1021,1024,1026,1029,1031,1034, 1036,1039,1041,1044,1046,1049,1051,1053,1056,1059, 1061,1064,1066,1069,1071,1074,1076,1079,1081,1084, 1086,1089,1091,1094,1096,1099,1101,1104,1106,1109, 1111,1114,1116,1119,1121,1124,1126,1129,1131,1134, 1136,1139,1141,1144,1146,1149,1151,1153,1156,1159, 1161,1164,1166,1169,1171,1174,1176,1179,1181,1184, 1186,1189,1191,1194,1196,1199,1201,1204,1206,1209, 1211,1214,1216,1219,1221,1224,1226,1229,1231,1234, 1236,1239,1241,1244,1246,1249,1251,1253 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 6,11,16,21,26,31,36,40,45,49, 53,57,61,65,69,72,77,81,85,89, 93,97,101,104,109,113,117,121,125,129, 133,136,141,145,149,153,157,161,165,168, 173,177,181,185,189,193,197,200,206,211, 216,221,226,231,236,240,246,251,256,261, 266,270,274,278,282,286,290,294,298,302, 306,309,312,316,320,324,328,332,336,338, 343,347,351,355,359,363,367,371,375,379, 383,387,391,395,399,403,407,411,415,418, 424,429,434,439,444,449,454,458,463,467, 471,475,479,483,487,490,495,499,503,507, 511,515,519,522,527,531,535,539,543,547, 551,554,558,561,564,567,570,573,576,578, 583,587,591,595,599,603,607,611,615,619, 623,627,631,635,639,643,647,651,655,658, 663,667,671,675,679,683,687,691,695,699, 703,707,711,715,719,723,727,731,735,738, 743,747,751,755,759,763,767,771,775,779, 783,787,791,795,799,803,807,811,815,818, 823,827,831,835,839,843,847,851,855,859, 863,867,871,875,879,883,887,891,895,898, 903,907,911,915,919,923,927,931,935,939, 943,947,951,955,959,963,967,971,975,978 Group name: serosa of uterus and vagina !#nodeset nodes Node group: 9..16,25..32,41..48,57..64,73..80, 89..96,105..112,121..128,137..144,150..154, 160..164,170..174,185..194,215..234,243..250, 259..266,275..282,291..298,307..314,335..354, 375..394,415..434,455..474,495..514,535..554, 575..594,615..634,655..674 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 4,8,10,12,16,18,20,24,26,28, 32,34,36,40,42,44,48,50,52,56, 58,60,62,64,67,70,72,75,77,80, 82,85,87,90,92,95,97,100,102,104, 107,110,112,115,117,120,122,125,127,130, 132,135,137,140,142,144,147,150,152,155, 157,160,162,165,167,170,172,175,177,180, 182,184,187,190,192,195,197,200,202,205, 207,210,212,215,217,220,222,224,227,230, 232,235,237,240,242,245,247,250,252,255, 257,260,262,264,268,272,274,276,280,282, 284,288,290,292,296,298,300,304,306,308, 312,314,316,320,322,324,326,328,332,336, 338,340,344,346,348,352,354,356,360,362, 364,367,370,372,375,377,380,382,385,387, 389,391,394,396,399,401,404,406,409,411, 414,416,418,420,422,424,427,429,432,434, 437,439,442,444,447,449,451,453,456,459, 461,464,466,469,471,474,476,479,481,484, 486,489,491,494,496,499,501,504,506,509, 511,514,516,519,521,524,526,529,531,534, 536,539,541,544,546,549,551,553,557,561, 563,565,569,571,573,577,579,581,585,587, 589,593,595,597,601,603,605,609,611,613, 615,617,620,623,625,628,630,633,635,638, 640,643,645,648,650,653,655,657,660,663, 665,668,670,673,675,678,680,683,685,688, 690,693,695,697,700,703,705,708,710,713, 715,718,720,723,725,728,730,733,735,737, 739,741,743,745,747,749,751,753,756,759, 761,764,766,769,771,774,776,779,781,784, 786,789,791,794,796,799,801,804,806,809, 811,814,816,819,821,824,826,829,831,834, 836,839,841,844,846,849,851,853,856,859, 861,864,866,869,871,874,876,879,881,884, 886,889,891,894,896,899,901,904,906,909, 911,914,916,919,921,924,926,929,931,934, 936,939,941,944,946,949,951,953,956,959, 961,964,966,969,971,974,976,979,981,984, 986,989,991,994,996,999,1001,1004,1006,1009, 1011,1014,1016,1019,1021,1024,1026,1029,1031,1034, 1036,1039,1041,1044,1046,1049,1051,1053,1056,1059, 1061,1064,1066,1069,1071,1074,1076,1079,1081,1084, 1086,1089,1091,1094,1096,1099,1101,1104,1106,1109, 1111,1114,1116,1119,1121,1124,1126,1129,1131,1134, 1136,1139,1141,1144,1146,1149,1151,1153,1156,1159, 1161,1164,1166,1169,1171,1174,1176,1179,1181,1184, 1186,1189,1191,1194,1196,1199,1201,1204,1206,1209, 1211,1214,1216,1219,1221,1224,1226,1229,1231,1234, 1236,1239,1241,1244,1246,1249,1251,1253,1256,1259, 1261,1264,1266,1269,1271,1274,1276,1279,1281,1284, 1286,1289,1291,1294,1296,1299,1301,1304,1306,1309, 1311,1314,1316,1319,1321,1324,1326,1329,1331,1334, 1336,1339,1341,1344,1346,1349,1351,1353,1356,1359, 1361,1364,1366,1369,1371,1374,1376,1379,1381,1384, 1386,1389,1391,1394,1396,1399,1401,1404,1406,1409, 1411,1414,1416,1419,1421,1424,1426,1429,1431,1434, 1436,1439,1441,1444,1446,1449,1451,1453,1456,1459, 1461,1464,1466,1469,1471,1474,1476,1479,1481,1484, 1486,1489,1491,1494,1496,1499,1501,1504,1506,1509, 1511,1514,1516,1519,1521,1524,1526,1529,1531,1534, 1536,1539,1541,1544,1546,1549,1551,1553,1556,1559, 1561,1564,1566,1569,1571,1574,1576,1579,1581,1584, 1586,1589,1591,1594,1596,1599,1601,1604,1606,1609, 1611,1614,1616,1619,1621,1624,1626,1629,1631,1634, 1636,1639,1641,1644,1646,1649,1651,1653 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 6,11,16,21,26,31,36,40,45,49, 53,57,61,65,69,72,77,81,85,89, 93,97,101,104,109,113,117,121,125,129, 133,136,141,145,149,153,157,161,165,168, 173,177,181,185,189,193,197,200,206,211, 216,221,226,231,236,240,246,251,256,261, 266,270,274,278,282,286,290,294,298,302, 306,309,312,316,320,324,328,332,336,338, 343,347,351,355,359,363,367,371,375,379, 383,387,391,395,399,403,407,411,415,418, 424,429,434,439,444,449,454,458,463,467, 471,475,479,483,487,490,495,499,503,507, 511,515,519,522,527,531,535,539,543,547, 551,554,558,561,564,567,570,573,576,578, 583,587,591,595,599,603,607,611,615,619, 623,627,631,635,639,643,647,651,655,658, 663,667,671,675,679,683,687,691,695,699, 703,707,711,715,719,723,727,731,735,738, 743,747,751,755,759,763,767,771,775,779, 783,787,791,795,799,803,807,811,815,818, 823,827,831,835,839,843,847,851,855,859, 863,867,871,875,879,883,887,891,895,898, 903,907,911,915,919,923,927,931,935,939, 943,947,951,955,959,963,967,971,975,978, 983,987,991,995,999,1003,1007,1011,1015,1019, 1023,1027,1031,1035,1039,1043,1047,1051,1055,1058, 1063,1067,1071,1075,1079,1083,1087,1091,1095,1099, 1103,1107,1111,1115,1119,1123,1127,1131,1135,1138, 1143,1147,1151,1155,1159,1163,1167,1171,1175,1179, 1183,1187,1191,1195,1199,1203,1207,1211,1215,1218, 1223,1227,1231,1235,1239,1243,1247,1251,1255,1259, 1263,1267,1271,1275,1279,1283,1287,1291,1295,1298 Group name: serosa of vagina !#nodeset nodes Node group: 455..474,495..514,535..554,575..594,615..634, 655..674 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1061,1066,1071,1076,1081,1086,1091,1096,1101,1106, 1111,1116,1121,1126,1131,1136,1141,1146,1151,1153, 1156,1159,1161,1164,1166,1169,1171,1174,1176,1179, 1181,1184,1186,1189,1191,1194,1196,1199,1201,1204, 1206,1209,1211,1214,1216,1219,1221,1224,1226,1229, 1231,1234,1236,1239,1241,1244,1246,1249,1251,1253, 1256,1259,1261,1264,1266,1269,1271,1274,1276,1279, 1281,1284,1286,1289,1291,1294,1296,1299,1301,1304, 1306,1309,1311,1314,1316,1319,1321,1324,1326,1329, 1331,1334,1336,1339,1341,1344,1346,1349,1351,1353, 1356,1359,1361,1364,1366,1369,1371,1374,1376,1379, 1381,1384,1386,1389,1391,1394,1396,1399,1401,1404, 1406,1409,1411,1414,1416,1419,1421,1424,1426,1429, 1431,1434,1436,1439,1441,1444,1446,1449,1451,1453, 1456,1459,1461,1464,1466,1469,1471,1474,1476,1479, 1481,1484,1486,1489,1491,1494,1496,1499,1501,1504, 1506,1509,1511,1514,1516,1519,1521,1524,1526,1529, 1531,1534,1536,1539,1541,1544,1546,1549,1551,1553, 1556,1559,1561,1564,1566,1569,1571,1574,1576,1579, 1581,1584,1586,1589,1591,1594,1596,1599,1601,1604, 1606,1609,1611,1614,1616,1619,1621,1624,1626,1629, 1631,1634,1636,1639,1641,1644,1646,1649,1651,1653 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 903,907,911,915,919,923,927,931,935,939, 943,947,951,955,959,963,967,971,975,978, 983,987,991,995,999,1003,1007,1011,1015,1019, 1023,1027,1031,1035,1039,1043,1047,1051,1055,1058, 1063,1067,1071,1075,1079,1083,1087,1091,1095,1099, 1103,1107,1111,1115,1119,1123,1127,1131,1135,1138, 1143,1147,1151,1155,1159,1163,1167,1171,1175,1179, 1183,1187,1191,1195,1199,1203,1207,1211,1215,1218, 1223,1227,1231,1235,1239,1243,1247,1251,1255,1259, 1263,1267,1271,1275,1279,1283,1287,1291,1295,1298 Group name: uterine cavity !#nodeset nodes Node group: 81..88,97..104,113..120,129..136,145..149, 155..159,165..169,175..184,195..214,315..334, 355..374,395..414,435..454 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 191,196,201,206,211,216,221,223,226,229, 231,234,236,239,241,244,246,249,251,254, 256,259,261,263,267,271,273,275,279,281, 283,287,289,291,295,297,299,303,305,307, 311,313,315,319,321,323,325,327,331,335, 337,339,343,345,347,351,353,355,359,361, 363,366,369,371,374,376,379,381,384,386, 388,390,393,395,398,400,403,405,408,410, 413,415,417,419,421,423,426,428,431,433, 436,438,441,443,446,448,450,452,455,458, 460,463,465,468,470,473,475,478,480,483, 485,488,490,493,495,498,500,503,505,508, 510,513,515,518,520,523,525,528,530,533, 535,538,540,543,545,548,550,552,755,758, 760,763,765,768,770,773,775,778,780,783, 785,788,790,793,795,798,800,803,805,808, 810,813,815,818,820,823,825,828,830,833, 835,838,840,843,845,848,850,852,855,858, 860,863,865,868,870,873,875,878,880,883, 885,888,890,893,895,898,900,903,905,908, 910,913,915,918,920,923,925,928,930,933, 935,938,940,943,945,948,950,952,955,958, 960,963,965,968,970,973,975,978,980,983, 985,988,990,993,995,998,1000,1003,1005,1008, 1010,1013,1015,1018,1020,1023,1025,1028,1030,1033, 1035,1038,1040,1043,1045,1048,1050,1052,1055,1058, 1060,1063,1065,1068,1070,1073,1075,1078,1080,1083, 1085,1088,1090,1093,1095,1098,1100,1103,1105,1108, 1110,1113,1115,1118,1120,1123,1125,1128,1130,1133, 1135,1138,1140,1143,1145,1148,1150,1152 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 172,176,180,184,188,192,196,199,205,210, 215,220,225,230,235,239,245,250,255,260, 265,269,273,277,281,285,289,293,297,301, 305,308,311,315,319,323,327,331,335,337, 342,346,350,354,358,362,366,370,374,378, 382,386,390,394,398,402,406,410,414,417, 582,586,590,594,598,602,606,610,614,618, 622,626,630,634,638,642,646,650,654,657, 662,666,670,674,678,682,686,690,694,698, 702,706,710,714,718,722,726,730,734,737, 742,746,750,754,758,762,766,770,774,778, 782,786,790,794,798,802,806,810,814,817, 822,826,830,834,838,842,846,850,854,858, 862,866,870,874,878,882,886,890,894,897 Group name: uterine cervix !#nodeset nodes Node group: 435..454,475..494,675..678 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1060,1065,1070,1075,1080,1085,1090,1095,1100,1105, 1110,1115,1120,1125,1130,1135,1140,1145,1150,1152, 1155,1158,1160,1163,1165,1168,1170,1173,1175,1178, 1180,1183,1185,1188,1190,1193,1195,1198,1200,1203, 1205,1208,1210,1213,1215,1218,1220,1223,1225,1228, 1230,1233,1235,1238,1240,1243,1245,1248,1250,1252 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 902,906,910,914,918,922,926,930,934,938, 942,946,950,954,958,962,966,970,974,977 Group name: uterus !#nodeset nodes Node group: 1..514,675..678 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..1253 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..978 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..240 Group name: vagina !#nodeset nodes Node group: 475..678 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1154,1157,1160..1162,1165..1167,1170..1172,1175..1177, 1180..1182,1185..1187,1190..1192,1195..1197,1200..1202, 1205..1207,1210..1212,1215..1217,1220..1222,1225..1227, 1230..1232,1235..1237,1240..1242,1245..1247,1250..1653 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 901,905,909,913,917,921,925,929,933,937, 941,945,949,953,957,961,965,969,973,976, 979..1298 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 241..320 Group name: vagina orifice !#nodeset nodes Node group: 635..654 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1560,1565,1570,1575,1580,1585,1590,1595,1600,1605, 1610,1615,1620,1625,1630,1635,1640,1645,1650,1652 Group name: vaginal canal !#nodeset nodes Node group: 475..494,515..534,555..574,595..614,635..654 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1160,1165,1170,1175,1180,1185,1190,1195,1200,1205, 1210,1215,1220,1225,1230,1235,1240,1245,1250,1252, 1255,1258,1260,1263,1265,1268,1270,1273,1275,1278, 1280,1283,1285,1288,1290,1293,1295,1298,1300,1303, 1305,1308,1310,1313,1315,1318,1320,1323,1325,1328, 1330,1333,1335,1338,1340,1343,1345,1348,1350,1352, 1355,1358,1360,1363,1365,1368,1370,1373,1375,1378, 1380,1383,1385,1388,1390,1393,1395,1398,1400,1403, 1405,1408,1410,1413,1415,1418,1420,1423,1425,1428, 1430,1433,1435,1438,1440,1443,1445,1448,1450,1452, 1455,1458,1460,1463,1465,1468,1470,1473,1475,1478, 1480,1483,1485,1488,1490,1493,1495,1498,1500,1503, 1505,1508,1510,1513,1515,1518,1520,1523,1525,1528, 1530,1533,1535,1538,1540,1543,1545,1548,1550,1552, 1555,1558,1560,1563,1565,1568,1570,1573,1575,1578, 1580,1583,1585,1588,1590,1593,1595,1598,1600,1603, 1605,1608,1610,1613,1615,1618,1620,1623,1625,1628, 1630,1633,1635,1638,1640,1643,1645,1648,1650,1652 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 982,986,990,994,998,1002,1006,1010,1014,1018, 1022,1026,1030,1034,1038,1042,1046,1050,1054,1057, 1062,1066,1070,1074,1078,1082,1086,1090,1094,1098, 1102,1106,1110,1114,1118,1122,1126,1130,1134,1137, 1142,1146,1150,1154,1158,1162,1166,1170,1174,1178, 1182,1186,1190,1194,1198,1202,1206,1210,1214,1217, 1222,1226,1230,1234,1238,1242,1246,1250,1254,1258, 1262,1266,1270,1274,1278,1282,1286,1290,1294,1297 Group name: ventral uterus !#nodeset nodes Node group: 1,5..9,13..17,21..25,29..33,37..41, 45..49,53..57,61..65,69..73,77..81, 85..89,93..97,101..105,109..113,117..121, 125..129,133..137,141..144,155..174,180..184, 190..195,205..215,225..235,239..243,247..251, 255..259,263..267,271..275,279..283,287..291, 295..299,303..307,311..315,325..335,345..355, 365..375,385..395,405..415,425..435,445..455, 465..475,485..495,505..515,525..535,545..555, 565..575,585..595,605..615,625..635,645..655, 665..678 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..4,29..32,37..67,83..85,88..107, 123..125,128..147,163..165,168..187,203..205, 208..227,243..245,248..268,293..296,301..329, 333,337..338,341,345..346,349,353..354,357, 361..362,365..389,421..456,502..504,507..557, 582..585,590..620,636..638,641..660,676..678, 681..700,716..718,721..739,746..756,802..804, 807..856,902..904,907..956,1002..1004,1007..1056, 1102..1104,1107..1156,1202..1204,1207..1256,1302..1304, 1307..1356,1402..1404,1407..1456,1502..1504,1507..1556, 1602..1604,1607..1653 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1,17,22..41,54,58..73,86,90..105, 118,122..137,150,154..169,182,186..201,217, 222..240,243,248,253,258,262..279,307,310..339, 376,380..419,435,440..459,472,476..491,504, 508..523,536,540..555,565,568..579,616,620..659, 696,700..739,776,780..819,856,860..899,936, 940..979,1016,1020..1059,1096,1100..1139,1176,1180..1219, 1256,1260..1298 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 5..8,13..16,21..24,29..32,37..40, 45..48,53..56,61..64,73..80,91..100, 105..108,113..116,121..124,129..132,137..140, 151..160,171..180,191..200,211..220,231..240, 251..260,271..280,291..300,311..320