Failed
projectroot.test.unit.XField_LocalPatch_Triangle_btest_memcheck (from CTest)
Failing for the past 1 build
(Since Failed
)
Stacktrace
Running 4 test cases... Running 4 test cases... Running 4 test cases... Running 4 test cases... test 2 test 2 test 2 test 2 FieldBase<FieldTraits>: nDOF_ = 6 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 1 FieldBase<FieldTraits>: nDOF_ = 6 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 1 FieldBase<FieldTraits>: nDOF_ = 6 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 1 FieldBase<FieldTraits>: nDOF_ = 6 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 1 DOF_[] = (0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) DOF_[] = (0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) elemCellGroups_[0] = elemCellGroups_[0] = DOF_[] = (0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) FieldAssociativity: nElem_ = 4 nDOF_ = 6 FieldAssociativity: nElem_ = 4 nDOF_ = 6 local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) elemCellGroups_[0] = assoc_[0]: assoc_[0]: FieldAssociativity: nElem_ = 4 nDOF_ = 6 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) nodeList = 0 1 2 nodeList = 0 1 2 assoc_[1]: assoc_[0]: assoc_[1]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 2 1 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 2 4 0 assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 2 1 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 -1 nodeList = 1 0 5 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 2 4 0 assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 -1 nodeList = 1 0 5 DOF_[] = (0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) elemInteriorTraceGroups_[0] = elemInteriorTraceGroups_[0] = ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) elemCellGroups_[0] = nodeList = 0 1 2 FieldAssociativity: nElem_ = 3 nDOF_ = 6 FieldAssociativity: nElem_ = 3 nDOF_ = 6 assoc_[1]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 2 1 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 2 4 0 assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 -1 nodeList = 1 0 5 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) FieldAssociativity: nElem_ = 4 nDOF_ = 6 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) assoc_[0]: elemInteriorTraceGroups_[0] = assoc_[0]: DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 FieldAssociativity: nElem_ = 3 nDOF_ = 6 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[0]: nodeList = 1 2 nodeList = 1 2 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 0 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[1]: nodeList = 0 1 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 0 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 1 assoc_[0]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementConnectivity: ElementConnectivity: GroupRType_ = 0 GroupRType_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 1 2 assoc_[1]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 2 1 nodeList = 1 2 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 2 4 0 L: areaGroupL_ = 0 areaElemL_[] = 0 0 0 areaCanonicalL_[] = 0 1 1 1 2 1 assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 -1 nodeList = 1 0 5 L: areaGroupL_ = 0 areaElemL_[] = 0 0 0 areaCanonicalL_[] = 0 1 1 1 2 1 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 0 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 1 elemInteriorTraceGroups_[0] = ElementConnectivity: R: areaGroupR_ = 0 areaElemR_[] = 1 2 3 areaCanonicalR_[] = 0 -1 1 -1 2 -1 R: areaGroupR_ = 0 areaElemR_[] = 1 2 3 areaCanonicalR_[] = 0 -1 1 -1 2 -1 GroupRType_ = 0 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 3 nDOF_ = 6 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 6 nDOF_ = 6 FieldAssociativity: nElem_ = 6 nDOF_ = 6 L: areaGroupL_ = 0 areaElemL_[] = 0 0 0 areaCanonicalL_[] = 0 1 1 1 2 1 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 5 assoc_[1]: DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[0]: nodeList = 5 1 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 5 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 3 assoc_[3]: assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 nodeList = 5 1 assoc_[2]: assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 3 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 4 assoc_[5]: assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 nodeList = 4 0 ElementConnectivity: assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 GroupRType_ = 0 nodeList = 2 4 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 3 3 1 1 2 2 areaCanonicalL_[] = 0 1 1 1 1 1 2 1 2 1 0 1 nodeList = 4 0 ElementConnectivity: GroupRType_ = 0 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) L: areaGroupL_ = 0 areaElemL_[] = 3 3 1 1 2 2 areaCanonicalL_[] = 0 1 1 1 1 1 2 1 2 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 R: areaGroupR_ = 0 areaElemR_[] = 1 2 3 areaCanonicalR_[] = 0 -1 1 -1 2 -1 assoc_[0]: elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 6 nDOF_ = 6 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 5 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 1 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 3 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 4 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 0 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 3 3 1 1 2 2 areaCanonicalL_[] = 0 1 1 1 1 1 2 1 2 1 0 1 nodeList = 1 2 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 0 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 1 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 0 0 0 areaCanonicalL_[] = 0 1 1 1 2 1 R: areaGroupR_ = 0 areaElemR_[] = 1 2 3 areaCanonicalR_[] = 0 -1 1 -1 2 -1 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 6 nDOF_ = 6 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 5 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 1 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 3 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 4 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 0 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 3 3 1 1 2 2 areaCanonicalL_[] = 0 1 1 1 1 1 2 1 2 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 test 3 test 3 test 3 test 3 creating cube with number 2 creating cube with number 2 creating cube with number 2 creating cube with number 2 created grid created grid created grid created grid triangulated. triangulated. triangulated. triangulated. done. done. done. creating geometry context with EGADS v1.14 and OpenCASCADE OpenCASCADE 6.8.1 creating geometry context with EGADS v1.14 and OpenCASCADE OpenCASCADE 6.8.1 creating geometry context with EGADS v1.14 and OpenCASCADE OpenCASCADE 6.8.1 done. creating geometry context with EGADS v1.14 and OpenCASCADE OpenCASCADE 6.8.1 added vertices added vertices added vertices added vertices added cells added cells added cells added cells added boundary added boundary added boundary added boundary FieldBase<FieldTraits>: nDOF_ = 100 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 4 FieldBase<FieldTraits>: nDOF_ = 100 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 4 FieldBase<FieldTraits>: nDOF_ = 100 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 4 DOF_[] = (0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.5 DOF_[] = (0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) 55556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) (6, 6) (7, 7) (8, 8) (9, 9) (10, 10) (11, 11) (12, 12) (13, 13) (14, 14) (15, 15) (16, 16) (17, 17) (18, 18) (19, 19) (20, 20) (21, 21) (22, 22) (23, 23) (24, 24) (25, 25) (26, 26) (27, 27) (28, 28) (29, 29) (30, 30) (31, 31) (32, 32) (33, 33) (34, 34) (35, 35) (36, 36) (37, 37) (38, 38) (39, 39) (40, 40) (41, 41) (42, 42) (43, 43) (44, 44) (45, 45) (46, 46) (47, 47) (48, 48) (49, 49) (50, 50) (51, 51) (52, 52) (53, 53) (54, 54) (55, 55) (56, 56) (57, 57) (58, 58) (59, 59) (60, 60) (61, 61) (62, 62) (63, 63) (64, 64) (65, 65) (66, 66) (67, 67) (68, 68) (69, 69) (70, 70) (71, 71) (72, 72) (73, 73) (74, 74) (75, 75) (76, 76) (77, 77) (78, 78) (79, 79) (80, 80) (81, 81) (82, 82) (83, 83) (84, 84) (85, 85) (86, 86) (87, 87) (88, 88) (89, 89) (90, 90) (91, 91) (92, 92) (93, 93) (94, 94) (95, 95) (96, 96) (97, 97) (98, 98) (99, 99) elemCellGroups_[0] = local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) (6, 6) (7, 7) (8, 8) (9, 9) (10, 10) (11, 11) (12, 12) (13, 13) (14, 14) (15, 15) (16, 16) (17, 17) (18, 18) (19, 19) (20, 20) (21, 21) (22, 22) (23, 23) (24, 24) (25, 25) (26, 26) (27, 27) (28, 28) (29, 29) (30, 30) (31, 31) (32, 32) (33, 33) (34, 34) (35, 35) (36, 36) (37, 37) (38, 38) (39, 39) (40, 40) (41, 41) (42, 42) (43, 43) (44, 44) (45, 45) (46, 46) (47, 47) (48, 48) (49, 49) (50, 50) (51, 51) (52, 52) (53, 53) (54, 54) (55, 55) (56, 56) (57, 57) (58, 58) (59, 59) (60, 60) (61, 61) (62, 62) (63, 63) (64, 64) (65, 65) (66, 66) (67, 67) (68, 68) (69, 69) (70, 70) (71, 71) (72, 72) (73, 73) (74, 74) (75, 75) (76, 76) (77, 77) (78, 78) (79, 79) (80, 80) (81, 81) (82, 82) (83, 83) (84, 84) (85, 85) (86, 86) (87, 87) (88, 88) (89, 89) (90, 90) (91, 91) (92, 92) (93, 93) (94, 94) (95, 95) (96, 96) (97, 97) (98, 98) (99, 99) elemCellGroups_[0] = FieldAssociativity: nElem_ = 162 nDOF_ = 100 FieldAssociativity: nElem_ = 162 nDOF_ = 100 DOF_[] = (0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.5 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.55556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) (6, 6) (7, 7) (8, 8) (9, 9) (10, 10) (11, 11) (12, 12) (13, 13) (14, 14) (15, 15) (16, 16) (17, 17) (18, 18) (19, 19) (20, 20) (21, 21) (22, 22) (23, 23) (24, 24) (25, 25) (26, 26) (27, 27) (28, 28) (29, 29) (30, 30) (31, 31) (32, 32) (33, 33) (34, 34) (35, 35) (36, 36) (37, 37) (38, 38) (39, 39) (40, 40) (41, 41) (42, 42) (43, 43) (44, 44) (45, 45) (46, 46) (47, 47) (48, 48) (49, 49) (50, 50) (51, 51) (52, 52) (53, 53) (54, 54) (55, 55) (56, 56) (57, 57) (58, 58) (59, 59) (60, 60) (61, 61) (62, 62) (63, 63) (64, 64) (65, 65) (66, 66) (67, 67) (68, 68) (69, 69) (70, 70) (71, 71) (72, 72) (73, 73) (74, 74) (75, 75) (76, 76) (77, 77) (78, 78) (79, 79) (80, 80) (81, 81) (82, 82) (83, 83) (84, 84) (85, 85) (86, 86) (87, 87) (88, 88) (89, 89) (90, 90) (91, 91) (92, 92) (93, 93) (94, 94) (95, 95) (96, 96) (97, 97) (98, 98) (99, 99) elemCellGroups_[0] = FieldAssociativity: nElem_ = 162 nDOF_ = 100 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 0 10 11 assoc_[1]: nodeList = 0 10 11 assoc_[1]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 0 11 1 assoc_[2]: nodeList = 0 11 1 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 1 11 12 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 1 11 12 assoc_[3]: assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 1 12 2 assoc_[4]: nodeList = 1 12 2 assoc_[4]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 2 12 13 assoc_[5]: nodeList = 2 12 13 assoc_[5]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 2 13 3 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[6]: nodeList = 2 13 3 assoc_[6]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 3 13 14 assoc_[7]: nodeList = 3 13 14 assoc_[7]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 14 4 assoc_[8]: nodeList = 3 14 4 assoc_[8]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 4 14 15 nodeList = 4 14 15 assoc_[9]: assoc_[9]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 4 15 5 nodeList = 4 15 5 assoc_[10]: assoc_[10]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 5 15 16 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 5 15 16 assoc_[11]: assoc_[11]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 5 16 6 assoc_[12]: nodeList = 5 16 6 assoc_[12]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 6 16 17 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 6 16 17 assoc_[13]: assoc_[13]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 6 17 7 nodeList = 6 17 7 assoc_[14]: assoc_[14]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 7 17 18 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 7 17 18 assoc_[15]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[15]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 7 18 8 assoc_[16]: nodeList = 7 18 8 assoc_[16]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 8 18 19 assoc_[17]: nodeList = 8 18 19 assoc_[17]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 8 19 9 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 8 19 9 assoc_[18]: assoc_[18]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 10 20 21 assoc_[19]: nodeList = 10 20 21 assoc_[19]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. nodeList = 10 21 11 assoc_[20]: nodeList = 10 21 11 assoc_[20]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 11 21 22 nodeList = 11 21 22 assoc_[21]: assoc_[21]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 11 22 12 nodeList = 11 22 12 assoc_[22]: assoc_[22]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 12 22 23 nodeList = 12 22 23 assoc_[23]: assoc_[23]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 12 23 13 nodeList = 12 23 13 assoc_[24]: assoc_[24]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 13 23 24 nodeList = 13 23 24 assoc_[25]: assoc_[25]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 13 24 14 nodeList = 13 24 14 assoc_[26]: assoc_[26]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 14 24 25 nodeList = 14 24 25 assoc_[27]: assoc_[27]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 14 25 15 nodeList = 14 25 15 assoc_[28]: assoc_[28]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 15 25 26 nodeList = 15 25 26 assoc_[29]: assoc_[29]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 15 26 16 nodeList = 15 26 16 assoc_[30]: assoc_[30]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 16 26 27 nodeList = 16 26 27 assoc_[31]: assoc_[31]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 16 27 17 nodeList = 16 27 17 assoc_[32]: assoc_[32]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 17 27 28 nodeList = 17 27 28 assoc_[33]: assoc_[33]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 17 28 18 nodeList = 17 28 18 assoc_[34]: assoc_[34]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 18 28 29 nodeList = 18 28 29 assoc_[35]: assoc_[35]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 18 29 19 nodeList = 18 29 19 assoc_[36]: assoc_[36]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 20 30 31 nodeList = 20 30 31 assoc_[37]: assoc_[37]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 20 31 21 nodeList = 20 31 21 assoc_[38]: assoc_[38]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 21 31 32 nodeList = 21 31 32 assoc_[39]: assoc_[39]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 21 32 22 nodeList = 21 32 22 assoc_[40]: assoc_[40]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 22 32 33 nodeList = 22 32 33 assoc_[41]: assoc_[41]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 22 33 23 nodeList = 22 33 23 assoc_[42]: assoc_[42]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 23 33 34 nodeList = 23 33 34 assoc_[43]: assoc_[43]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 23 34 24 nodeList = 23 34 24 assoc_[44]: assoc_[44]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 24 34 35 nodeList = 24 34 35 assoc_[45]: assoc_[45]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 24 35 25 nodeList = 24 35 25 assoc_[46]: assoc_[46]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 25 35 36 nodeList = 25 35 36 assoc_[47]: assoc_[47]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 25 36 26 nodeList = 25 36 26 assoc_[48]: assoc_[48]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 26 36 37 nodeList = 26 36 37 assoc_[49]: assoc_[49]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 26 37 27 nodeList = 26 37 27 assoc_[50]: assoc_[50]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 27 37 38 nodeList = 27 37 38 assoc_[51]: assoc_[51]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: nodeList = 27 38 28 assoc_[52]: nodeList = 27 38 28 assoc_[52]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 28 38 39 nodeList = 28 38 39 assoc_[53]: assoc_[53]: nodeList = 0 10 11 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 assoc_[1]: nodeList = 28 39 29 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 28 39 29 assoc_[54]: assoc_[54]: nodeList = 0 11 1 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 30 40 41 assoc_[55]: nodeList = 30 40 41 assoc_[55]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 1 11 12 assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 30 41 31 nodeList = 30 41 31 assoc_[56]: assoc_[56]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 1 12 2 assoc_[4]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 31 41 42 nodeList = 31 41 42 assoc_[57]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[57]: nodeList = 2 12 13 assoc_[5]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 31 42 32 nodeList = 31 42 32 assoc_[58]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[58]: nodeList = 2 13 3 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 32 42 43 assoc_[6]: nodeList = 32 42 43 assoc_[59]: assoc_[59]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 3 13 14 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 32 43 33 assoc_[7]: nodeList = 32 43 33 assoc_[60]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[60]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 14 4 assoc_[8]: nodeList = 33 43 44 nodeList = 33 43 44 assoc_[61]: assoc_[61]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 4 14 15 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 33 44 34 assoc_[9]: nodeList = 33 44 34 assoc_[62]: assoc_[62]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 4 15 5 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[10]: nodeList = 34 44 45 nodeList = 34 44 45 assoc_[63]: assoc_[63]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 5 15 16 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 34 45 35 assoc_[11]: nodeList = 34 45 35 assoc_[64]: assoc_[64]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 5 16 6 nodeList = 35 45 46 nodeList = 35 45 46 assoc_[65]: assoc_[65]: assoc_[12]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 35 46 36 assoc_[66]: nodeList = 6 16 17 assoc_[13]: nodeList = 35 46 36 assoc_[66]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 36 46 47 nodeList = 36 46 47 assoc_[67]: assoc_[67]: nodeList = 6 17 7 assoc_[14]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 36 47 37 assoc_[68]: nodeList = 7 17 18 assoc_[15]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 7 18 8 nodeList = 37 47 48 assoc_[69]: assoc_[16]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 37 48 38 nodeList = 8 18 19 assoc_[17]: assoc_[70]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 8 19 9 nodeList = 38 48 49 assoc_[71]: assoc_[18]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 38 49 39 nodeList = 10 20 21 assoc_[72]: assoc_[19]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 40 50 51 nodeList = 10 21 11 assoc_[73]: assoc_[20]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 11 21 22 nodeList = 40 51 41 assoc_[74]: assoc_[21]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 11 22 12 nodeList = 41 51 52 assoc_[75]: assoc_[22]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 12 22 23 nodeList = 41 52 42 assoc_[76]: assoc_[23]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 12 23 13 nodeList = 42 52 53 assoc_[77]: assoc_[24]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 13 23 24 nodeList = 42 53 43 assoc_[78]: assoc_[25]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 43 53 54 nodeList = 13 24 14 assoc_[79]: assoc_[26]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 43 54 44 nodeList = 14 24 25 assoc_[80]: assoc_[27]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 44 54 55 nodeList = 14 25 15 assoc_[81]: assoc_[28]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 44 55 45 nodeList = 15 25 26 assoc_[82]: assoc_[29]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 45 55 56 assoc_[83]: nodeList = 15 26 16 assoc_[30]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 45 56 46 assoc_[84]: nodeList = 16 26 27 assoc_[31]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 46 56 57 assoc_[85]: nodeList = 16 27 17 assoc_[32]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 17 27 28 nodeList = 46 57 47 assoc_[86]: assoc_[33]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 47 57 58 assoc_[87]: nodeList = 17 28 18 assoc_[34]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 47 58 48 assoc_[88]: nodeList = 18 28 29 assoc_[35]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 48 58 59 assoc_[89]: nodeList = 18 29 19 assoc_[36]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 48 59 49 assoc_[90]: nodeList = 20 30 31 assoc_[37]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 50 60 61 nodeList = 20 31 21 assoc_[91]: assoc_[38]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 50 61 51 assoc_[92]: nodeList = 21 31 32 assoc_[39]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 51 61 62 nodeList = 21 32 22 assoc_[93]: assoc_[40]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 51 62 52 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 22 32 33 assoc_[94]: assoc_[41]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 52 62 63 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 22 33 23 assoc_[42]: assoc_[95]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 36 47 37 assoc_[68]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 52 63 53 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 23 33 34 assoc_[96]: nodeList = 37 47 48 assoc_[43]: assoc_[69]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 53 63 64 assoc_[97]: nodeList = 23 34 24 assoc_[44]: nodeList = 37 48 38 assoc_[70]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 53 64 54 assoc_[98]: nodeList = 24 34 35 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 38 48 49 assoc_[71]: assoc_[45]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 54 64 65 nodeList = 24 35 25 assoc_[46]: nodeList = 38 49 39 assoc_[99]: assoc_[72]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 54 65 55 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 40 50 51 assoc_[100]: nodeList = 25 35 36 assoc_[47]: assoc_[73]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 55 65 66 assoc_[101]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 40 51 41 nodeList = 25 36 26 assoc_[48]: assoc_[74]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 55 66 56 nodeList = 41 51 52 assoc_[102]: nodeList = 26 36 37 assoc_[49]: assoc_[75]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 56 66 67 assoc_[103]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 26 37 27 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 41 52 42 assoc_[50]: assoc_[76]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 56 67 57 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 27 37 38 assoc_[104]: nodeList = 42 52 53 assoc_[51]: assoc_[77]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 57 67 68 nodeList = 42 53 43 nodeList = 27 38 28 assoc_[52]: assoc_[105]: assoc_[78]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 57 68 58 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 28 38 39 nodeList = 43 53 54 assoc_[106]: assoc_[79]: assoc_[53]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 58 68 69 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 28 39 29 nodeList = 43 54 44 assoc_[107]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 assoc_[80]: assoc_[54]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 58 69 59 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 44 54 55 nodeList = 30 40 41 assoc_[108]: assoc_[55]: assoc_[81]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 60 70 71 assoc_[109]: nodeList = 44 55 45 nodeList = 30 41 31 assoc_[56]: assoc_[82]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 60 71 61 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 31 41 42 assoc_[110]: nodeList = 45 55 56 assoc_[57]: assoc_[83]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 61 71 72 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[111]: nodeList = 45 56 46 nodeList = 31 42 32 assoc_[58]: assoc_[84]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 61 72 62 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 32 42 43 assoc_[112]: nodeList = 46 56 57 assoc_[59]: assoc_[85]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 62 72 73 assoc_[113]: nodeList = 32 43 33 nodeList = 46 57 47 assoc_[60]: assoc_[86]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 62 73 63 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 33 43 44 assoc_[114]: nodeList = 47 57 58 assoc_[87]: assoc_[61]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 63 73 74 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[115]: nodeList = 47 58 48 assoc_[88]: nodeList = 33 44 34 assoc_[62]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 63 74 64 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 48 58 59 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 34 44 45 assoc_[89]: assoc_[116]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[63]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 64 74 75 nodeList = 34 45 35 assoc_[117]: nodeList = 48 59 49 assoc_[90]: assoc_[64]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 64 75 65 assoc_[118]: nodeList = 50 60 61 nodeList = 35 45 46 assoc_[91]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[65]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 65 75 76 assoc_[119]: nodeList = 50 61 51 nodeList = 35 46 36 assoc_[92]: assoc_[66]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 65 76 66 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[120]: nodeList = 51 61 62 assoc_[93]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 66 76 77 nodeList = 36 46 47 assoc_[67]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[121]: nodeList = 51 62 52 nodeList = 36 47 37 assoc_[94]: assoc_[68]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 66 77 67 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 52 62 63 assoc_[95]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 37 47 48 assoc_[122]: assoc_[69]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 67 77 78 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 52 63 53 assoc_[96]: assoc_[123]: nodeList = 37 48 38 assoc_[70]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 67 78 68 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[124]: nodeList = 53 63 64 assoc_[97]: nodeList = 38 48 49 assoc_[71]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 68 78 79 assoc_[125]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 53 64 54 assoc_[98]: nodeList = 38 49 39 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 assoc_[72]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 68 79 69 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[126]: nodeList = 54 64 65 assoc_[99]: nodeList = 40 50 51 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[73]: nodeList = 70 80 81 assoc_[127]: nodeList = 54 65 55 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 40 51 41 assoc_[100]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 70 81 71 assoc_[74]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 55 65 66 assoc_[101]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[128]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 41 51 52 assoc_[75]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 71 81 82 nodeList = 55 66 56 assoc_[129]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[102]: nodeList = 41 52 42 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[76]: nodeList = 71 82 72 nodeList = 56 66 67 assoc_[130]: assoc_[103]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 42 52 53 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[77]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 72 82 83 assoc_[131]: nodeList = 56 67 57 assoc_[104]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 42 53 43 assoc_[78]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 72 83 73 nodeList = 57 67 68 assoc_[132]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[105]: nodeList = 43 53 54 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[79]: nodeList = 73 83 84 assoc_[133]: nodeList = 57 68 58 assoc_[106]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 43 54 44 assoc_[80]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 73 84 74 nodeList = 58 68 69 assoc_[134]: assoc_[107]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 44 54 55 assoc_[81]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 58 69 59 nodeList = 74 84 85 assoc_[135]: assoc_[108]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 44 55 45 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[82]: nodeList = 60 70 71 nodeList = 74 85 75 assoc_[109]: assoc_[136]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 45 55 56 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[83]: nodeList = 60 71 61 nodeList = 75 85 86 assoc_[137]: assoc_[110]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 45 56 46 assoc_[84]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 61 71 72 nodeList = 75 86 76 assoc_[138]: assoc_[111]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 46 56 57 assoc_[85]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 61 72 62 nodeList = 76 86 87 assoc_[112]: assoc_[139]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 46 57 47 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[86]: nodeList = 76 87 77 nodeList = 62 72 73 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[113]: assoc_[140]: nodeList = 47 57 58 assoc_[87]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 62 73 63 nodeList = 77 87 88 assoc_[141]: assoc_[114]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 47 58 48 assoc_[88]: nodeList = 63 73 74 nodeList = 77 88 78 assoc_[115]: assoc_[142]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 48 58 59 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[89]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 78 88 89 nodeList = 63 74 64 assoc_[143]: assoc_[116]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 48 59 49 assoc_[90]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 64 74 75 assoc_[117]: nodeList = 78 89 79 assoc_[144]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 50 60 61 assoc_[91]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 64 75 65 assoc_[118]: nodeList = 80 90 91 assoc_[145]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 50 61 51 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 80 91 81 nodeList = 65 75 76 assoc_[119]: assoc_[92]: assoc_[146]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 51 61 62 assoc_[93]: nodeList = 65 76 66 nodeList = 81 91 92 assoc_[147]: assoc_[120]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 51 62 52 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 66 76 77 assoc_[94]: nodeList = 81 92 82 assoc_[148]: assoc_[121]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 52 62 63 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 66 77 67 assoc_[95]: nodeList = 82 92 93 assoc_[122]: assoc_[149]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 52 63 53 nodeList = 82 93 83 nodeList = 67 77 78 assoc_[96]: assoc_[123]: assoc_[150]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 53 63 64 assoc_[97]: nodeList = 67 78 68 assoc_[124]: nodeList = 83 93 94 assoc_[151]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 53 64 54 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 83 94 84 assoc_[98]: nodeList = 68 78 79 assoc_[125]: assoc_[152]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 54 64 65 assoc_[99]: nodeList = 84 94 95 assoc_[153]: nodeList = 68 79 69 assoc_[126]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 54 65 55 nodeList = 70 80 81 assoc_[100]: nodeList = 84 95 85 assoc_[154]: assoc_[127]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 55 65 66 nodeList = 85 95 96 nodeList = 70 81 71 assoc_[101]: assoc_[128]: assoc_[155]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 55 66 56 nodeList = 71 81 82 nodeList = 85 96 86 assoc_[102]: assoc_[156]: assoc_[129]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 56 66 67 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 assoc_[103]: nodeList = 71 82 72 nodeList = 86 96 97 assoc_[157]: assoc_[130]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 56 67 57 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 72 82 83 assoc_[131]: assoc_[104]: nodeList = 86 97 87 assoc_[158]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 57 67 68 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 72 83 73 nodeList = 87 97 98 assoc_[159]: assoc_[132]: assoc_[105]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 57 68 58 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 73 83 84 assoc_[133]: assoc_[106]: nodeList = 87 98 88 assoc_[160]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 58 68 69 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 73 84 74 nodeList = 88 98 99 assoc_[161]: assoc_[107]: assoc_[134]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 58 69 59 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 88 99 89 nodeList = 74 84 85 assoc_[135]: assoc_[108]: elemInteriorTraceGroups_[0] = FieldAssociativity: nElem_ = 225 nDOF_ = 100 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 60 70 71 nodeList = 74 85 75 assoc_[109]: assoc_[136]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 60 71 61 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[110]: nodeList = 75 85 86 assoc_[137]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 61 71 72 assoc_[111]: nodeList = 75 86 76 assoc_[138]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 61 72 62 nodeList = 76 86 87 assoc_[112]: assoc_[139]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 62 72 73 assoc_[113]: nodeList = 76 87 77 assoc_[140]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 62 73 63 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[114]: nodeList = 77 87 88 assoc_[141]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 63 73 74 nodeList = 77 88 78 assoc_[115]: assoc_[142]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 63 74 64 nodeList = 78 88 89 assoc_[116]: assoc_[143]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 64 74 75 nodeList = 78 89 79 assoc_[117]: assoc_[144]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 64 75 65 nodeList = 80 90 91 assoc_[145]: assoc_[118]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 65 75 76 nodeList = 80 91 81 assoc_[146]: assoc_[119]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 81 91 92 nodeList = 65 76 66 assoc_[120]: assoc_[147]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 81 92 82 nodeList = 66 76 77 assoc_[121]: assoc_[148]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 66 77 67 nodeList = 82 92 93 assoc_[122]: assoc_[149]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 67 77 78 nodeList = 82 93 83 assoc_[123]: assoc_[150]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 67 78 68 nodeList = 83 93 94 assoc_[151]: assoc_[124]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 68 78 79 nodeList = 83 94 84 assoc_[152]: assoc_[125]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 84 94 95 nodeList = 68 79 69 assoc_[153]: assoc_[126]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 70 80 81 nodeList = 84 95 85 assoc_[154]: assoc_[127]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 85 95 96 nodeList = 70 81 71 assoc_[128]: assoc_[155]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 85 96 86 nodeList = 71 81 82 assoc_[156]: assoc_[129]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 86 96 97 assoc_[157]: nodeList = 71 82 72 assoc_[130]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 86 97 87 nodeList = 72 82 83 assoc_[158]: assoc_[131]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 87 97 98 nodeList = 72 83 73 assoc_[159]: assoc_[132]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 87 98 88 nodeList = 73 83 84 assoc_[160]: assoc_[133]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 88 98 99 assoc_[161]: nodeList = 73 84 74 assoc_[134]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 88 99 89 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 74 84 85 elemInteriorTraceGroups_[0] = assoc_[135]: FieldAssociativity: nElem_ = 225 nDOF_ = 100 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 74 85 75 assoc_[136]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 75 85 86 assoc_[137]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 75 86 76 assoc_[138]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 76 86 87 assoc_[139]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 76 87 77 assoc_[140]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 77 87 88 assoc_[141]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 77 88 78 assoc_[142]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 78 88 89 assoc_[143]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 78 89 79 assoc_[144]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 80 90 91 assoc_[145]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 80 91 81 assoc_[146]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 81 91 92 assoc_[147]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 81 92 82 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. assoc_[148]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 82 92 93 assoc_[149]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 82 93 83 assoc_[150]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 83 93 94 assoc_[151]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 83 94 84 assoc_[152]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 84 94 95 assoc_[153]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 84 95 85 assoc_[154]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 85 95 96 assoc_[155]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 85 96 86 assoc_[156]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 86 96 97 assoc_[157]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 86 97 87 assoc_[158]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 87 97 98 assoc_[159]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 87 98 88 assoc_[160]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 88 98 99 assoc_[161]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 88 99 89 elemInteriorTraceGroups_[0] = FieldAssociativity: nElem_ = 225 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 11 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 11 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 12 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 12 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 13 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 13 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 14 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 14 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 15 assoc_[9]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 15 assoc_[10]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 16 assoc_[11]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 16 assoc_[12]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 17 assoc_[13]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 17 assoc_[14]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 18 assoc_[15]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 18 assoc_[16]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 19 assoc_[17]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 10 assoc_[18]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 21 assoc_[19]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 21 assoc_[20]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 11 assoc_[21]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 22 assoc_[22]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 22 assoc_[23]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 12 assoc_[24]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 23 assoc_[25]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 23 assoc_[26]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 13 assoc_[27]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 24 assoc_[28]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 24 assoc_[29]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 14 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. assoc_[30]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 25 assoc_[31]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 25 assoc_[32]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 15 assoc_[33]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 26 assoc_[34]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 26 assoc_[35]: 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[0]: nodeList = 17 16 assoc_[36]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 11 assoc_[1]: nodeList = 16 27 assoc_[37]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 11 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 17 27 assoc_[38]: assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 18 17 nodeList = 1 12 assoc_[3]: assoc_[39]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 12 nodeList = 17 28 assoc_[4]: assoc_[40]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 13 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[5]: nodeList = 18 28 assoc_[41]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 13 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 19 18 assoc_[42]: assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 14 assoc_[7]: nodeList = 18 29 assoc_[43]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 14 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 20 assoc_[8]: assoc_[44]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 15 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 20 31 assoc_[45]: assoc_[9]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 15 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[10]: nodeList = 21 31 assoc_[46]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 16 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 21 assoc_[11]: assoc_[47]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 16 assoc_[12]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 32 assoc_[48]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 17 assoc_[13]: nodeList = 22 32 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[49]: nodeList = 7 17 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[14]: nodeList = 23 22 assoc_[50]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 18 assoc_[15]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 33 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[51]: nodeList = 8 18 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 33 assoc_[16]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[52]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 19 assoc_[17]: nodeList = 24 23 assoc_[53]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 10 assoc_[18]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 34 assoc_[54]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 21 assoc_[19]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 34 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[55]: nodeList = 11 21 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 24 assoc_[20]: assoc_[56]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 11 assoc_[21]: nodeList = 24 35 assoc_[57]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 22 assoc_[22]: nodeList = 25 35 assoc_[58]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 22 nodeList = 26 25 assoc_[23]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[59]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 12 assoc_[24]: nodeList = 25 36 assoc_[60]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 23 assoc_[25]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 36 assoc_[61]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 23 assoc_[26]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 26 assoc_[62]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 13 assoc_[27]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 37 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[63]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 24 assoc_[28]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 37 assoc_[64]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 24 assoc_[29]: nodeList = 28 27 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[65]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 14 assoc_[30]: nodeList = 27 38 assoc_[66]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 25 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 38 assoc_[31]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 25 assoc_[32]: assoc_[67]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 29 28 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[68]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 15 assoc_[33]: nodeList = 28 39 assoc_[69]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 26 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 30 assoc_[34]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[70]: nodeList = 16 26 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[35]: nodeList = 30 41 assoc_[71]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 17 16 assoc_[36]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 41 assoc_[72]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 27 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[37]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[0]: nodeList = 32 31 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[73]: nodeList = 17 27 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[38]: nodeList = 31 42 nodeList = 0 11 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[1]: assoc_[74]: nodeList = 18 17 assoc_[39]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 42 nodeList = 1 11 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[75]: nodeList = 17 28 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[40]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 32 nodeList = 1 12 assoc_[76]: assoc_[3]: nodeList = 18 28 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[41]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 43 assoc_[77]: nodeList = 2 12 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 19 18 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[42]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 43 nodeList = 2 13 assoc_[5]: assoc_[78]: nodeList = 18 29 assoc_[43]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 13 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 33 assoc_[6]: assoc_[79]: nodeList = 21 20 assoc_[44]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 44 nodeList = 3 14 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[7]: assoc_[80]: nodeList = 20 31 assoc_[45]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 44 nodeList = 21 31 assoc_[81]: nodeList = 4 14 assoc_[8]: assoc_[46]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 15 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 34 assoc_[82]: nodeList = 22 21 assoc_[47]: assoc_[9]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 45 assoc_[83]: nodeList = 21 32 nodeList = 5 15 assoc_[10]: assoc_[48]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 45 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 16 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 32 assoc_[49]: assoc_[84]: assoc_[11]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 35 assoc_[85]: nodeList = 6 16 assoc_[12]: nodeList = 23 22 assoc_[50]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 17 nodeList = 35 46 assoc_[86]: nodeList = 22 33 assoc_[51]: assoc_[13]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 46 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 33 nodeList = 7 17 assoc_[87]: assoc_[52]: assoc_[14]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 18 assoc_[15]: nodeList = 24 23 assoc_[53]: nodeList = 37 36 assoc_[88]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 47 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 18 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 34 assoc_[16]: assoc_[54]: assoc_[89]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 19 nodeList = 37 47 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 34 assoc_[55]: assoc_[90]: assoc_[17]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 37 assoc_[91]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 24 nodeList = 11 10 assoc_[18]: assoc_[56]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 37 48 nodeList = 10 21 nodeList = 24 35 assoc_[92]: assoc_[57]: assoc_[19]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 48 assoc_[93]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 35 assoc_[58]: nodeList = 11 21 assoc_[20]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 25 nodeList = 39 38 assoc_[94]: nodeList = 12 11 assoc_[21]: assoc_[59]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 49 nodeList = 25 36 assoc_[60]: assoc_[95]: nodeList = 11 22 assoc_[22]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 36 assoc_[61]: nodeList = 41 40 assoc_[96]: nodeList = 12 22 assoc_[23]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 51 nodeList = 27 26 assoc_[62]: nodeList = 13 12 assoc_[24]: assoc_[97]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 51 nodeList = 12 23 nodeList = 26 37 assoc_[63]: assoc_[98]: assoc_[25]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 37 nodeList = 42 41 assoc_[64]: assoc_[99]: nodeList = 13 23 assoc_[26]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 52 nodeList = 28 27 assoc_[100]: nodeList = 14 13 assoc_[27]: assoc_[65]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 24 nodeList = 42 52 nodeList = 27 38 assoc_[66]: assoc_[101]: assoc_[28]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 38 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 42 assoc_[67]: assoc_[102]: nodeList = 14 24 assoc_[29]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 42 53 nodeList = 29 28 assoc_[68]: assoc_[103]: nodeList = 15 14 assoc_[30]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 53 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 39 nodeList = 14 25 assoc_[104]: assoc_[69]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[31]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 43 nodeList = 31 30 assoc_[70]: assoc_[105]: nodeList = 15 25 assoc_[32]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 54 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 41 assoc_[71]: assoc_[106]: nodeList = 16 15 assoc_[33]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 54 nodeList = 31 41 assoc_[72]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 26 assoc_[107]: assoc_[34]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 44 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 31 assoc_[73]: assoc_[108]: nodeList = 16 26 assoc_[35]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 42 nodeList = 44 55 nodeList = 17 16 assoc_[109]: assoc_[74]: assoc_[36]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 42 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 55 assoc_[75]: assoc_[110]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 27 assoc_[37]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 32 assoc_[76]: nodeList = 46 45 assoc_[111]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 17 27 assoc_[38]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 43 nodeList = 45 56 assoc_[112]: nodeList = 18 17 assoc_[77]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[39]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 43 assoc_[78]: nodeList = 46 56 assoc_[113]: nodeList = 17 28 assoc_[40]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 46 nodeList = 34 33 assoc_[79]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 18 28 assoc_[114]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[41]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 46 57 assoc_[115]: nodeList = 33 44 assoc_[80]: nodeList = 19 18 assoc_[42]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 57 nodeList = 34 44 assoc_[81]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[116]: nodeList = 18 29 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[43]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 47 assoc_[117]: nodeList = 35 34 assoc_[82]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 20 assoc_[44]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 45 assoc_[83]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 58 assoc_[118]: nodeList = 20 31 assoc_[45]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 45 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 58 assoc_[119]: assoc_[84]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 31 assoc_[46]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 49 48 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 35 assoc_[85]: assoc_[120]: nodeList = 22 21 assoc_[47]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 59 assoc_[121]: nodeList = 35 46 assoc_[86]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 32 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[48]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 46 assoc_[87]: nodeList = 51 50 assoc_[122]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 32 assoc_[49]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 37 36 assoc_[88]: nodeList = 50 61 assoc_[123]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 22 assoc_[50]: nodeList = 51 61 assoc_[124]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 47 assoc_[89]: nodeList = 22 33 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[51]: nodeList = 37 47 assoc_[90]: nodeList = 52 51 assoc_[125]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 33 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 62 assoc_[52]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[126]: nodeList = 38 37 assoc_[91]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 23 assoc_[53]: nodeList = 37 48 assoc_[92]: nodeList = 52 62 assoc_[127]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 34 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 48 nodeList = 53 52 assoc_[54]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[128]: assoc_[93]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 34 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 52 63 nodeList = 39 38 assoc_[94]: assoc_[55]: assoc_[129]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 24 nodeList = 38 49 nodeList = 53 63 assoc_[56]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[130]: assoc_[95]: nodeList = 24 35 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 54 53 assoc_[131]: assoc_[57]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 40 assoc_[96]: nodeList = 25 35 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[58]: nodeList = 40 51 nodeList = 53 64 assoc_[132]: assoc_[97]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 25 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[59]: nodeList = 41 51 nodeList = 54 64 assoc_[133]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[98]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 36 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 55 54 nodeList = 42 41 assoc_[99]: assoc_[60]: assoc_[134]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 36 nodeList = 41 52 nodeList = 54 65 assoc_[61]: assoc_[135]: assoc_[100]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 26 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 42 52 assoc_[62]: nodeList = 55 65 assoc_[136]: assoc_[101]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 37 assoc_[63]: nodeList = 56 55 nodeList = 43 42 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[102]: assoc_[137]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 37 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[64]: nodeList = 42 53 nodeList = 55 66 assoc_[103]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[138]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 53 nodeList = 56 66 assoc_[139]: nodeList = 28 27 assoc_[65]: assoc_[104]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 38 nodeList = 44 43 nodeList = 57 56 assoc_[66]: assoc_[105]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[140]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 38 assoc_[67]: nodeList = 56 67 nodeList = 43 54 assoc_[106]: assoc_[141]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 29 28 nodeList = 44 54 assoc_[68]: nodeList = 57 67 assoc_[142]: assoc_[107]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 39 assoc_[69]: nodeList = 58 57 nodeList = 45 44 assoc_[143]: assoc_[108]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 30 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 55 assoc_[70]: nodeList = 57 68 assoc_[144]: assoc_[109]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 41 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 55 nodeList = 58 68 assoc_[145]: assoc_[110]: assoc_[71]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 41 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[72]: nodeList = 46 45 assoc_[111]: nodeList = 59 58 assoc_[146]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 31 assoc_[73]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 56 nodeList = 58 69 assoc_[112]: assoc_[147]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 42 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 46 56 assoc_[74]: nodeList = 61 60 assoc_[148]: assoc_[113]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 46 nodeList = 60 71 nodeList = 32 42 assoc_[75]: assoc_[114]: assoc_[149]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 46 57 nodeList = 33 32 nodeList = 61 71 assoc_[76]: assoc_[115]: assoc_[150]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 43 nodeList = 62 61 nodeList = 47 57 assoc_[77]: assoc_[116]: assoc_[151]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 43 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[78]: nodeList = 48 47 assoc_[117]: nodeList = 61 72 assoc_[152]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 58 nodeList = 34 33 assoc_[79]: nodeList = 62 72 assoc_[153]: assoc_[118]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 44 nodeList = 48 58 nodeList = 63 62 assoc_[119]: assoc_[154]: assoc_[80]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 49 48 nodeList = 34 44 assoc_[81]: nodeList = 62 73 assoc_[155]: assoc_[120]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 34 nodeList = 48 59 nodeList = 63 73 assoc_[156]: assoc_[121]: assoc_[82]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 50 nodeList = 34 45 nodeList = 64 63 assoc_[157]: assoc_[83]: assoc_[122]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 74 nodeList = 35 45 assoc_[84]: nodeList = 50 61 assoc_[123]: assoc_[158]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 35 assoc_[85]: nodeList = 64 74 assoc_[159]: nodeList = 51 61 assoc_[124]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 46 nodeList = 52 51 assoc_[125]: nodeList = 65 64 assoc_[160]: assoc_[86]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 62 nodeList = 64 75 nodeList = 36 46 assoc_[161]: assoc_[126]: assoc_[87]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 75 nodeList = 52 62 assoc_[127]: nodeList = 37 36 assoc_[88]: assoc_[162]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 47 nodeList = 53 52 nodeList = 66 65 assoc_[163]: assoc_[128]: assoc_[89]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 76 nodeList = 37 47 nodeList = 52 63 assoc_[129]: assoc_[90]: assoc_[164]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 76 nodeList = 53 63 nodeList = 38 37 assoc_[91]: assoc_[130]: assoc_[165]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 66 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 37 48 nodeList = 54 53 assoc_[92]: assoc_[131]: assoc_[166]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 77 nodeList = 53 64 nodeList = 38 48 assoc_[93]: assoc_[132]: assoc_[167]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 39 38 nodeList = 54 64 assoc_[133]: nodeList = 67 77 assoc_[168]: assoc_[94]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 67 nodeList = 55 54 assoc_[134]: assoc_[169]: nodeList = 38 49 assoc_[95]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 78 nodeList = 41 40 nodeList = 54 65 assoc_[135]: assoc_[96]: assoc_[170]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 51 nodeList = 55 65 assoc_[136]: assoc_[97]: nodeList = 68 78 assoc_[171]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 51 nodeList = 56 55 assoc_[137]: nodeList = 69 68 assoc_[172]: assoc_[98]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 55 66 nodeList = 68 79 assoc_[138]: nodeList = 42 41 assoc_[99]: assoc_[173]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 56 66 nodeList = 41 52 assoc_[139]: nodeList = 71 70 assoc_[100]: assoc_[174]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 57 56 assoc_[140]: nodeList = 42 52 nodeList = 70 81 assoc_[175]: assoc_[101]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 56 67 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 81 assoc_[141]: nodeList = 43 42 assoc_[102]: assoc_[176]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 57 67 assoc_[142]: nodeList = 42 53 nodeList = 72 71 assoc_[177]: assoc_[103]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 58 57 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 82 nodeList = 43 53 assoc_[143]: assoc_[178]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[104]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 57 68 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 43 assoc_[144]: nodeList = 72 82 assoc_[179]: assoc_[105]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 58 68 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 54 nodeList = 73 72 assoc_[145]: assoc_[180]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[106]: nodeList = 59 58 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 83 assoc_[146]: nodeList = 44 54 assoc_[107]: assoc_[181]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 58 69 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 83 nodeList = 45 44 assoc_[147]: assoc_[108]: assoc_[182]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 60 assoc_[148]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 55 nodeList = 74 73 assoc_[183]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[109]: nodeList = 60 71 assoc_[149]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 84 nodeList = 45 55 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[110]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[184]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 71 assoc_[150]: nodeList = 46 45 nodeList = 74 84 assoc_[185]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[111]: nodeList = 62 61 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[151]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 56 assoc_[112]: nodeList = 75 74 assoc_[186]: nodeList = 61 72 assoc_[152]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 85 nodeList = 46 56 assoc_[113]: assoc_[187]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 72 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[153]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 46 nodeList = 75 85 assoc_[188]: assoc_[114]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 62 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[154]: nodeList = 46 57 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 73 nodeList = 76 75 assoc_[189]: assoc_[115]: assoc_[155]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 86 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 57 assoc_[116]: assoc_[190]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 73 assoc_[156]: nodeList = 76 86 nodeList = 48 47 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 63 assoc_[117]: assoc_[191]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[157]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 76 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 58 assoc_[118]: nodeList = 63 74 assoc_[192]: assoc_[158]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 87 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 58 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[119]: nodeList = 64 74 assoc_[193]: assoc_[159]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 87 nodeList = 49 48 assoc_[120]: nodeList = 65 64 assoc_[194]: assoc_[160]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 59 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 77 assoc_[195]: assoc_[121]: nodeList = 64 75 assoc_[161]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 50 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 88 nodeList = 65 75 assoc_[122]: assoc_[196]: assoc_[162]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 88 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 50 61 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 65 assoc_[197]: assoc_[123]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[163]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 79 78 nodeList = 65 76 assoc_[198]: nodeList = 51 61 assoc_[124]: assoc_[164]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 89 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 52 51 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 76 assoc_[165]: assoc_[125]: assoc_[199]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 80 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 62 assoc_[126]: nodeList = 67 66 assoc_[166]: assoc_[200]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 91 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 52 62 nodeList = 66 77 assoc_[167]: assoc_[201]: assoc_[127]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 91 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 77 nodeList = 53 52 assoc_[128]: assoc_[202]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[168]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 81 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[203]: nodeList = 52 63 nodeList = 68 67 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[169]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[129]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 92 nodeList = 53 63 assoc_[204]: nodeList = 67 78 assoc_[170]: assoc_[130]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 92 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 54 53 assoc_[205]: nodeList = 68 78 assoc_[171]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 82 assoc_[131]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 69 68 assoc_[206]: nodeList = 53 64 assoc_[132]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[172]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 54 64 nodeList = 82 93 assoc_[207]: nodeList = 68 79 assoc_[173]: assoc_[133]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 93 assoc_[208]: nodeList = 71 70 assoc_[174]: nodeList = 55 54 assoc_[134]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 83 nodeList = 70 81 assoc_[209]: nodeList = 54 65 assoc_[135]: assoc_[175]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 81 nodeList = 83 94 assoc_[210]: assoc_[176]: nodeList = 55 65 assoc_[136]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 71 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 56 55 nodeList = 84 94 assoc_[211]: assoc_[177]: assoc_[137]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 84 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 82 nodeList = 55 66 assoc_[212]: assoc_[178]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[138]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 82 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 95 assoc_[213]: nodeList = 56 66 assoc_[179]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[139]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 95 assoc_[214]: nodeList = 73 72 assoc_[180]: nodeList = 57 56 assoc_[140]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 83 nodeList = 86 85 assoc_[215]: assoc_[181]: nodeList = 56 67 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[141]: nodeList = 85 96 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 83 assoc_[182]: assoc_[216]: nodeList = 57 67 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[142]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 96 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 73 assoc_[183]: assoc_[217]: nodeList = 58 57 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[143]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 84 nodeList = 87 86 nodeList = 57 68 assoc_[184]: assoc_[218]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[144]: nodeList = 86 97 nodeList = 74 84 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[219]: nodeList = 58 68 assoc_[185]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[145]: nodeList = 87 97 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 74 assoc_[186]: nodeList = 59 58 assoc_[220]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[146]: nodeList = 74 85 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 87 assoc_[221]: assoc_[187]: nodeList = 58 69 assoc_[147]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 85 nodeList = 87 98 assoc_[222]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[188]: nodeList = 61 60 assoc_[148]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 75 assoc_[189]: nodeList = 88 98 assoc_[223]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 60 71 assoc_[149]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 86 assoc_[190]: nodeList = 89 88 assoc_[224]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 71 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[150]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 86 nodeList = 88 99 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[191]: ElementConnectivity: GroupRType_ = 0 nodeList = 62 61 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 76 assoc_[151]: assoc_[192]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 72 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[152]: nodeList = 76 87 assoc_[193]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 72 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 87 assoc_[153]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 62 assoc_[194]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[154]: nodeList = 78 77 assoc_[195]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 73 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 88 assoc_[155]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[196]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 88 nodeList = 63 73 assoc_[156]: assoc_[197]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 63 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[157]: nodeList = 79 78 assoc_[198]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 74 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[158]: nodeList = 78 89 assoc_[199]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 74 assoc_[159]: nodeList = 81 80 assoc_[200]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 64 assoc_[160]: nodeList = 80 91 assoc_[201]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 75 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 91 assoc_[161]: assoc_[202]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 75 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[162]: nodeList = 82 81 assoc_[203]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 65 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 92 assoc_[204]: assoc_[163]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 76 nodeList = 82 92 assoc_[164]: assoc_[205]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 76 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[165]: nodeList = 83 82 assoc_[206]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 66 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 93 assoc_[207]: assoc_[166]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 93 nodeList = 66 77 assoc_[167]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[208]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 77 assoc_[168]: nodeList = 84 83 assoc_[209]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 67 assoc_[169]: nodeList = 83 94 assoc_[210]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 19 19 20 21 21 22 23 23 24 25 25 26 27 27 28 29 29 30 31 31 32 33 33 34 35 35 37 37 38 39 39 40 41 41 42 43 43 44 45 45 46 47 47 48 49 49 50 51 51 52 53 53 55 55 56 57 57 58 59 59 60 61 61 62 63 63 64 65 65 66 67 67 68 69 69 70 71 71 73 73 74 75 75 76 77 77 78 79 79 80 81 81 82 83 83 84 85 85 86 87 87 88 89 89 91 91 92 93 93 94 95 95 96 97 97 98 99 99 100 101 101 102 103 103 104 105 105 106 107 107 109 109 110 111 111 112 113 113 114 115 115 116 117 117 118 119 119 120 121 121 122 123 123 124 125 125 127 127 128 129 129 130 131 131 132 133 133 134 135 135 136 137 137 138 139 139 140 141 141 142 143 143 145 145 146 147 147 148 149 149 150 151 151 152 153 153 154 155 155 156 157 157 158 159 159 160 161 161 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 nodeList = 84 94 nodeList = 67 78 assoc_[170]: assoc_[211]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 78 nodeList = 85 84 assoc_[212]: assoc_[171]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 69 68 nodeList = 84 95 assoc_[213]: assoc_[172]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 79 nodeList = 85 95 assoc_[173]: assoc_[214]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 85 nodeList = 71 70 assoc_[174]: assoc_[215]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 96 nodeList = 70 81 assoc_[175]: assoc_[216]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 96 nodeList = 71 81 assoc_[176]: assoc_[217]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 71 nodeList = 87 86 assoc_[177]: assoc_[218]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 82 nodeList = 86 97 assoc_[219]: assoc_[178]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 97 nodeList = 72 82 assoc_[179]: assoc_[220]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 87 assoc_[221]: nodeList = 73 72 assoc_[180]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 98 nodeList = 72 83 assoc_[181]: assoc_[222]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 98 nodeList = 73 83 assoc_[182]: assoc_[223]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 73 nodeList = 89 88 assoc_[183]: assoc_[224]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 99 nodeList = 73 84 ElementConnectivity: GroupRType_ = 0 assoc_[184]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 84 assoc_[185]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 74 assoc_[186]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 85 assoc_[187]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 85 assoc_[188]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 75 assoc_[189]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 86 assoc_[190]: 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 86 assoc_[191]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 76 assoc_[192]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 87 assoc_[193]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 87 assoc_[194]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 77 assoc_[195]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 88 assoc_[196]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 88 assoc_[197]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 79 78 assoc_[198]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 89 assoc_[199]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 80 assoc_[200]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 91 assoc_[201]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 91 assoc_[202]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 19 19 20 21 21 22 23 23 24 25 25 26 27 27 28 29 29 30 31 31 32 33 33 34 35 35 37 37 38 39 39 40 41 41 42 43 43 44 45 45 46 47 47 48 49 49 50 51 51 52 53 53 55 55 56 57 57 58 59 59 60 61 61 62 63 63 64 65 65 66 67 67 68 69 69 70 71 71 73 73 74 75 75 76 77 77 78 79 79 80 81 81 82 83 83 84 85 85 86 87 87 88 89 89 91 91 92 93 93 94 95 95 96 97 97 98 99 99 100 101 101 102 103 103 104 105 105 106 107 107 109 109 110 111 111 112 113 113 114 115 115 116 117 117 118 119 119 120 121 121 122 123 123 124 125 125 127 127 128 129 129 130 131 131 132 133 133 134 135 135 136 137 137 138 139 139 140 141 141 142 143 143 145 145 146 147 147 148 149 149 150 151 151 152 153 153 154 155 155 156 157 157 158 159 159 160 161 161 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 nodeList = 82 81 assoc_[203]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 92 assoc_[204]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 92 assoc_[205]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 82 assoc_[206]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 93 R: areaGroupR_ = 0 areaElemR_[] = 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 0 18 19 2 20 21 4 22 23 6 24 25 8 26 27 10 28 29 12 30 31 14 32 33 16 34 18 36 37 20 38 39 22 40 41 24 42 43 26 44 45 28 46 47 30 48 49 32 50 51 34 52 36 54 55 38 56 57 40 58 59 42 60 61 44 62 63 46 64 65 48 66 67 50 68 69 52 70 54 72 73 56 74 75 58 76 77 60 78 79 62 80 81 64 82 83 66 84 85 68 86 87 70 88 72 90 91 74 92 93 76 94 95 78 96 97 80 98 99 82 100 101 84 102 103 86 104 105 88 106 90 108 109 92 110 111 94 112 113 96 114 115 98 116 117 100 118 119 102 120 121 104 122 123 106 124 108 126 127 110 128 129 112 130 131 114 132 133 116 134 135 118 136 137 120 138 139 122 140 141 124 142 126 144 145 128 146 147 130 148 149 132 150 151 134 152 153 136 154 155 138 156 157 140 158 159 142 160 areaCanonicalR_[] = 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 - assoc_[207]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 93 assoc_[208]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 83 assoc_[209]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 94 assoc_[210]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 94 assoc_[211]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 84 assoc_[212]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 95 assoc_[213]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 95 assoc_[214]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 85 assoc_[215]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 96 assoc_[216]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 96 assoc_[217]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 86 assoc_[218]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 97 assoc_[219]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 97 assoc_[220]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 87 assoc_[221]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 98 assoc_[222]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 nodeList = 88 98 assoc_[223]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 89 88 assoc_[224]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 99 ElementConnectivity: GroupRType_ = 0 1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 R: areaGroupR_ = 0 areaElemR_[] = 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 0 18 19 2 20 21 4 22 23 6 24 25 8 26 27 10 28 29 12 30 31 14 32 33 16 34 18 36 37 20 38 39 22 40 41 24 42 43 26 44 45 28 46 47 30 48 49 32 50 51 34 52 36 54 55 38 56 57 40 58 59 42 60 61 44 62 63 46 64 65 48 66 67 50 68 69 52 70 54 72 73 56 74 75 58 76 77 60 78 79 62 80 81 64 82 83 66 84 85 68 86 87 70 88 72 90 91 74 92 93 76 94 95 78 96 97 80 98 99 82 100 101 84 102 103 86 104 105 88 106 90 108 109 92 110 111 94 112 113 96 114 115 98 116 117 100 118 119 102 120 121 104 122 123 106 124 108 126 127 110 128 129 112 130 131 114 132 133 116 134 135 118 136 137 120 138 139 122 140 141 124 142 126 144 145 128 146 147 130 148 149 132 150 151 134 152 153 136 154 155 138 156 157 140 158 159 142 160 areaCanonicalR_[] = 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 - L: areaGroupL_ = 0 areaElemL_[] = 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 19 19 20 21 21 22 23 23 24 25 25 26 27 27 28 29 29 30 31 31 32 33 33 34 35 35 37 37 38 39 39 40 41 41 42 43 43 44 45 45 46 47 47 48 49 49 50 51 51 52 53 53 55 55 56 57 57 58 59 59 60 61 61 62 63 63 64 65 65 66 67 67 68 69 69 70 71 71 73 73 74 75 75 76 77 77 78 79 79 80 81 81 82 83 83 84 85 85 86 87 87 88 89 89 91 91 92 93 93 94 95 95 96 97 97 98 99 99 100 101 101 102 103 103 104 105 105 106 107 107 109 109 110 111 111 112 113 113 114 115 115 116 117 117 118 119 119 120 121 121 122 123 123 124 125 125 127 127 128 129 129 130 131 131 132 133 133 134 135 135 136 137 137 138 139 139 140 141 141 142 143 143 145 145 146 147 147 148 149 149 150 151 151 152 153 153 154 155 155 156 157 157 158 159 159 160 161 161 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 11 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. R: areaGroupR_ = 0 areaElemR_[] = 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 0 18 19 2 20 21 4 22 23 6 24 25 8 26 27 10 28 29 12 30 31 14 32 33 16 34 18 36 37 20 38 39 22 40 41 24 42 43 26 44 45 28 46 47 30 48 49 32 50 51 34 52 36 54 55 38 56 57 40 58 59 42 60 61 44 62 63 46 64 65 48 66 67 50 68 69 52 70 54 72 73 56 74 75 58 76 77 60 78 79 62 80 81 64 82 83 66 84 85 68 86 87 70 88 72 90 91 74 92 93 76 94 95 78 96 97 80 98 99 82 100 101 84 102 103 86 104 105 88 106 90 108 109 92 110 111 94 112 113 96 114 115 98 116 117 100 118 119 102 120 121 104 122 123 106 124 108 126 127 110 128 129 112 130 131 114 132 133 116 134 135 118 136 137 120 138 139 122 140 141 124 142 126 144 145 128 146 147 130 148 149 132 150 151 134 152 153 136 154 155 138 156 157 140 158 159 142 160 areaCanonicalR_[] = 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 10 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 20 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 20 30 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 40 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 50 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 50 60 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 60 70 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 70 80 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 90 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 0 18 36 54 72 90 108 126 144 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[1] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 10 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 20 assoc_[2]: DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 20 30 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 40 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 50 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 50 60 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 60 70 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 70 80 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 90 ElementConnectivity: GroupRType_ = 0 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 10 L: areaGroupL_ = 0 areaElemL_[] = 0 18 36 54 72 90 108 126 144 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 20 assoc_[2]: R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 20 30 elemBoundaryTraceGroups_[1] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 40 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 50 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 50 60 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 60 70 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 70 80 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 90 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 0 18 36 54 72 90 108 126 144 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[1] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 90 91 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 91 92 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 92 93 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 93 94 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 94 95 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 95 96 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 96 97 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 97 98 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 98 99 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 144 146 148 150 152 154 156 158 160 areaCanonicalL_[] = 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[2] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 90 91 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 91 92 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 92 93 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 93 94 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 94 95 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 95 96 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 96 97 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 97 98 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 98 99 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 144 146 148 150 152 154 156 158 160 areaCanonicalL_[] = 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 90 91 assoc_[1]: R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[2] = ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 FieldAssociativity: nElem_ = 9 nDOF_ = 100 nodeList = 91 92 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 92 93 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 93 94 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 94 95 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 95 96 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 96 97 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 97 98 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 98 99 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 144 146 148 150 152 154 156 158 160 areaCanonicalL_[] = 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[2] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 19 9 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 29 19 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 39 29 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 49 39 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 59 49 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 69 59 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 79 69 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 89 79 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 99 89 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 17 35 53 71 89 107 125 143 161 areaCanonicalL_[] = 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[3] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 19 9 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 29 19 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 39 29 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 49 39 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 59 49 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 69 59 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 79 69 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 89 79 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 99 89 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 17 35 53 71 89 107 125 143 161 areaCanonicalL_[] = 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[3] = 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: FieldAssociativity: nElem_ = 9 nDOF_ = 100 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 19 9 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 29 19 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 39 29 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 49 39 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 59 49 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 69 59 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 79 69 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 89 79 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 99 89 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 17 35 53 71 89 107 125 143 161 areaCanonicalL_[] = 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[3] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 0 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 1 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 3 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 4 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 5 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 6 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 7 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 9 8 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 1 3 5 7 9 11 13 15 17 areaCanonicalL_[] = 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 0 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 1 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 3 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 4 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 5 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 6 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 7 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 9 8 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 1 3 5 7 9 11 13 15 17 areaCanonicalL_[] = 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 0 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 1 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 3 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 4 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 5 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 6 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 7 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 9 8 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 1 3 5 7 9 11 13 15 17 areaCanonicalL_[] = 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 FieldBase<FieldTraits>: nDOF_ = 100 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 4 === processing elem 0 === DOF_[] = (0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.5=== processing elem 0 === 55556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) === processing elem 0 === local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) (6, 6) (7, 7) (8, 8) (9, 9) (10, 10) (11, 11) (12, 12) (13, 13) (14, 14) (15, 15) (16, 16) (17, 17) (18, 18) (19, 19) (20, 20) (21, 21) (22, 22) (23, 23) (24, 24) (25, 25) (26, 26) (27, 27) (28, 28) (29, 29) (30, 30) (31, 31) (32, 32) (33, 33) (34, 34) (35, 35) (36, 36) (37, 37) (38, 38) (39, 39) (40, 40) (41, 41) (42, 42) (43, 43) (44, 44) (45, 45) (46, 46) (47, 47) (48, 48) (49, 49) (50, 50) (51, 51) (52, 52) (53, 53) (54, 54) (55, 55) (56, 56) (57, 57) (58, 58) (59, 59) (60, 60) (61, 61) (62, 62) (63, 63) (64, 64) (65, 65) (66, 66) (67, 67) (68, 68) (69, 69) (70, 70) (71, 71) (72, 72) (73, 73) (74, 74) (75, 75) (76, 76) (77, 77) (78, 78) (79, 79) (80, 80) (81, 81) (82, 82) (83, 83) (84, 84) (85, 85) (86, 86) (87, 87) (88, 88) (89, 89) (90, 90) (91, 91) (92, 92) (93, 93) (94, 94) (95, 95) (96, 96) (97, 97) (98, 98) (99, 99) elemCellGroups_[0] = FieldAssociativity: nElem_ = 162 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 0 10 11 assoc_[1]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 0 11 1 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 1 11 12 assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 1 12 2 assoc_[4]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 2 12 13 assoc_[5]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 2 13 3 assoc_[6]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 3 13 14 assoc_[7]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 14 4 assoc_[8]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 4 14 15 assoc_[9]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 4 15 5 assoc_[10]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 5 15 16 assoc_[11]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 5 16 6 assoc_[12]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 6 16 17 assoc_[13]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 6 17 7 assoc_[14]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 7 17 18 assoc_[15]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 7 18 8 assoc_[16]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 8 18 19 assoc_[17]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 8 19 9 assoc_[18]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 10 20 21 assoc_[19]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 10 21 11 assoc_[20]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 11 21 22 assoc_[21]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 11 22 12 assoc_[22]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 12 22 23 assoc_[23]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 12 23 13 assoc_[24]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 13 23 24 assoc_[25]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 13 24 14 assoc_[26]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 14 24 25 assoc_[27]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 14 25 15 assoc_[28]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 15 25 26 assoc_[29]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 15 26 16 assoc_[30]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 16 26 27 assoc_[31]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 16 27 17 assoc_[32]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 17 27 28 assoc_[33]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 17 28 18 assoc_[34]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 18 28 29 assoc_[35]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 18 29 19 assoc_[36]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 20 30 31 assoc_[37]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 20 31 21 assoc_[38]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 21 31 32 assoc_[39]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 21 32 22 assoc_[40]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 22 32 33 assoc_[41]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 22 33 23 assoc_[42]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 23 33 34 assoc_[43]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 23 34 24 assoc_[44]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 24 34 35 assoc_[45]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 24 35 25 assoc_[46]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 25 35 36 assoc_[47]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 25 36 26 assoc_[48]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 26 36 37 assoc_[49]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 26 37 27 assoc_[50]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 27 37 38 assoc_[51]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 27 38 28 assoc_[52]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 28 38 39 assoc_[53]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 28 39 29 assoc_[54]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 30 40 41 assoc_[55]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 30 41 31 assoc_[56]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 31 41 42 assoc_[57]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 31 42 32 assoc_[58]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 32 42 43 assoc_[59]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 32 43 33 assoc_[60]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 33 43 44 assoc_[61]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 33 44 34 assoc_[62]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 34 44 45 assoc_[63]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 34 45 35 assoc_[64]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 35 45 46 assoc_[65]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 35 46 36 assoc_[66]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 36 46 47 assoc_[67]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 36 47 37 assoc_[68]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 37 47 48 assoc_[69]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 37 48 38 assoc_[70]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 38 48 49 assoc_[71]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 38 49 39 assoc_[72]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 40 50 51 assoc_[73]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 40 51 41 assoc_[74]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 === processing elem 1 === nodeList = 41 51 52 assoc_[75]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 41 52 42 assoc_[76]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 42 52 53 assoc_[77]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 42 53 43 assoc_[78]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 43 53 54 assoc_[79]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 43 54 44 assoc_[80]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 44 54 55 assoc_[81]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 44 55 45 assoc_[82]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 45 55 56 assoc_[83]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 45 56 46 assoc_[84]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 46 56 57 assoc_[85]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 46 57 47 assoc_[86]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 47 57 58 assoc_[87]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 47 58 48 assoc_[88]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 48 58 59 assoc_[89]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 48 59 49 assoc_[90]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 50 60 61 assoc_[91]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 50 61 51 assoc_[92]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 51 61 62 assoc_[93]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 51 62 52 assoc_[94]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 52 62 63 assoc_[95]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 52 63 53 assoc_[96]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 53 63 64 assoc_[97]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 53 64 54 assoc_[98]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 54 64 65 assoc_[99]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 54 65 55 assoc_[100]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 55 65 66 assoc_[101]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 55 66 56 assoc_[102]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 56 66 67 assoc_[103]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 56 67 57 assoc_[104]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 57 67 68 assoc_[105]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 57 68 58 assoc_[106]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 58 68 69 assoc_[107]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 58 69 59 assoc_[108]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 60 70 71 assoc_[109]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 60 71 61 assoc_[110]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 61 71 72 assoc_[111]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 61 72 62 assoc_[112]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 62 72 73 assoc_[113]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 62 73 63 assoc_[114]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 63 73 74 assoc_[115]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 63 74 64 assoc_[116]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 64 74 75 assoc_[117]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 64 75 65 assoc_[118]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 65 75 76 assoc_[119]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 65 76 66 assoc_[120]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 66 76 77 assoc_[121]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 66 77 67 assoc_[122]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 67 77 78 assoc_[123]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 67 78 68 assoc_[124]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 68 78 79 assoc_[125]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 68 79 69 assoc_[126]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 70 80 81 assoc_[127]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 70 81 71 assoc_[128]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 71 81 82 assoc_[129]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 71 82 72 assoc_[130]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 72 82 83 === processing elem 1 === assoc_[131]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 72 83 73 assoc_[132]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 73 83 84 assoc_[133]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 73 84 74 assoc_[134]: === processing elem 1 === ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 74 84 85 assoc_[135]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 74 85 75 assoc_[136]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 75 85 86 assoc_[137]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 75 86 76 assoc_[138]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 76 86 87 assoc_[139]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 76 87 77 assoc_[140]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 77 87 88 assoc_[141]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 77 88 78 assoc_[142]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 78 88 89 assoc_[143]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 78 89 79 assoc_[144]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 80 90 91 assoc_[145]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 80 91 81 assoc_[146]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 81 91 92 assoc_[147]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 81 92 82 assoc_[148]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 82 92 93 assoc_[149]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 82 93 83 assoc_[150]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 83 93 94 assoc_[151]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 83 94 84 assoc_[152]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 84 94 95 assoc_[153]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 84 95 85 assoc_[154]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 85 95 96 assoc_[155]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 85 96 86 assoc_[156]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 86 96 97 assoc_[157]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 86 97 87 assoc_[158]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 87 97 98 assoc_[159]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 87 98 88 assoc_[160]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 88 98 99 assoc_[161]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 88 99 89 elemInteriorTraceGroups_[0] = FieldAssociativity: nElem_ = 225 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.=== processing elem 2 === 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 11 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 11 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 12 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 12 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 13 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 13 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 14 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 14 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 15 assoc_[9]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 15 assoc_[10]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 16 assoc_[11]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 16 assoc_[12]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 17 assoc_[13]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 17 assoc_[14]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 18 assoc_[15]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 18 assoc_[16]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 19 assoc_[17]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 10 assoc_[18]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 21 assoc_[19]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 21 assoc_[20]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 11 assoc_[21]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 22 assoc_[22]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 22 assoc_[23]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 12 assoc_[24]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 23 assoc_[25]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 23 assoc_[26]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 13 assoc_[27]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 24 assoc_[28]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 24 assoc_[29]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 14 assoc_[30]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 25 assoc_[31]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 25 assoc_[32]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 15 assoc_[33]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 26 assoc_[34]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 26 assoc_[35]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 17 16 assoc_[36]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 27 assoc_[37]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 17 27 assoc_[38]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 18 17 assoc_[39]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 17 28 assoc_[40]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 18 28 assoc_[41]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 19 18 assoc_[42]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 18 29 assoc_[43]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 20 assoc_[44]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 20 31 assoc_[45]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 31 assoc_[46]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 21 assoc_[47]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 32 assoc_[48]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 32 assoc_[49]: === processing elem 2 === ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 22 assoc_[50]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 33 assoc_[51]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 33 assoc_[52]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 23 assoc_[53]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 34 assoc_[54]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 34 assoc_[55]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 24 === processing elem 2 === assoc_[56]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 35 assoc_[57]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 35 assoc_[58]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 25 assoc_[59]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 36 assoc_[60]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 36 assoc_[61]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 26 assoc_[62]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 37 assoc_[63]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 37 assoc_[64]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 27 assoc_[65]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 38 assoc_[66]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 38 assoc_[67]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 29 28 assoc_[68]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 39 assoc_[69]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 30 assoc_[70]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 41 assoc_[71]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 41 assoc_[72]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 31 assoc_[73]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 42 assoc_[74]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 42 assoc_[75]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 32 assoc_[76]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 43 assoc_[77]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 43 assoc_[78]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 33 assoc_[79]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 44 assoc_[80]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 44 assoc_[81]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 34 assoc_[82]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 45 assoc_[83]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 45 assoc_[84]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 35 assoc_[85]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 46 assoc_[86]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 46 assoc_[87]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 37 36 assoc_[88]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 47 assoc_[89]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 37 47 assoc_[90]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 37 assoc_[91]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 37 48 assoc_[92]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 48 assoc_[93]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 39 38 assoc_[94]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 49 assoc_[95]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 40 assoc_[96]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 51 assoc_[97]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 51 assoc_[98]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 42 41 assoc_[99]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 52 assoc_[100]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 42 52 assoc_[101]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 42 assoc_[102]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 42 53 assoc_[103]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 53 assoc_[104]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 43 assoc_[105]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 54 assoc_[106]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 54 assoc_[107]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 44 assoc_[108]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 55 assoc_[109]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 55 assoc_[110]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 46 45 assoc_[111]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 56 assoc_[112]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 46 56 assoc_[113]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 46 assoc_[114]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 46 57 assoc_[115]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 57 assoc_[116]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 47 assoc_[117]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 58 assoc_[118]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 58 assoc_[119]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 49 48 assoc_[120]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 59 assoc_[121]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 50 assoc_[122]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 50 61 assoc_[123]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 61 assoc_[124]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 52 51 assoc_[125]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 62 assoc_[126]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 52 62 assoc_[127]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 53 52 assoc_[128]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 52 63 assoc_[129]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 53 63 assoc_[130]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 54 53 assoc_[131]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 53 64 assoc_[132]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 54 64 assoc_[133]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 55 54 assoc_[134]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 54 65 assoc_[135]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 55 65 assoc_[136]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 56 55 assoc_[137]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 55 66 assoc_[138]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 56 66 assoc_[139]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 57 56 assoc_[140]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 56 67 assoc_[141]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 57 67 assoc_[142]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 58 57 assoc_[143]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 57 68 assoc_[144]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 58 68 assoc_[145]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 59 58 assoc_[146]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 58 69 assoc_[147]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 60 assoc_[148]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 60 71 assoc_[149]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 71 assoc_[150]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 61 assoc_[151]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 72 assoc_[152]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 72 assoc_[153]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 62 assoc_[154]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 73 assoc_[155]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 73 assoc_[156]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 63 assoc_[157]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 74 assoc_[158]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 74 assoc_[159]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 64 assoc_[160]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 75 assoc_[161]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 75 assoc_[162]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 65 assoc_[163]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 76 assoc_[164]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 76 assoc_[165]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 66 assoc_[166]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 77 assoc_[167]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 77 assoc_[168]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 67 assoc_[169]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 78 assoc_[170]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 78 assoc_[171]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 69 68 assoc_[172]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 79 assoc_[173]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 70 assoc_[174]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 70 81 assoc_[175]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 81 assoc_[176]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 71 assoc_[177]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 82 assoc_[178]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 82 === processing elem 3 === assoc_[179]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 72 assoc_[180]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 83 assoc_[181]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 83 assoc_[182]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 73 assoc_[183]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 84 assoc_[184]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 84 assoc_[185]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 74 assoc_[186]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 85 assoc_[187]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 85 assoc_[188]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 75 assoc_[189]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 86 assoc_[190]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 86 assoc_[191]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 76 assoc_[192]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 87 assoc_[193]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 87 assoc_[194]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 77 assoc_[195]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 88 assoc_[196]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 88 assoc_[197]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 79 78 assoc_[198]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 89 assoc_[199]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 80 assoc_[200]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 91 assoc_[201]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 91 assoc_[202]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 81 assoc_[203]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 92 assoc_[204]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 92 assoc_[205]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 82 assoc_[206]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 93 assoc_[207]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 93 assoc_[208]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 83 assoc_[209]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 94 assoc_[210]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 94 assoc_[211]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 84 assoc_[212]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 95 assoc_[213]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 95 assoc_[214]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 85 assoc_[215]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 96 assoc_[216]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 96 assoc_[217]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 86 assoc_[218]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 97 assoc_[219]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 97 assoc_[220]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 87 assoc_[221]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 98 assoc_[222]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 98 assoc_[223]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 89 88 assoc_[224]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 99 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 19 19 20 21 21 22 23 23 24 25 25 26 27 27 28 29 29 30 31 31 32 33 33 34 35 35 37 37 38 39 39 40 41 41 42 43 43 44 45 45 46 47 47 48 49 49 50 51 51 52 53 53 55 55 56 57 57 58 59 59 60 61 61 62 63 63 64 65 65 66 67 67 68 69 69 70 71 71 73 73 74 75 75 76 77 77 78 79 79 80 81 81 82 83 83 84 85 85 86 87 87 88 89 89 91 91 92 93 93 94 95 95 96 97 97 98 99 99 100 101 101 102 103 103 104 105 105 106 107 107 109 109 110 111 111 112 113 113 114 115 115 116 117 117 118 119 119 120 121 121 122 123 123 124 125 125 127 127 128 129 129 130 131 131 132 133 133 134 135 135 136 137 137 138 139 139 140 141 141 142 143 143 145 145 146 147 147 148 149 149 150 151 151 152 153 153 154 155 155 156 157 157 158 159 159 160 161 161 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1=== processing elem 3 === === processing elem 3 === 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 R: areaGroupR_ = 0 areaElemR_[] = 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 0 18 19 2 20 21 4 22 23 6 24 25 8 26 27 10 28 29 12 30 31 14 32 33 16 34 18 36 37 20 38 39 22 40 41 24 42 43 26 44 45 28 46 47 30 48 49 32 50 51 34 52 36 54 55 38 56 57 40 58 59 42 60 61 44 62 63 46 64 65 48 66 67 50 68 69 52 70 54 72 73 56 74 75 58 76 77 60 78 79 62 80 81 64 82 83 66 84 85 68 86 87 70 88 72 90 91 74 92 93 76 94 95 78 96 97 80 98 99 82 100 101 84 102 103 86 104 105 88 106 90 108 109 92 110 111 94 112 113 96 114 115 98 116 117 100 118 119 102 120 121 104 122 123 106 124 108 126 127 110 128 129 112 130 131 114 132 133 116 134 135 118 136 137 120 138 139 122 140 141 124 142 126 144 145 128 146 147 130 148 149 132 150 151 134 152 153 136 154 155 138 156 157 140 158 159 142 160 areaCanonicalR_[] = 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.=== processing elem 4 === 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 10 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 20 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 20 30 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 40 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 50 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 50 60 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 60 70 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 70 80 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 90 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 0 18 36 54 72 90 108 126 144 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[1] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 === processing elem 4 === === processing elem 4 === DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889)... The rest of the test output was removed since it exceeds the threshold of 307200 bytes.
Standard Output
Running 4 test cases... Running 4 test cases... Running 4 test cases... Running 4 test cases... test 2 test 2 test 2 test 2 FieldBase<FieldTraits>: nDOF_ = 6 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 1 FieldBase<FieldTraits>: nDOF_ = 6 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 1 FieldBase<FieldTraits>: nDOF_ = 6 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 1 FieldBase<FieldTraits>: nDOF_ = 6 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 1 DOF_[] = (0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) DOF_[] = (0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) elemCellGroups_[0] = elemCellGroups_[0] = DOF_[] = (0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) FieldAssociativity: nElem_ = 4 nDOF_ = 6 FieldAssociativity: nElem_ = 4 nDOF_ = 6 local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) elemCellGroups_[0] = assoc_[0]: assoc_[0]: FieldAssociativity: nElem_ = 4 nDOF_ = 6 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) nodeList = 0 1 2 nodeList = 0 1 2 assoc_[1]: assoc_[0]: assoc_[1]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 2 1 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 2 4 0 assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 2 1 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 -1 nodeList = 1 0 5 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 2 4 0 assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 -1 nodeList = 1 0 5 DOF_[] = (0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) elemInteriorTraceGroups_[0] = elemInteriorTraceGroups_[0] = ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) elemCellGroups_[0] = nodeList = 0 1 2 FieldAssociativity: nElem_ = 3 nDOF_ = 6 FieldAssociativity: nElem_ = 3 nDOF_ = 6 assoc_[1]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 2 1 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 2 4 0 assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 -1 nodeList = 1 0 5 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) FieldAssociativity: nElem_ = 4 nDOF_ = 6 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) assoc_[0]: elemInteriorTraceGroups_[0] = assoc_[0]: DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 FieldAssociativity: nElem_ = 3 nDOF_ = 6 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[0]: nodeList = 1 2 nodeList = 1 2 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 0 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[1]: nodeList = 0 1 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 0 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 1 assoc_[0]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementConnectivity: ElementConnectivity: GroupRType_ = 0 GroupRType_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 1 2 assoc_[1]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 2 1 nodeList = 1 2 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 2 4 0 L: areaGroupL_ = 0 areaElemL_[] = 0 0 0 areaCanonicalL_[] = 0 1 1 1 2 1 assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 -1 nodeList = 1 0 5 L: areaGroupL_ = 0 areaElemL_[] = 0 0 0 areaCanonicalL_[] = 0 1 1 1 2 1 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 0 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 1 elemInteriorTraceGroups_[0] = ElementConnectivity: R: areaGroupR_ = 0 areaElemR_[] = 1 2 3 areaCanonicalR_[] = 0 -1 1 -1 2 -1 R: areaGroupR_ = 0 areaElemR_[] = 1 2 3 areaCanonicalR_[] = 0 -1 1 -1 2 -1 GroupRType_ = 0 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 3 nDOF_ = 6 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 6 nDOF_ = 6 FieldAssociativity: nElem_ = 6 nDOF_ = 6 L: areaGroupL_ = 0 areaElemL_[] = 0 0 0 areaCanonicalL_[] = 0 1 1 1 2 1 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 5 assoc_[1]: DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[0]: nodeList = 5 1 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 5 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 3 assoc_[3]: assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 nodeList = 5 1 assoc_[2]: assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 3 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 4 assoc_[5]: assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 nodeList = 4 0 ElementConnectivity: assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 GroupRType_ = 0 nodeList = 2 4 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 3 3 1 1 2 2 areaCanonicalL_[] = 0 1 1 1 1 1 2 1 2 1 0 1 nodeList = 4 0 ElementConnectivity: GroupRType_ = 0 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) L: areaGroupL_ = 0 areaElemL_[] = 3 3 1 1 2 2 areaCanonicalL_[] = 0 1 1 1 1 1 2 1 2 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 R: areaGroupR_ = 0 areaElemR_[] = 1 2 3 areaCanonicalR_[] = 0 -1 1 -1 2 -1 assoc_[0]: elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 6 nDOF_ = 6 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 5 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 1 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 3 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 4 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 0 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 3 3 1 1 2 2 areaCanonicalL_[] = 0 1 1 1 1 1 2 1 2 1 0 1 nodeList = 1 2 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 0 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 1 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 0 0 0 areaCanonicalL_[] = 0 1 1 1 2 1 R: areaGroupR_ = 0 areaElemR_[] = 1 2 3 areaCanonicalR_[] = 0 -1 1 -1 2 -1 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 6 nDOF_ = 6 DOF_[] =(0, 0) (1, 0) (0, 1) (1, 1) (-1, 1) (1, -1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 5 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 1 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 3 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 4 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 0 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 3 3 1 1 2 2 areaCanonicalL_[] = 3 3 1 1 2 2 areaCanonicalL_[ = 0 1 1 1 1 1 2 1 2 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 test 3 test 3 test 3 test 3 creating cube with number 2 creating cube with number 2 creating cube with number 2 creating cube with number 2 created grid created grid created grid created grid triangulated. triangulated. triangulated. triangulated. done. done. done. creating geometry context with EGADS v1.14 and OpenCASCADE OpenCASCADE 6.8.1 creating geometry context with EGADS v1.14 and OpenCASCADE OpenCASCADE 6.8.1 creating geometry context with EGADS v1.14 and OpenCASCADE OpenCASCADE 6.8.1 done. creating geometry context with EGADS v1.14 and OpenCASCADE OpenCASCADE 6.8.1 added vertices added vertices added vertices added vertices added cells added cells added cells added cells added boundary added boundary added boundary added boundary FieldBase<FieldTraits>: nDOF_ = 100 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 4 FieldBase<FieldTraits>: nDOF_ = 100 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 4 FieldBase<FieldTraits>: nDOF_ = 100 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 4 DOF_[] = (0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.5 DOF_[] = (0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) 55556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) (6, 6) (7, 7) (8, 8) (9, 9) (10, 10) (11, 11) (12, 12) (13, 13) (14, 14) (15, 15) (16, 16) (17, 17) (18, 18) (19, 19) (20, 20) (21, 21) (22, 22) (23, 23) (24, 24) (25, 25) (26, 26) (27, 27) (28, 28) (29, 29) (30, 30) (31, 31) (32, 32) (33, 33) (34, 34) (35, 35) (36, 36) (37, 37) (38, 38) (39, 39) (40, 40) (41, 41) (42, 42) (43, 43) (44, 44) (45, 45) (46, 46) (47, 47) (48, 48) (49, 49) (50, 50) (51, 51) (52, 52) (53, 53) (54, 54) (55, 55) (56, 56) (57, 57) (58, 58) (59, 59) (60, 60) (61, 61) (62, 62) (63, 63) (64, 64) (65, 65) (66, 66) (67, 67) (68, 68) (69, 69) (70, 70) (71, 71) (72, 72) (73, 73) (74, 74) (75, 75) (76, 76) (77, 77) (78, 78) (79, 79) (80, 80) (81, 81) (82, 82) (83, 83) (84, 84) (85, 85) (86, 86) (87, 87) (88, 88) (89, 89) (90, 90) (91, 91) (92, 92) (93, 93) (94, 94) (95, 95) (96, 96) (97, 97) (98, 98) (99, 99) elemCellGroups_[0] = local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) (6, 6) (7, 7) (8, 8) (9, 9) (10, 10) (11, 11) (12, 12) (13, 13) (14, 14) (15, 15) (16, 16) (17, 17) (18, 18) (19, 19) (20, 20) (21, 21) (22, 22) (23, 23) (24, 24) (25, 25) (26, 26) (27, 27) (28, 28) (29, 29) (30, 30) (31, 31) (32, 32) (33, 33) (34, 34) (35, 35) (36, 36) (37, 37) (38, 38) (39, 39) (40, 40) (41, 41) (42, 42) (43, 43) (44, 44) (45, 45) (46, 46) (47, 47) (48, 48) (49, 49) (50, 50) (51, 51) (52, 52) (53, 53) (54, 54) (55, 55) (56, 56) (57, 57) (58, 58) (59, 59) (60, 60) (61, 61) (62, 62) (63, 63) (64, 64) (65, 65) (66, 66) (67, 67) (68, 68) (69, 69) (70, 70) (71, 71) (72, 72) (73, 73) (74, 74) (75, 75) (76, 76) (77, 77) (78, 78) (79, 79) (80, 80) (81, 81) (82, 82) (83, 83) (84, 84) (85, 85) (86, 86) (87, 87) (88, 88) (89, 89) (90, 90) (91, 91) (92, 92) (93, 93) (94, 94) (95, 95) (96, 96) (97, 97) (98, 98) (99, 99) elemCellGroups_[0] = FieldAssociativity: nElem_ = 162 nDOF_ = 100 FieldAssociativity: nElem_ = 162 nDOF_ = 100 DOF_[] = (0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.5 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.55556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) (6, 6) (7, 7) (8, 8) (9, 9) (10, 10) (11, 11) (12, 12) (13, 13) (14, 14) (15, 15) (16, 16) (17, 17) (18, 18) (19, 19) (20, 20) (21, 21) (22, 22) (23, 23) (24, 24) (25, 25) (26, 26) (27, 27) (28, 28) (29, 29) (30, 30) (31, 31) (32, 32) (33, 33) (34, 34) (35, 35) (36, 36) (37, 37) (38, 38) (39, 39) (40, 40) (41, 41) (42, 42) (43, 43) (44, 44) (45, 45) (46, 46) (47, 47) (48, 48) (49, 49) (50, 50) (51, 51) (52, 52) (53, 53) (54, 54) (55, 55) (56, 56) (57, 57) (58, 58) (59, 59) (60, 60) (61, 61) (62, 62) (63, 63) (64, 64) (65, 65) (66, 66) (67, 67) (68, 68) (69, 69) (70, 70) (71, 71) (72, 72) (73, 73) (74, 74) (75, 75) (76, 76) (77, 77) (78, 78) (79, 79) (80, 80) (81, 81) (82, 82) (83, 83) (84, 84) (85, 85) (86, 86) (87, 87) (88, 88) (89, 89) (90, 90) (91, 91) (92, 92) (93, 93) (94, 94) (95, 95) (96, 96) (97, 97) (98, 98) (99, 99) elemCellGroups_[0] = FieldAssociativity: nElem_ = 162 nDOF_ = 100 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 0 10 11 assoc_[1]: nodeList = 0 10 11 assoc_[1]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 0 11 1 assoc_[2]: nodeList = 0 11 1 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 1 11 12 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 1 11 12 assoc_[3]: assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 1 12 2 assoc_[4]: nodeList = 1 12 2 assoc_[4]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 2 12 13 assoc_[5]: nodeList = 2 12 13 assoc_[5]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 2 13 3 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[6]: nodeList = 2 13 3 assoc_[6]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 3 13 14 assoc_[7]: nodeList = 3 13 14 assoc_[7]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 14 4 assoc_[8]: nodeList = 3 14 4 assoc_[8]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 4 14 15 nodeList = 4 14 15 assoc_[9]: assoc_[9]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 4 15 5 nodeList = 4 15 5 assoc_[10]: assoc_[10]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 5 15 16 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 5 15 16 assoc_[11]: assoc_[11]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 5 16 6 assoc_[12]: nodeList = 5 16 6 assoc_[12]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 6 16 17 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 6 16 17 assoc_[13]: assoc_[13]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 6 17 7 nodeList = 6 17 7 assoc_[14]: assoc_[14]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 7 17 18 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 7 17 18 assoc_[15]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[15]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 7 18 8 assoc_[16]: nodeList = 7 18 8 assoc_[16]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 8 18 19 assoc_[17]: nodeList = 8 18 19 assoc_[17]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 8 19 9 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 8 19 9 assoc_[18]: assoc_[18]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 10 20 21 assoc_[19]: nodeList = 10 20 21 assoc_[19]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. nodeList = 10 21 11 assoc_[20]: nodeList = 10 21 11 assoc_[20]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 11 21 22 nodeList = 11 21 22 assoc_[21]: assoc_[21]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 11 22 12 nodeList = 11 22 12 assoc_[22]: assoc_[22]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 12 22 23 nodeList = 12 22 23 assoc_[23]: assoc_[23]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 12 23 13 nodeList = 12 23 13 assoc_[24]: assoc_[24]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 13 23 24 nodeList = 13 23 24 assoc_[25]: assoc_[25]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 13 24 14 nodeList = 13 24 14 assoc_[26]: assoc_[26]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 14 24 25 nodeList = 14 24 25 assoc_[27]: assoc_[27]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 14 25 15 nodeList = 14 25 15 assoc_[28]: assoc_[28]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 15 25 26 nodeList = 15 25 26 assoc_[29]: assoc_[29]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 15 26 16 nodeList = 15 26 16 assoc_[30]: assoc_[30]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 16 26 27 nodeList = 16 26 27 assoc_[31]: assoc_[31]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 16 27 17 nodeList = 16 27 17 assoc_[32]: assoc_[32]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 17 27 28 nodeList = 17 27 28 assoc_[33]: assoc_[33]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 17 28 18 nodeList = 17 28 18 assoc_[34]: assoc_[34]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 18 28 29 nodeList = 18 28 29 assoc_[35]: assoc_[35]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 18 29 19 nodeList = 18 29 19 assoc_[36]: assoc_[36]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 20 30 31 nodeList = 20 30 31 assoc_[37]: assoc_[37]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 20 31 21 nodeList = 20 31 21 assoc_[38]: assoc_[38]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 21 31 32 nodeList = 21 31 32 assoc_[39]: assoc_[39]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 21 32 22 nodeList = 21 32 22 assoc_[40]: assoc_[40]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 22 32 33 nodeList = 22 32 33 assoc_[41]: assoc_[41]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 22 33 23 nodeList = 22 33 23 assoc_[42]: assoc_[42]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 23 33 34 nodeList = 23 33 34 assoc_[43]: assoc_[43]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 23 34 24 nodeList = 23 34 24 assoc_[44]: assoc_[44]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 24 34 35 nodeList = 24 34 35 assoc_[45]: assoc_[45]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 24 35 25 nodeList = 24 35 25 assoc_[46]: assoc_[46]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 25 35 36 nodeList = 25 35 36 assoc_[47]: assoc_[47]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 25 36 26 nodeList = 25 36 26 assoc_[48]: assoc_[48]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 26 36 37 nodeList = 26 36 37 assoc_[49]: assoc_[49]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 26 37 27 nodeList = 26 37 27 assoc_[50]: assoc_[50]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 27 37 38 nodeList = 27 37 38 assoc_[51]: assoc_[51]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: nodeList = 27 38 28 assoc_[52]: nodeList = 27 38 28 assoc_[52]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 28 38 39 nodeList = 28 38 39 assoc_[53]: assoc_[53]: nodeList = 0 10 11 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 assoc_[1]: nodeList = 28 39 29 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 28 39 29 assoc_[54]: assoc_[54]: nodeList = 0 11 1 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 30 40 41 assoc_[55]: nodeList = 30 40 41 assoc_[55]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 1 11 12 assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 30 41 31 nodeList = 30 41 31 assoc_[56]: assoc_[56]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 1 12 2 assoc_[4]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 31 41 42 nodeList = 31 41 42 assoc_[57]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[57]: nodeList = 2 12 13 assoc_[5]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 31 42 32 nodeList = 31 42 32 assoc_[58]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[58]: nodeList = 2 13 3 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 32 42 43 assoc_[6]: nodeList = 32 42 43 assoc_[59]: assoc_[59]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 3 13 14 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 32 43 33 assoc_[7]: nodeList = 32 43 33 assoc_[60]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[60]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 14 4 assoc_[8]: nodeList = 33 43 44 nodeList = 33 43 44 assoc_[61]: assoc_[61]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 4 14 15 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 33 44 34 assoc_[9]: nodeList = 33 44 34 assoc_[62]: assoc_[62]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 4 15 5 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[10]: nodeList = 34 44 45 nodeList = 34 44 45 assoc_[63]: assoc_[63]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 5 15 16 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 34 45 35 assoc_[11]: nodeList = 34 45 35 assoc_[64]: assoc_[64]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 5 16 6 nodeList = 35 45 46 nodeList = 35 45 46 assoc_[65]: assoc_[65]: assoc_[12]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 35 46 36 assoc_[66]: nodeList = 6 16 17 assoc_[13]: nodeList = 35 46 36 assoc_[66]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 36 46 47 nodeList = 36 46 47 assoc_[67]: assoc_[67]: nodeList = 6 17 7 assoc_[14]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 36 47 37 assoc_[68]: nodeList = 7 17 18 assoc_[15]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 7 18 8 nodeList = 37 47 48 assoc_[69]: assoc_[16]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 37 48 38 nodeList = 8 18 19 assoc_[17]: assoc_[70]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 8 19 9 nodeList = 38 48 49 assoc_[71]: assoc_[18]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 38 49 39 nodeList = 10 20 21 assoc_[72]: assoc_[19]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 40 50 51 nodeList = 10 21 11 assoc_[73]: assoc_[20]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 11 21 22 nodeList = 40 51 41 assoc_[74]: assoc_[21]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 11 22 12 nodeList = 41 51 52 assoc_[75]: assoc_[22]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 12 22 23 nodeList = 41 52 42 assoc_[76]: assoc_[23]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 12 23 13 nodeList = 42 52 53 assoc_[77]: assoc_[24]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 13 23 24 nodeList = 42 53 43 assoc_[78]: assoc_[25]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 43 53 54 nodeList = 13 24 14 assoc_[79]: assoc_[26]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 43 54 44 nodeList = 14 24 25 assoc_[80]: assoc_[27]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 44 54 55 nodeList = 14 25 15 assoc_[81]: assoc_[28]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 44 55 45 nodeList = 15 25 26 assoc_[82]: assoc_[29]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 45 55 56 assoc_[83]: nodeList = 15 26 16 assoc_[30]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 45 56 46 assoc_[84]: nodeList = 16 26 27 assoc_[31]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 46 56 57 assoc_[85]: nodeList = 16 27 17 assoc_[32]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 17 27 28 nodeList = 46 57 47 assoc_[86]: assoc_[33]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 47 57 58 assoc_[87]: nodeList = 17 28 18 assoc_[34]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 47 58 48 assoc_[88]: nodeList = 18 28 29 assoc_[35]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 48 58 59 assoc_[89]: nodeList = 18 29 19 assoc_[36]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 48 59 49 assoc_[90]: nodeList = 20 30 31 assoc_[37]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 50 60 61 nodeList = 20 31 21 assoc_[91]: assoc_[38]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 50 61 51 assoc_[92]: nodeList = 21 31 32 assoc_[39]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 51 61 62 nodeList = 21 32 22 assoc_[93]: assoc_[40]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 51 62 52 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 22 32 33 assoc_[94]: assoc_[41]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 52 62 63 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 22 33 23 assoc_[42]: assoc_[95]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 36 47 37 assoc_[68]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 52 63 53 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 23 33 34 assoc_[96]: nodeList = 37 47 48 assoc_[43]: assoc_[69]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 53 63 64 assoc_[97]: nodeList = 23 34 24 assoc_[44]: nodeList = 37 48 38 assoc_[70]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 53 64 54 assoc_[98]: nodeList = 24 34 35 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 38 48 49 assoc_[71]: assoc_[45]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 54 64 65 nodeList = 24 35 25 assoc_[46]: nodeList = 38 49 39 assoc_[99]: assoc_[72]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 54 65 55 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 40 50 51 assoc_[100]: nodeList = 25 35 36 assoc_[47]: assoc_[73]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 55 65 66 assoc_[101]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 40 51 41 nodeList = 25 36 26 assoc_[48]: assoc_[74]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 55 66 56 nodeList = 41 51 52 assoc_[102]: nodeList = 26 36 37 assoc_[49]: assoc_[75]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 56 66 67 assoc_[103]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 26 37 27 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 41 52 42 assoc_[50]: assoc_[76]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 56 67 57 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 27 37 38 assoc_[104]: nodeList = 42 52 53 assoc_[51]: assoc_[77]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 57 67 68 nodeList = 42 53 43 nodeList = 27 38 28 assoc_[52]: assoc_[105]: assoc_[78]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 57 68 58 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 28 38 39 nodeList = 43 53 54 assoc_[106]: assoc_[79]: assoc_[53]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 58 68 69 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 28 39 29 nodeList = 43 54 44 assoc_[107]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 assoc_[80]: assoc_[54]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 58 69 59 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 44 54 55 nodeList = 30 40 41 assoc_[108]: assoc_[55]: assoc_[81]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 60 70 71 assoc_[109]: nodeList = 44 55 45 nodeList = 30 41 31 assoc_[56]: assoc_[82]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 60 71 61 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 31 41 42 assoc_[110]: nodeList = 45 55 56 assoc_[57]: assoc_[83]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 61 71 72 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[111]: nodeList = 45 56 46 nodeList = 31 42 32 assoc_[58]: assoc_[84]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 61 72 62 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 32 42 43 assoc_[112]: nodeList = 46 56 57 assoc_[59]: assoc_[85]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 62 72 73 assoc_[113]: nodeList = 32 43 33 nodeList = 46 57 47 assoc_[60]: assoc_[86]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 62 73 63 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 33 43 44 assoc_[114]: nodeList = 47 57 58 assoc_[87]: assoc_[61]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 63 73 74 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[115]: nodeList = 47 58 48 assoc_[88]: nodeList = 33 44 34 assoc_[62]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 63 74 64 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 48 58 59 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 34 44 45 assoc_[89]: assoc_[116]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[63]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 64 74 75 nodeList = 34 45 35 assoc_[117]: nodeList = 48 59 49 assoc_[90]: assoc_[64]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 64 75 65 assoc_[118]: nodeList = 50 60 61 nodeList = 35 45 46 assoc_[91]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[65]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 65 75 76 assoc_[119]: nodeList = 50 61 51 nodeList = 35 46 36 assoc_[92]: assoc_[66]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 65 76 66 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[120]: nodeList = 51 61 62 assoc_[93]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 66 76 77 nodeList = 36 46 47 assoc_[67]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[121]: nodeList = 51 62 52 nodeList = 36 47 37 assoc_[94]: assoc_[68]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 66 77 67 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 52 62 63 assoc_[95]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 37 47 48 assoc_[122]: assoc_[69]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 67 77 78 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 52 63 53 assoc_[96]: assoc_[123]: nodeList = 37 48 38 assoc_[70]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 67 78 68 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[124]: nodeList = 53 63 64 assoc_[97]: nodeList = 38 48 49 assoc_[71]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 68 78 79 assoc_[125]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 53 64 54 assoc_[98]: nodeList = 38 49 39 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 assoc_[72]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 68 79 69 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[126]: nodeList = 54 64 65 assoc_[99]: nodeList = 40 50 51 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[73]: nodeList = 70 80 81 assoc_[127]: nodeList = 54 65 55 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 40 51 41 assoc_[100]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 70 81 71 assoc_[74]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 55 65 66 assoc_[101]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[128]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 41 51 52 assoc_[75]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 71 81 82 nodeList = 55 66 56 assoc_[129]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[102]: nodeList = 41 52 42 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[76]: nodeList = 71 82 72 nodeList = 56 66 67 assoc_[130]: assoc_[103]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 42 52 53 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[77]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 72 82 83 assoc_[131]: nodeList = 56 67 57 assoc_[104]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 42 53 43 assoc_[78]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 72 83 73 nodeList = 57 67 68 assoc_[132]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[105]: nodeList = 43 53 54 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[79]: nodeList = 73 83 84 assoc_[133]: nodeList = 57 68 58 assoc_[106]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 43 54 44 assoc_[80]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 73 84 74 nodeList = 58 68 69 assoc_[134]: assoc_[107]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 44 54 55 assoc_[81]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 58 69 59 nodeList = 74 84 85 assoc_[135]: assoc_[108]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 44 55 45 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[82]: nodeList = 60 70 71 nodeList = 74 85 75 assoc_[109]: assoc_[136]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 45 55 56 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[83]: nodeList = 60 71 61 nodeList = 75 85 86 assoc_[137]: assoc_[110]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 45 56 46 assoc_[84]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 61 71 72 nodeList = 75 86 76 assoc_[138]: assoc_[111]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 46 56 57 assoc_[85]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 61 72 62 nodeList = 76 86 87 assoc_[112]: assoc_[139]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 46 57 47 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[86]: nodeList = 76 87 77 nodeList = 62 72 73 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[113]: assoc_[140]: nodeList = 47 57 58 assoc_[87]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 62 73 63 nodeList = 77 87 88 assoc_[141]: assoc_[114]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 47 58 48 assoc_[88]: nodeList = 63 73 74 nodeList = 77 88 78 assoc_[115]: assoc_[142]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 48 58 59 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 assoc_[89]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 78 88 89 nodeList = 63 74 64 assoc_[143]: assoc_[116]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 48 59 49 assoc_[90]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 64 74 75 assoc_[117]: nodeList = 78 89 79 assoc_[144]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 50 60 61 assoc_[91]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 64 75 65 assoc_[118]: nodeList = 80 90 91 assoc_[145]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 50 61 51 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 80 91 81 nodeList = 65 75 76 assoc_[119]: assoc_[92]: assoc_[146]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 51 61 62 assoc_[93]: nodeList = 65 76 66 nodeList = 81 91 92 assoc_[147]: assoc_[120]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 51 62 52 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 66 76 77 assoc_[94]: nodeList = 81 92 82 assoc_[148]: assoc_[121]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 52 62 63 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 66 77 67 assoc_[95]: nodeList = 82 92 93 assoc_[122]: assoc_[149]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 52 63 53 nodeList = 82 93 83 nodeList = 67 77 78 assoc_[96]: assoc_[123]: assoc_[150]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 53 63 64 assoc_[97]: nodeList = 67 78 68 assoc_[124]: nodeList = 83 93 94 assoc_[151]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 53 64 54 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 83 94 84 assoc_[98]: nodeList = 68 78 79 assoc_[125]: assoc_[152]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 54 64 65 assoc_[99]: nodeList = 84 94 95 assoc_[153]: nodeList = 68 79 69 assoc_[126]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 54 65 55 nodeList = 70 80 81 assoc_[100]: nodeList = 84 95 85 assoc_[154]: assoc_[127]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 55 65 66 nodeList = 85 95 96 nodeList = 70 81 71 assoc_[101]: assoc_[128]: assoc_[155]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 55 66 56 nodeList = 71 81 82 nodeList = 85 96 86 assoc_[102]: assoc_[156]: assoc_[129]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 56 66 67 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 assoc_[103]: nodeList = 71 82 72 nodeList = 86 96 97 assoc_[157]: assoc_[130]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 56 67 57 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 72 82 83 assoc_[131]: assoc_[104]: nodeList = 86 97 87 assoc_[158]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 57 67 68 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 72 83 73 nodeList = 87 97 98 assoc_[159]: assoc_[132]: assoc_[105]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 57 68 58 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 73 83 84 assoc_[133]: assoc_[106]: nodeList = 87 98 88 assoc_[160]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 58 68 69 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 73 84 74 nodeList = 88 98 99 assoc_[161]: assoc_[107]: assoc_[134]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 58 69 59 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 88 99 89 nodeList = 74 84 85 assoc_[135]: assoc_[108]: elemInteriorTraceGroups_[0] = FieldAssociativity: nElem_ = 225 nDOF_ = 100 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 60 70 71 nodeList = 74 85 75 assoc_[109]: assoc_[136]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 60 71 61 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[110]: nodeList = 75 85 86 assoc_[137]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 61 71 72 assoc_[111]: nodeList = 75 86 76 assoc_[138]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 61 72 62 nodeList = 76 86 87 assoc_[112]: assoc_[139]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 62 72 73 assoc_[113]: nodeList = 76 87 77 assoc_[140]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 62 73 63 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 assoc_[114]: nodeList = 77 87 88 assoc_[141]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 63 73 74 nodeList = 77 88 78 assoc_[115]: assoc_[142]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 63 74 64 nodeList = 78 88 89 assoc_[116]: assoc_[143]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 64 74 75 nodeList = 78 89 79 assoc_[117]: assoc_[144]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 64 75 65 nodeList = 80 90 91 assoc_[145]: assoc_[118]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 65 75 76 nodeList = 80 91 81 assoc_[146]: assoc_[119]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 81 91 92 nodeList = 65 76 66 assoc_[120]: assoc_[147]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 81 92 82 nodeList = 66 76 77 assoc_[121]: assoc_[148]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 66 77 67 nodeList = 82 92 93 assoc_[122]: assoc_[149]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 67 77 78 nodeList = 82 93 83 assoc_[123]: assoc_[150]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 67 78 68 nodeList = 83 93 94 assoc_[151]: assoc_[124]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 68 78 79 nodeList = 83 94 84 assoc_[152]: assoc_[125]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 84 94 95 nodeList = 68 79 69 assoc_[153]: assoc_[126]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 70 80 81 nodeList = 84 95 85 assoc_[154]: assoc_[127]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 85 95 96 nodeList = 70 81 71 assoc_[128]: assoc_[155]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 85 96 86 nodeList = 71 81 82 assoc_[156]: assoc_[129]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 86 96 97 assoc_[157]: nodeList = 71 82 72 assoc_[130]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 86 97 87 nodeList = 72 82 83 assoc_[158]: assoc_[131]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 87 97 98 nodeList = 72 83 73 assoc_[159]: assoc_[132]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 87 98 88 nodeList = 73 83 84 assoc_[160]: assoc_[133]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 88 98 99 assoc_[161]: nodeList = 73 84 74 assoc_[134]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 88 99 89 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 74 84 85 elemInteriorTraceGroups_[0] = assoc_[135]: FieldAssociativity: nElem_ = 225 nDOF_ = 100 ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 74 85 75 assoc_[136]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 75 85 86 assoc_[137]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 75 86 76 assoc_[138]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 76 86 87 assoc_[139]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 76 87 77 assoc_[140]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 77 87 88 assoc_[141]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 77 88 78 assoc_[142]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 78 88 89 assoc_[143]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 78 89 79 assoc_[144]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 80 90 91 assoc_[145]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 80 91 81 assoc_[146]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 81 91 92 assoc_[147]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 81 92 82 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. assoc_[148]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 82 92 93 assoc_[149]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 82 93 83 assoc_[150]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 83 93 94 assoc_[151]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 83 94 84 assoc_[152]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 84 94 95 assoc_[153]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 84 95 85 assoc_[154]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 85 95 96 assoc_[155]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 85 96 86 assoc_[156]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 86 96 97 assoc_[157]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 86 97 87 assoc_[158]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 87 97 98 assoc_[159]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 87 98 88 assoc_[160]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 88 98 99 assoc_[161]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 88 99 89 elemInteriorTraceGroups_[0] = FieldAssociativity: nElem_ = 225 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 11 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 11 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 12 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 12 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 13 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 13 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 14 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 14 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 15 assoc_[9]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 15 assoc_[10]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 16 assoc_[11]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 16 assoc_[12]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 17 assoc_[13]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 17 assoc_[14]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 18 assoc_[15]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 18 assoc_[16]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 19 assoc_[17]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 10 assoc_[18]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 21 assoc_[19]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 21 assoc_[20]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 11 assoc_[21]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 22 assoc_[22]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 22 assoc_[23]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 12 assoc_[24]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 23 assoc_[25]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 23 assoc_[26]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 13 assoc_[27]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 24 assoc_[28]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 24 assoc_[29]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 14 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. assoc_[30]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 25 assoc_[31]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 25 assoc_[32]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 15 assoc_[33]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 26 assoc_[34]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 26 assoc_[35]: 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[0]: nodeList = 17 16 assoc_[36]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 11 assoc_[1]: nodeList = 16 27 assoc_[37]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 11 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 17 27 assoc_[38]: assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 18 17 nodeList = 1 12 assoc_[3]: assoc_[39]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 12 nodeList = 17 28 assoc_[4]: assoc_[40]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 13 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[5]: nodeList = 18 28 assoc_[41]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 13 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 19 18 assoc_[42]: assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 14 assoc_[7]: nodeList = 18 29 assoc_[43]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 14 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 20 assoc_[8]: assoc_[44]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 15 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 20 31 assoc_[45]: assoc_[9]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 15 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[10]: nodeList = 21 31 assoc_[46]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 16 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 21 assoc_[11]: assoc_[47]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 16 assoc_[12]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 32 assoc_[48]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 17 assoc_[13]: nodeList = 22 32 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[49]: nodeList = 7 17 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[14]: nodeList = 23 22 assoc_[50]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 18 assoc_[15]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 33 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[51]: nodeList = 8 18 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 33 assoc_[16]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[52]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 19 assoc_[17]: nodeList = 24 23 assoc_[53]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 10 assoc_[18]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 34 assoc_[54]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 21 assoc_[19]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 34 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[55]: nodeList = 11 21 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 24 assoc_[20]: assoc_[56]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 11 assoc_[21]: nodeList = 24 35 assoc_[57]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 22 assoc_[22]: nodeList = 25 35 assoc_[58]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 22 nodeList = 26 25 assoc_[23]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[59]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 12 assoc_[24]: nodeList = 25 36 assoc_[60]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 23 assoc_[25]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 36 assoc_[61]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 23 assoc_[26]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 26 assoc_[62]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 13 assoc_[27]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 37 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[63]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 24 assoc_[28]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 37 assoc_[64]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 24 assoc_[29]: nodeList = 28 27 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[65]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 14 assoc_[30]: nodeList = 27 38 assoc_[66]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 25 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 38 assoc_[31]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 25 assoc_[32]: assoc_[67]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 29 28 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[68]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 15 assoc_[33]: nodeList = 28 39 assoc_[69]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 26 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 30 assoc_[34]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[70]: nodeList = 16 26 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[35]: nodeList = 30 41 assoc_[71]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 17 16 assoc_[36]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 41 assoc_[72]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 27 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[37]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[0]: nodeList = 32 31 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[73]: nodeList = 17 27 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[38]: nodeList = 31 42 nodeList = 0 11 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[1]: assoc_[74]: nodeList = 18 17 assoc_[39]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 42 nodeList = 1 11 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[75]: nodeList = 17 28 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[40]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 32 nodeList = 1 12 assoc_[76]: assoc_[3]: nodeList = 18 28 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[41]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 43 assoc_[77]: nodeList = 2 12 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 19 18 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[42]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 43 nodeList = 2 13 assoc_[5]: assoc_[78]: nodeList = 18 29 assoc_[43]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 13 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 33 assoc_[6]: assoc_[79]: nodeList = 21 20 assoc_[44]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 44 nodeList = 3 14 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[7]: assoc_[80]: nodeList = 20 31 assoc_[45]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 44 nodeList = 21 31 assoc_[81]: nodeList = 4 14 assoc_[8]: assoc_[46]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 15 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 34 assoc_[82]: nodeList = 22 21 assoc_[47]: assoc_[9]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 45 assoc_[83]: nodeList = 21 32 nodeList = 5 15 assoc_[10]: assoc_[48]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 45 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 16 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 32 assoc_[49]: assoc_[84]: assoc_[11]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 35 assoc_[85]: nodeList = 6 16 assoc_[12]: nodeList = 23 22 assoc_[50]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 17 nodeList = 35 46 assoc_[86]: nodeList = 22 33 assoc_[51]: assoc_[13]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 46 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 33 nodeList = 7 17 assoc_[87]: assoc_[52]: assoc_[14]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 18 assoc_[15]: nodeList = 24 23 assoc_[53]: nodeList = 37 36 assoc_[88]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 47 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 18 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 34 assoc_[16]: assoc_[54]: assoc_[89]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 19 nodeList = 37 47 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 34 assoc_[55]: assoc_[90]: assoc_[17]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 37 assoc_[91]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 24 nodeList = 11 10 assoc_[18]: assoc_[56]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 37 48 nodeList = 10 21 nodeList = 24 35 assoc_[92]: assoc_[57]: assoc_[19]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 48 assoc_[93]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 35 assoc_[58]: nodeList = 11 21 assoc_[20]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 25 nodeList = 39 38 assoc_[94]: nodeList = 12 11 assoc_[21]: assoc_[59]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 49 nodeList = 25 36 assoc_[60]: assoc_[95]: nodeList = 11 22 assoc_[22]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 36 assoc_[61]: nodeList = 41 40 assoc_[96]: nodeList = 12 22 assoc_[23]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 51 nodeList = 27 26 assoc_[62]: nodeList = 13 12 assoc_[24]: assoc_[97]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 51 nodeList = 12 23 nodeList = 26 37 assoc_[63]: assoc_[98]: assoc_[25]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 37 nodeList = 42 41 assoc_[64]: assoc_[99]: nodeList = 13 23 assoc_[26]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 52 nodeList = 28 27 assoc_[100]: nodeList = 14 13 assoc_[27]: assoc_[65]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 24 nodeList = 42 52 nodeList = 27 38 assoc_[66]: assoc_[101]: assoc_[28]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 38 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 42 assoc_[67]: assoc_[102]: nodeList = 14 24 assoc_[29]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 42 53 nodeList = 29 28 assoc_[68]: assoc_[103]: nodeList = 15 14 assoc_[30]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 53 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 39 nodeList = 14 25 assoc_[104]: assoc_[69]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[31]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 43 nodeList = 31 30 assoc_[70]: assoc_[105]: nodeList = 15 25 assoc_[32]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 54 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 41 assoc_[71]: assoc_[106]: nodeList = 16 15 assoc_[33]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 54 nodeList = 31 41 assoc_[72]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 26 assoc_[107]: assoc_[34]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 44 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 31 assoc_[73]: assoc_[108]: nodeList = 16 26 assoc_[35]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 42 nodeList = 44 55 nodeList = 17 16 assoc_[109]: assoc_[74]: assoc_[36]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 42 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 55 assoc_[75]: assoc_[110]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 27 assoc_[37]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 32 assoc_[76]: nodeList = 46 45 assoc_[111]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 17 27 assoc_[38]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 43 nodeList = 45 56 assoc_[112]: nodeList = 18 17 assoc_[77]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[39]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 43 assoc_[78]: nodeList = 46 56 assoc_[113]: nodeList = 17 28 assoc_[40]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 46 nodeList = 34 33 assoc_[79]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 18 28 assoc_[114]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[41]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 46 57 assoc_[115]: nodeList = 33 44 assoc_[80]: nodeList = 19 18 assoc_[42]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 57 nodeList = 34 44 assoc_[81]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[116]: nodeList = 18 29 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[43]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 47 assoc_[117]: nodeList = 35 34 assoc_[82]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 20 assoc_[44]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 45 assoc_[83]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 58 assoc_[118]: nodeList = 20 31 assoc_[45]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 45 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 58 assoc_[119]: assoc_[84]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 31 assoc_[46]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 49 48 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 35 assoc_[85]: assoc_[120]: nodeList = 22 21 assoc_[47]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 59 assoc_[121]: nodeList = 35 46 assoc_[86]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 32 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[48]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 46 assoc_[87]: nodeList = 51 50 assoc_[122]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 32 assoc_[49]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 37 36 assoc_[88]: nodeList = 50 61 assoc_[123]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 22 assoc_[50]: nodeList = 51 61 assoc_[124]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 47 assoc_[89]: nodeList = 22 33 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[51]: nodeList = 37 47 assoc_[90]: nodeList = 52 51 assoc_[125]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 33 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 62 assoc_[52]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[126]: nodeList = 38 37 assoc_[91]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 23 assoc_[53]: nodeList = 37 48 assoc_[92]: nodeList = 52 62 assoc_[127]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 34 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 48 nodeList = 53 52 assoc_[54]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[128]: assoc_[93]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 34 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 52 63 nodeList = 39 38 assoc_[94]: assoc_[55]: assoc_[129]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 24 nodeList = 38 49 nodeList = 53 63 assoc_[56]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[130]: assoc_[95]: nodeList = 24 35 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 54 53 assoc_[131]: assoc_[57]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 40 assoc_[96]: nodeList = 25 35 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[58]: nodeList = 40 51 nodeList = 53 64 assoc_[132]: assoc_[97]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 25 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[59]: nodeList = 41 51 nodeList = 54 64 assoc_[133]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[98]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 36 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 55 54 nodeList = 42 41 assoc_[99]: assoc_[60]: assoc_[134]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 36 nodeList = 41 52 nodeList = 54 65 assoc_[61]: assoc_[135]: assoc_[100]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 26 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 42 52 assoc_[62]: nodeList = 55 65 assoc_[136]: assoc_[101]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 37 assoc_[63]: nodeList = 56 55 nodeList = 43 42 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[102]: assoc_[137]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 37 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[64]: nodeList = 42 53 nodeList = 55 66 assoc_[103]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[138]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 53 nodeList = 56 66 assoc_[139]: nodeList = 28 27 assoc_[65]: assoc_[104]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 38 nodeList = 44 43 nodeList = 57 56 assoc_[66]: assoc_[105]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[140]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 38 assoc_[67]: nodeList = 56 67 nodeList = 43 54 assoc_[106]: assoc_[141]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 29 28 nodeList = 44 54 assoc_[68]: nodeList = 57 67 assoc_[142]: assoc_[107]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 39 assoc_[69]: nodeList = 58 57 nodeList = 45 44 assoc_[143]: assoc_[108]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 30 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 55 assoc_[70]: nodeList = 57 68 assoc_[144]: assoc_[109]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 41 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 55 nodeList = 58 68 assoc_[145]: assoc_[110]: assoc_[71]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 41 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[72]: nodeList = 46 45 assoc_[111]: nodeList = 59 58 assoc_[146]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 31 assoc_[73]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 56 nodeList = 58 69 assoc_[112]: assoc_[147]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 42 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 46 56 assoc_[74]: nodeList = 61 60 assoc_[148]: assoc_[113]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 46 nodeList = 60 71 nodeList = 32 42 assoc_[75]: assoc_[114]: assoc_[149]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 46 57 nodeList = 33 32 nodeList = 61 71 assoc_[76]: assoc_[115]: assoc_[150]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 43 nodeList = 62 61 nodeList = 47 57 assoc_[77]: assoc_[116]: assoc_[151]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 43 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[78]: nodeList = 48 47 assoc_[117]: nodeList = 61 72 assoc_[152]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 58 nodeList = 34 33 assoc_[79]: nodeList = 62 72 assoc_[153]: assoc_[118]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 44 nodeList = 48 58 nodeList = 63 62 assoc_[119]: assoc_[154]: assoc_[80]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 49 48 nodeList = 34 44 assoc_[81]: nodeList = 62 73 assoc_[155]: assoc_[120]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 34 nodeList = 48 59 nodeList = 63 73 assoc_[156]: assoc_[121]: assoc_[82]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 50 nodeList = 34 45 nodeList = 64 63 assoc_[157]: assoc_[83]: assoc_[122]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 74 nodeList = 35 45 assoc_[84]: nodeList = 50 61 assoc_[123]: assoc_[158]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 35 assoc_[85]: nodeList = 64 74 assoc_[159]: nodeList = 51 61 assoc_[124]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 46 nodeList = 52 51 assoc_[125]: nodeList = 65 64 assoc_[160]: assoc_[86]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 62 nodeList = 64 75 nodeList = 36 46 assoc_[161]: assoc_[126]: assoc_[87]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 75 nodeList = 52 62 assoc_[127]: nodeList = 37 36 assoc_[88]: assoc_[162]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 47 nodeList = 53 52 nodeList = 66 65 assoc_[163]: assoc_[128]: assoc_[89]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 76 nodeList = 37 47 nodeList = 52 63 assoc_[129]: assoc_[90]: assoc_[164]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 76 nodeList = 53 63 nodeList = 38 37 assoc_[91]: assoc_[130]: assoc_[165]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 66 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 37 48 nodeList = 54 53 assoc_[92]: assoc_[131]: assoc_[166]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 77 nodeList = 53 64 nodeList = 38 48 assoc_[93]: assoc_[132]: assoc_[167]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 39 38 nodeList = 54 64 assoc_[133]: nodeList = 67 77 assoc_[168]: assoc_[94]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 67 nodeList = 55 54 assoc_[134]: assoc_[169]: nodeList = 38 49 assoc_[95]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 78 nodeList = 41 40 nodeList = 54 65 assoc_[135]: assoc_[96]: assoc_[170]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 51 nodeList = 55 65 assoc_[136]: assoc_[97]: nodeList = 68 78 assoc_[171]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 51 nodeList = 56 55 assoc_[137]: nodeList = 69 68 assoc_[172]: assoc_[98]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 55 66 nodeList = 68 79 assoc_[138]: nodeList = 42 41 assoc_[99]: assoc_[173]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 56 66 nodeList = 41 52 assoc_[139]: nodeList = 71 70 assoc_[100]: assoc_[174]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 57 56 assoc_[140]: nodeList = 42 52 nodeList = 70 81 assoc_[175]: assoc_[101]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 56 67 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 81 assoc_[141]: nodeList = 43 42 assoc_[102]: assoc_[176]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 57 67 assoc_[142]: nodeList = 42 53 nodeList = 72 71 assoc_[177]: assoc_[103]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 58 57 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 82 nodeList = 43 53 assoc_[143]: assoc_[178]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[104]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 57 68 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 43 assoc_[144]: nodeList = 72 82 assoc_[179]: assoc_[105]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 58 68 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 54 nodeList = 73 72 assoc_[145]: assoc_[180]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[106]: nodeList = 59 58 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 83 assoc_[146]: nodeList = 44 54 assoc_[107]: assoc_[181]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 58 69 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 83 nodeList = 45 44 assoc_[147]: assoc_[108]: assoc_[182]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 60 assoc_[148]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 55 nodeList = 74 73 assoc_[183]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[109]: nodeList = 60 71 assoc_[149]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 84 nodeList = 45 55 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[110]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[184]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 71 assoc_[150]: nodeList = 46 45 nodeList = 74 84 assoc_[185]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[111]: nodeList = 62 61 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[151]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 56 assoc_[112]: nodeList = 75 74 assoc_[186]: nodeList = 61 72 assoc_[152]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 85 nodeList = 46 56 assoc_[113]: assoc_[187]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 72 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[153]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 46 nodeList = 75 85 assoc_[188]: assoc_[114]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 62 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[154]: nodeList = 46 57 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 73 nodeList = 76 75 assoc_[189]: assoc_[115]: assoc_[155]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 86 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 57 assoc_[116]: assoc_[190]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 73 assoc_[156]: nodeList = 76 86 nodeList = 48 47 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 63 assoc_[117]: assoc_[191]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[157]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 76 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 58 assoc_[118]: nodeList = 63 74 assoc_[192]: assoc_[158]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 87 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 58 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[119]: nodeList = 64 74 assoc_[193]: assoc_[159]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 87 nodeList = 49 48 assoc_[120]: nodeList = 65 64 assoc_[194]: assoc_[160]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 59 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 77 assoc_[195]: assoc_[121]: nodeList = 64 75 assoc_[161]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 50 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 88 nodeList = 65 75 assoc_[122]: assoc_[196]: assoc_[162]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 88 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 50 61 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 65 assoc_[197]: assoc_[123]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[163]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 79 78 nodeList = 65 76 assoc_[198]: nodeList = 51 61 assoc_[124]: assoc_[164]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 89 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 52 51 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 76 assoc_[165]: assoc_[125]: assoc_[199]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 80 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 62 assoc_[126]: nodeList = 67 66 assoc_[166]: assoc_[200]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 91 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 52 62 nodeList = 66 77 assoc_[167]: assoc_[201]: assoc_[127]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 91 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 77 nodeList = 53 52 assoc_[128]: assoc_[202]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[168]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 81 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[203]: nodeList = 52 63 nodeList = 68 67 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[169]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[129]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 92 nodeList = 53 63 assoc_[204]: nodeList = 67 78 assoc_[170]: assoc_[130]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 92 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 54 53 assoc_[205]: nodeList = 68 78 assoc_[171]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 82 assoc_[131]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 69 68 assoc_[206]: nodeList = 53 64 assoc_[132]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[172]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 54 64 nodeList = 82 93 assoc_[207]: nodeList = 68 79 assoc_[173]: assoc_[133]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 93 assoc_[208]: nodeList = 71 70 assoc_[174]: nodeList = 55 54 assoc_[134]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 83 nodeList = 70 81 assoc_[209]: nodeList = 54 65 assoc_[135]: assoc_[175]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 81 nodeList = 83 94 assoc_[210]: assoc_[176]: nodeList = 55 65 assoc_[136]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 71 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 56 55 nodeList = 84 94 assoc_[211]: assoc_[177]: assoc_[137]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 84 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 82 nodeList = 55 66 assoc_[212]: assoc_[178]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[138]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 82 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 95 assoc_[213]: nodeList = 56 66 assoc_[179]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[139]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 95 assoc_[214]: nodeList = 73 72 assoc_[180]: nodeList = 57 56 assoc_[140]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 83 nodeList = 86 85 assoc_[215]: assoc_[181]: nodeList = 56 67 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[141]: nodeList = 85 96 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 83 assoc_[182]: assoc_[216]: nodeList = 57 67 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[142]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 96 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 73 assoc_[183]: assoc_[217]: nodeList = 58 57 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[143]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 84 nodeList = 87 86 nodeList = 57 68 assoc_[184]: assoc_[218]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[144]: nodeList = 86 97 nodeList = 74 84 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[219]: nodeList = 58 68 assoc_[185]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[145]: nodeList = 87 97 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 74 assoc_[186]: nodeList = 59 58 assoc_[220]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[146]: nodeList = 74 85 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 87 assoc_[221]: assoc_[187]: nodeList = 58 69 assoc_[147]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 85 nodeList = 87 98 assoc_[222]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[188]: nodeList = 61 60 assoc_[148]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 75 assoc_[189]: nodeList = 88 98 assoc_[223]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 60 71 assoc_[149]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 86 assoc_[190]: nodeList = 89 88 assoc_[224]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 71 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[150]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 86 nodeList = 88 99 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[191]: ElementConnectivity: GroupRType_ = 0 nodeList = 62 61 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 76 assoc_[151]: assoc_[192]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 72 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[152]: nodeList = 76 87 assoc_[193]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 72 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 87 assoc_[153]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 62 assoc_[194]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[154]: nodeList = 78 77 assoc_[195]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 73 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 88 assoc_[155]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[196]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 88 nodeList = 63 73 assoc_[156]: assoc_[197]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 63 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[157]: nodeList = 79 78 assoc_[198]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 74 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[158]: nodeList = 78 89 assoc_[199]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 74 assoc_[159]: nodeList = 81 80 assoc_[200]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 64 assoc_[160]: nodeList = 80 91 assoc_[201]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 75 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 91 assoc_[161]: assoc_[202]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 75 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[162]: nodeList = 82 81 assoc_[203]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 65 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 92 assoc_[204]: assoc_[163]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 76 nodeList = 82 92 assoc_[164]: assoc_[205]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 76 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[165]: nodeList = 83 82 assoc_[206]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 66 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 93 assoc_[207]: assoc_[166]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 93 nodeList = 66 77 assoc_[167]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 assoc_[208]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 77 assoc_[168]: nodeList = 84 83 assoc_[209]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 67 assoc_[169]: nodeList = 83 94 assoc_[210]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 19 19 20 21 21 22 23 23 24 25 25 26 27 27 28 29 29 30 31 31 32 33 33 34 35 35 37 37 38 39 39 40 41 41 42 43 43 44 45 45 46 47 47 48 49 49 50 51 51 52 53 53 55 55 56 57 57 58 59 59 60 61 61 62 63 63 64 65 65 66 67 67 68 69 69 70 71 71 73 73 74 75 75 76 77 77 78 79 79 80 81 81 82 83 83 84 85 85 86 87 87 88 89 89 91 91 92 93 93 94 95 95 96 97 97 98 99 99 100 101 101 102 103 103 104 105 105 106 107 107 109 109 110 111 111 112 113 113 114 115 115 116 117 117 118 119 119 120 121 121 122 123 123 124 125 125 127 127 128 129 129 130 131 131 132 133 133 134 135 135 136 137 137 138 139 139 140 141 141 142 143 143 145 145 146 147 147 148 149 149 150 151 151 152 153 153 154 155 155 156 157 157 158 159 159 160 161 161 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 nodeList = 84 94 nodeList = 67 78 assoc_[170]: assoc_[211]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 78 nodeList = 85 84 assoc_[212]: assoc_[171]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 69 68 nodeList = 84 95 assoc_[213]: assoc_[172]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 79 nodeList = 85 95 assoc_[173]: assoc_[214]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 85 nodeList = 71 70 assoc_[174]: assoc_[215]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 96 nodeList = 70 81 assoc_[175]: assoc_[216]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 96 nodeList = 71 81 assoc_[176]: assoc_[217]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 71 nodeList = 87 86 assoc_[177]: assoc_[218]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 82 nodeList = 86 97 assoc_[219]: assoc_[178]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 97 nodeList = 72 82 assoc_[179]: assoc_[220]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 87 assoc_[221]: nodeList = 73 72 assoc_[180]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 98 nodeList = 72 83 assoc_[181]: assoc_[222]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 98 nodeList = 73 83 assoc_[182]: assoc_[223]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 73 nodeList = 89 88 assoc_[183]: assoc_[224]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 99 nodeList = 73 84 ElementConnectivity: GroupRType_ = 0 assoc_[184]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 84 assoc_[185]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 74 assoc_[186]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 85 assoc_[187]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 85 assoc_[188]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 75 assoc_[189]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 86 assoc_[190]: 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 86 assoc_[191]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 76 assoc_[192]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 87 assoc_[193]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 87 assoc_[194]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 77 assoc_[195]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 88 assoc_[196]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 88 assoc_[197]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 79 78 assoc_[198]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 89 assoc_[199]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 80 assoc_[200]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 91 assoc_[201]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 91 assoc_[202]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 19 19 20 21 21 22 23 23 24 25 25 26 27 27 28 29 29 30 31 31 32 33 33 34 35 35 37 37 38 39 39 40 41 41 42 43 43 44 45 45 46 47 47 48 49 49 50 51 51 52 53 53 55 55 56 57 57 58 59 59 60 61 61 62 63 63 64 65 65 66 67 67 68 69 69 70 71 71 73 73 74 75 75 76 77 77 78 79 79 80 81 81 82 83 83 84 85 85 86 87 87 88 89 89 91 91 92 93 93 94 95 95 96 97 97 98 99 99 100 101 101 102 103 103 104 105 105 106 107 107 109 109 110 111 111 112 113 113 114 115 115 116 117 117 118 119 119 120 121 121 122 123 123 124 125 125 127 127 128 129 129 130 131 131 132 133 133 134 135 135 136 137 137 138 139 139 140 141 141 142 143 143 145 145 146 147 147 148 149 149 150 151 151 152 153 153 154 155 155 156 157 157 158 159 159 160 161 161 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 nodeList = 82 81 assoc_[203]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 92 assoc_[204]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 92 assoc_[205]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 82 assoc_[206]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 93 R: areaGroupR_ = 0 areaElemR_[] = 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 0 18 19 2 20 21 4 22 23 6 24 25 8 26 27 10 28 29 12 30 31 14 32 33 16 34 18 36 37 20 38 39 22 40 41 24 42 43 26 44 45 28 46 47 30 48 49 32 50 51 34 52 36 54 55 38 56 57 40 58 59 42 60 61 44 62 63 46 64 65 48 66 67 50 68 69 52 70 54 72 73 56 74 75 58 76 77 60 78 79 62 80 81 64 82 83 66 84 85 68 86 87 70 88 72 90 91 74 92 93 76 94 95 78 96 97 80 98 99 82 100 101 84 102 103 86 104 105 88 106 90 108 109 92 110 111 94 112 113 96 114 115 98 116 117 100 118 119 102 120 121 104 122 123 106 124 108 126 127 110 128 129 112 130 131 114 132 133 116 134 135 118 136 137 120 138 139 122 140 141 124 142 126 144 145 128 146 147 130 148 149 132 150 151 134 152 153 136 154 155 138 156 157 140 158 159 142 160 areaCanonicalR_[] = 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 - assoc_[207]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 93 assoc_[208]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 83 assoc_[209]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 94 assoc_[210]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 94 assoc_[211]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 84 assoc_[212]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 95 assoc_[213]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 95 assoc_[214]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 85 assoc_[215]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 96 assoc_[216]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 96 assoc_[217]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 86 assoc_[218]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 97 assoc_[219]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 97 assoc_[220]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 87 assoc_[221]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 98 assoc_[222]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 nodeList = 88 98 assoc_[223]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 89 88 assoc_[224]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 99 ElementConnectivity: GroupRType_ = 0 1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 R: areaGroupR_ = 0 areaElemR_[] = 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 0 18 19 2 20 21 4 22 23 6 24 25 8 26 27 10 28 29 12 30 31 14 32 33 16 34 18 36 37 20 38 39 22 40 41 24 42 43 26 44 45 28 46 47 30 48 49 32 50 51 34 52 36 54 55 38 56 57 40 58 59 42 60 61 44 62 63 46 64 65 48 66 67 50 68 69 52 70 54 72 73 56 74 75 58 76 77 60 78 79 62 80 81 64 82 83 66 84 85 68 86 87 70 88 72 90 91 74 92 93 76 94 95 78 96 97 80 98 99 82 100 101 84 102 103 86 104 105 88 106 90 108 109 92 110 111 94 112 113 96 114 115 98 116 117 100 118 119 102 120 121 104 122 123 106 124 108 126 127 110 128 129 112 130 131 114 132 133 116 134 135 118 136 137 120 138 139 122 140 141 124 142 126 144 145 128 146 147 130 148 149 132 150 151 134 152 153 136 154 155 138 156 157 140 158 159 142 160 areaCanonicalR_[] = 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 - L: areaGroupL_ = 0 areaElemL_[] = 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 19 19 20 21 21 22 23 23 24 25 25 26 27 27 28 29 29 30 31 31 32 33 33 34 35 35 37 37 38 39 39 40 41 41 42 43 43 44 45 45 46 47 47 48 49 49 50 51 51 52 53 53 55 55 56 57 57 58 59 59 60 61 61 62 63 63 64 65 65 66 67 67 68 69 69 70 71 71 73 73 74 75 75 76 77 77 78 79 79 80 81 81 82 83 83 84 85 85 86 87 87 88 89 89 91 91 92 93 93 94 95 95 96 97 97 98 99 99 100 101 101 102 103 103 104 105 105 106 107 107 109 109 110 111 111 112 113 113 114 115 115 116 117 117 118 119 119 120 121 121 122 123 123 124 125 125 127 127 128 129 129 130 131 131 132 133 133 134 135 135 136 137 137 138 139 139 140 141 141 142 143 143 145 145 146 147 147 148 149 149 150 151 151 152 153 153 154 155 155 156 157 157 158 159 159 160 161 161 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 11 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. R: areaGroupR_ = 0 areaElemR_[] = 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 0 18 19 2 20 21 4 22 23 6 24 25 8 26 27 10 28 29 12 30 31 14 32 33 16 34 18 36 37 20 38 39 22 40 41 24 42 43 26 44 45 28 46 47 30 48 49 32 50 51 34 52 36 54 55 38 56 57 40 58 59 42 60 61 44 62 63 46 64 65 48 66 67 50 68 69 52 70 54 72 73 56 74 75 58 76 77 60 78 79 62 80 81 64 82 83 66 84 85 68 86 87 70 88 72 90 91 74 92 93 76 94 95 78 96 97 80 98 99 82 100 101 84 102 103 86 104 105 88 106 90 108 109 92 110 111 94 112 113 96 114 115 98 116 117 100 118 119 102 120 121 104 122 123 106 124 108 126 127 110 128 129 112 130 131 114 132 133 116 134 135 118 136 137 120 138 139 122 140 141 124 142 126 144 145 128 146 147 130 148 149 132 150 151 134 152 153 136 154 155 138 156 157 140 158 159 142 160 areaCanonicalR_[] = 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 10 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 20 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 20 30 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 40 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 50 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 50 60 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 60 70 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 70 80 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 90 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 0 18 36 54 72 90 108 126 144 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[1] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 10 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 20 assoc_[2]: DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 20 30 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 40 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 50 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 50 60 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 60 70 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 70 80 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 90 ElementConnectivity: GroupRType_ = 0 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 10 L: areaGroupL_ = 0 areaElemL_[] = 0 18 36 54 72 90 108 126 144 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 20 assoc_[2]: R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 20 30 elemBoundaryTraceGroups_[1] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 40 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 50 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 50 60 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 60 70 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 70 80 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 90 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 0 18 36 54 72 90 108 126 144 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[1] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 90 91 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 91 92 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 92 93 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 93 94 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 94 95 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 95 96 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 96 97 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 97 98 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 98 99 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 144 146 148 150 152 154 156 158 160 areaCanonicalL_[] = 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[2] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 90 91 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 91 92 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 92 93 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 93 94 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 94 95 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 95 96 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 96 97 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 97 98 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 98 99 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 144 146 148 150 152 154 156 158 160 areaCanonicalL_[] = 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 90 91 assoc_[1]: R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[2] = ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 FieldAssociativity: nElem_ = 9 nDOF_ = 100 nodeList = 91 92 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 92 93 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 93 94 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 94 95 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 95 96 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 96 97 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 97 98 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 98 99 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 144 146 148 150 152 154 156 158 160 areaCanonicalL_[] = 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[2] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 19 9 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 29 19 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 39 29 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 49 39 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 59 49 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 69 59 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 79 69 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 89 79 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 99 89 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 17 35 53 71 89 107 125 143 161 areaCanonicalL_[] = 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[3] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 19 9 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 29 19 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 39 29 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 49 39 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 59 49 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 69 59 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 79 69 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 89 79 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 99 89 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 17 35 53 71 89 107 125 143 161 areaCanonicalL_[] = 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[3] = 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: FieldAssociativity: nElem_ = 9 nDOF_ = 100 ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 19 9 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 29 19 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 39 29 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 49 39 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 59 49 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 69 59 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 79 69 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 89 79 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 99 89 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 17 35 53 71 89 107 125 143 161 areaCanonicalL_[] = 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 0 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[3] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 0 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 1 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 3 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 4 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 5 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 6 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 7 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 9 8 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 1 3 5 7 9 11 13 15 17 areaCanonicalL_[] = 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0. DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 0 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 1 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 3 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 4 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 5 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 6 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 7 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 9 8 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 1 3 5 7 9 11 13 15 17 areaCanonicalL_[] = 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 0 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 1 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 2 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 3 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 4 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 5 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 6 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 7 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 9 8 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 1 3 5 7 9 11 13 15 17 areaCanonicalL_[] = 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 FieldBase<FieldTraits>: nDOF_ = 100 nCellGroups_ = 1 nInteriorTraceGroups_ = 1 nBoundaryTraceGroups_ = 4 === processing elem 0 === DOF_[] = (0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.5=== processing elem 0 === 55556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) === processing elem 0 === local2nativeDOFmap_[] = (0, 0) (1, 1) (2, 2) (3, 3) (4, 4) (5, 5) (6, 6) (7, 7) (8, 8) (9, 9) (10, 10) (11, 11) (12, 12) (13, 13) (14, 14) (15, 15) (16, 16) (17, 17) (18, 18) (19, 19) (20, 20) (21, 21) (22, 22) (23, 23) (24, 24) (25, 25) (26, 26) (27, 27) (28, 28) (29, 29) (30, 30) (31, 31) (32, 32) (33, 33) (34, 34) (35, 35) (36, 36) (37, 37) (38, 38) (39, 39) (40, 40) (41, 41) (42, 42) (43, 43) (44, 44) (45, 45) (46, 46) (47, 47) (48, 48) (49, 49) (50, 50) (51, 51) (52, 52) (53, 53) (54, 54) (55, 55) (56, 56) (57, 57) (58, 58) (59, 59) (60, 60) (61, 61) (62, 62) (63, 63) (64, 64) (65, 65) (66, 66) (67, 67) (68, 68) (69, 69) (70, 70) (71, 71) (72, 72) (73, 73) (74, 74) (75, 75) (76, 76) (77, 77) (78, 78) (79, 79) (80, 80) (81, 81) (82, 82) (83, 83) (84, 84) (85, 85) (86, 86) (87, 87) (88, 88) (89, 89) (90, 90) (91, 91) (92, 92) (93, 93) (94, 94) (95, 95) (96, 96) (97, 97) (98, 98) (99, 99) elemCellGroups_[0] = FieldAssociativity: nElem_ = 162 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 0 10 11 assoc_[1]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 0 11 1 assoc_[2]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 1 11 12 assoc_[3]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 1 12 2 assoc_[4]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 2 12 13 assoc_[5]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 2 13 3 assoc_[6]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 3 13 14 assoc_[7]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 3 14 4 assoc_[8]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 4 14 15 assoc_[9]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 4 15 5 assoc_[10]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 5 15 16 assoc_[11]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 5 16 6 assoc_[12]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 6 16 17 assoc_[13]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 6 17 7 assoc_[14]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 7 17 18 assoc_[15]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 7 18 8 assoc_[16]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 8 18 19 assoc_[17]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 8 19 9 assoc_[18]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 10 20 21 assoc_[19]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 10 21 11 assoc_[20]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 11 21 22 assoc_[21]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 11 22 12 assoc_[22]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 12 22 23 assoc_[23]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 12 23 13 assoc_[24]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 13 23 24 assoc_[25]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 13 24 14 assoc_[26]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 14 24 25 assoc_[27]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 14 25 15 assoc_[28]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 15 25 26 assoc_[29]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 15 26 16 assoc_[30]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 16 26 27 assoc_[31]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 16 27 17 assoc_[32]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 17 27 28 assoc_[33]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 17 28 18 assoc_[34]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 18 28 29 assoc_[35]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 18 29 19 assoc_[36]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 20 30 31 assoc_[37]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 20 31 21 assoc_[38]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 21 31 32 assoc_[39]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 21 32 22 assoc_[40]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 22 32 33 assoc_[41]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 22 33 23 assoc_[42]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 23 33 34 assoc_[43]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 23 34 24 assoc_[44]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 24 34 35 assoc_[45]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 24 35 25 assoc_[46]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 25 35 36 assoc_[47]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 25 36 26 assoc_[48]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 26 36 37 assoc_[49]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 26 37 27 assoc_[50]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 27 37 38 assoc_[51]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 27 38 28 assoc_[52]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 28 38 39 assoc_[53]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 28 39 29 assoc_[54]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 30 40 41 assoc_[55]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 30 41 31 assoc_[56]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 31 41 42 assoc_[57]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 31 42 32 assoc_[58]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 32 42 43 assoc_[59]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 32 43 33 assoc_[60]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 33 43 44 assoc_[61]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 33 44 34 assoc_[62]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 34 44 45 assoc_[63]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 34 45 35 assoc_[64]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 35 45 46 assoc_[65]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 35 46 36 assoc_[66]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 36 46 47 assoc_[67]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 36 47 37 assoc_[68]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 37 47 48 assoc_[69]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 37 48 38 assoc_[70]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 38 48 49 assoc_[71]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 38 49 39 assoc_[72]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 40 50 51 assoc_[73]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 40 51 41 assoc_[74]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 === processing elem 1 === nodeList = 41 51 52 assoc_[75]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 41 52 42 assoc_[76]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 42 52 53 assoc_[77]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 42 53 43 assoc_[78]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 43 53 54 assoc_[79]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 43 54 44 assoc_[80]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 44 54 55 assoc_[81]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 44 55 45 assoc_[82]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 45 55 56 assoc_[83]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 45 56 46 assoc_[84]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 46 56 57 assoc_[85]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 46 57 47 assoc_[86]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 47 57 58 assoc_[87]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 47 58 48 assoc_[88]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 48 58 59 assoc_[89]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 48 59 49 assoc_[90]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 50 60 61 assoc_[91]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 50 61 51 assoc_[92]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 51 61 62 assoc_[93]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 51 62 52 assoc_[94]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 52 62 63 assoc_[95]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 52 63 53 assoc_[96]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 53 63 64 assoc_[97]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 53 64 54 assoc_[98]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 54 64 65 assoc_[99]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 54 65 55 assoc_[100]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 55 65 66 assoc_[101]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 55 66 56 assoc_[102]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 56 66 67 assoc_[103]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 56 67 57 assoc_[104]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 57 67 68 assoc_[105]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 57 68 58 assoc_[106]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 58 68 69 assoc_[107]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 58 69 59 assoc_[108]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 60 70 71 assoc_[109]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 60 71 61 assoc_[110]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 61 71 72 assoc_[111]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 61 72 62 assoc_[112]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 62 72 73 assoc_[113]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 62 73 63 assoc_[114]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 63 73 74 assoc_[115]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 63 74 64 assoc_[116]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 64 74 75 assoc_[117]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 64 75 65 assoc_[118]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 65 75 76 assoc_[119]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 65 76 66 assoc_[120]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 66 76 77 assoc_[121]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 66 77 67 assoc_[122]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 67 77 78 assoc_[123]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 67 78 68 assoc_[124]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 68 78 79 assoc_[125]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 68 79 69 assoc_[126]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 70 80 81 assoc_[127]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 70 81 71 assoc_[128]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 71 81 82 assoc_[129]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 71 82 72 assoc_[130]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 72 82 83 === processing elem 1 === assoc_[131]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 72 83 73 assoc_[132]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 73 83 84 assoc_[133]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 73 84 74 assoc_[134]: === processing elem 1 === ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 74 84 85 assoc_[135]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 74 85 75 assoc_[136]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 75 85 86 assoc_[137]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 75 86 76 assoc_[138]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 76 86 87 assoc_[139]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 76 87 77 assoc_[140]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 77 87 88 assoc_[141]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 77 88 78 assoc_[142]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 -1 1 nodeList = 78 88 89 assoc_[143]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 78 89 79 assoc_[144]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 80 90 91 assoc_[145]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 80 91 81 assoc_[146]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 81 91 92 assoc_[147]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 81 92 82 assoc_[148]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 82 92 93 assoc_[149]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 82 93 83 assoc_[150]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 83 93 94 assoc_[151]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 83 94 84 assoc_[152]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 84 94 95 assoc_[153]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 84 95 85 assoc_[154]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 85 95 96 assoc_[155]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 85 96 86 assoc_[156]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 86 96 97 assoc_[157]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 86 97 87 assoc_[158]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 87 97 98 assoc_[159]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = -1 1 1 nodeList = 87 98 88 assoc_[160]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 -1 1 nodeList = 88 98 99 assoc_[161]: ElementAssociativity<TopoD2>: order_ = 1 nNode_ = 3 nEdge_ = 0 nCell_ = 0 edgeSign_ = 1 1 1 nodeList = 88 99 89 elemInteriorTraceGroups_[0] = FieldAssociativity: nElem_ = 225 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.=== processing elem 2 === 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 11 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 11 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 1 12 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 12 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 2 13 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 13 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 3 14 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 14 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 4 15 assoc_[9]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 15 assoc_[10]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 5 16 assoc_[11]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 16 assoc_[12]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 6 17 assoc_[13]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 17 assoc_[14]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 7 18 assoc_[15]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 18 assoc_[16]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 8 19 assoc_[17]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 10 assoc_[18]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 21 assoc_[19]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 21 assoc_[20]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 11 assoc_[21]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 11 22 assoc_[22]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 22 assoc_[23]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 12 assoc_[24]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 12 23 assoc_[25]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 23 assoc_[26]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 13 assoc_[27]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 13 24 assoc_[28]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 24 assoc_[29]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 14 assoc_[30]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 14 25 assoc_[31]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 25 assoc_[32]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 15 assoc_[33]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 15 26 assoc_[34]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 26 assoc_[35]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 17 16 assoc_[36]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 16 27 assoc_[37]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 17 27 assoc_[38]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 18 17 assoc_[39]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 17 28 assoc_[40]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 18 28 assoc_[41]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 19 18 assoc_[42]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 18 29 assoc_[43]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 20 assoc_[44]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 20 31 assoc_[45]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 31 assoc_[46]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 21 assoc_[47]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 21 32 assoc_[48]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 32 assoc_[49]: === processing elem 2 === ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 22 assoc_[50]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 22 33 assoc_[51]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 33 assoc_[52]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 23 assoc_[53]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 23 34 assoc_[54]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 34 assoc_[55]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 24 === processing elem 2 === assoc_[56]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 24 35 assoc_[57]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 35 assoc_[58]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 25 assoc_[59]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 25 36 assoc_[60]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 36 assoc_[61]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 26 assoc_[62]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 26 37 assoc_[63]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 37 assoc_[64]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 27 assoc_[65]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 27 38 assoc_[66]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 38 assoc_[67]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 29 28 assoc_[68]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 28 39 assoc_[69]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 30 assoc_[70]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 41 assoc_[71]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 41 assoc_[72]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 31 assoc_[73]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 31 42 assoc_[74]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 42 assoc_[75]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 32 assoc_[76]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 32 43 assoc_[77]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 43 assoc_[78]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 33 assoc_[79]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 33 44 assoc_[80]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 44 assoc_[81]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 34 assoc_[82]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 34 45 assoc_[83]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 45 assoc_[84]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 35 assoc_[85]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 35 46 assoc_[86]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 46 assoc_[87]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 37 36 assoc_[88]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 36 47 assoc_[89]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 37 47 assoc_[90]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 37 assoc_[91]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 37 48 assoc_[92]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 48 assoc_[93]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 39 38 assoc_[94]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 38 49 assoc_[95]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 40 assoc_[96]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 51 assoc_[97]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 51 assoc_[98]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 42 41 assoc_[99]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 41 52 assoc_[100]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 42 52 assoc_[101]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 42 assoc_[102]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 42 53 assoc_[103]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 53 assoc_[104]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 43 assoc_[105]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 43 54 assoc_[106]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 54 assoc_[107]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 44 assoc_[108]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 44 55 assoc_[109]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 55 assoc_[110]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 46 45 assoc_[111]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 45 56 assoc_[112]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 46 56 assoc_[113]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 46 assoc_[114]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 46 57 assoc_[115]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 57 assoc_[116]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 47 assoc_[117]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 47 58 assoc_[118]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 58 assoc_[119]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 49 48 assoc_[120]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 48 59 assoc_[121]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 50 assoc_[122]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 50 61 assoc_[123]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 61 assoc_[124]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 52 51 assoc_[125]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 51 62 assoc_[126]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 52 62 assoc_[127]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 53 52 assoc_[128]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 52 63 assoc_[129]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 53 63 assoc_[130]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 54 53 assoc_[131]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 53 64 assoc_[132]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 54 64 assoc_[133]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 55 54 assoc_[134]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 54 65 assoc_[135]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 55 65 assoc_[136]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 56 55 assoc_[137]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 55 66 assoc_[138]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 56 66 assoc_[139]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 57 56 assoc_[140]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 56 67 assoc_[141]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 57 67 assoc_[142]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 58 57 assoc_[143]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 57 68 assoc_[144]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 58 68 assoc_[145]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 59 58 assoc_[146]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 58 69 assoc_[147]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 60 assoc_[148]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 60 71 assoc_[149]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 71 assoc_[150]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 61 assoc_[151]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 61 72 assoc_[152]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 72 assoc_[153]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 62 assoc_[154]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 62 73 assoc_[155]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 73 assoc_[156]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 63 assoc_[157]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 63 74 assoc_[158]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 74 assoc_[159]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 64 assoc_[160]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 64 75 assoc_[161]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 75 assoc_[162]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 65 assoc_[163]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 65 76 assoc_[164]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 76 assoc_[165]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 66 assoc_[166]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 66 77 assoc_[167]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 77 assoc_[168]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 67 assoc_[169]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 67 78 assoc_[170]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 78 assoc_[171]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 69 68 assoc_[172]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 68 79 assoc_[173]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 70 assoc_[174]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 70 81 assoc_[175]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 81 assoc_[176]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 71 assoc_[177]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 71 82 assoc_[178]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 82 === processing elem 3 === assoc_[179]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 72 assoc_[180]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 72 83 assoc_[181]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 83 assoc_[182]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 73 assoc_[183]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 73 84 assoc_[184]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 84 assoc_[185]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 74 assoc_[186]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 74 85 assoc_[187]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 85 assoc_[188]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 75 assoc_[189]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 75 86 assoc_[190]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 86 assoc_[191]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 76 assoc_[192]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 76 87 assoc_[193]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 87 assoc_[194]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 77 assoc_[195]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 77 88 assoc_[196]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 88 assoc_[197]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 79 78 assoc_[198]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 78 89 assoc_[199]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 80 assoc_[200]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 91 assoc_[201]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 91 assoc_[202]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 81 assoc_[203]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 81 92 assoc_[204]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 92 assoc_[205]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 82 assoc_[206]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 82 93 assoc_[207]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 93 assoc_[208]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 83 assoc_[209]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 83 94 assoc_[210]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 94 assoc_[211]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 84 assoc_[212]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 84 95 assoc_[213]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 95 assoc_[214]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 85 assoc_[215]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 85 96 assoc_[216]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 96 assoc_[217]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 86 assoc_[218]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 86 97 assoc_[219]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 97 assoc_[220]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 87 assoc_[221]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 87 98 assoc_[222]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 98 assoc_[223]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 89 88 assoc_[224]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 88 99 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 19 19 20 21 21 22 23 23 24 25 25 26 27 27 28 29 29 30 31 31 32 33 33 34 35 35 37 37 38 39 39 40 41 41 42 43 43 44 45 45 46 47 47 48 49 49 50 51 51 52 53 53 55 55 56 57 57 58 59 59 60 61 61 62 63 63 64 65 65 66 67 67 68 69 69 70 71 71 73 73 74 75 75 76 77 77 78 79 79 80 81 81 82 83 83 84 85 85 86 87 87 88 89 89 91 91 92 93 93 94 95 95 96 97 97 98 99 99 100 101 101 102 103 103 104 105 105 106 107 107 109 109 110 111 111 112 113 113 114 115 115 116 117 117 118 119 119 120 121 121 122 123 123 124 125 125 127 127 128 129 129 130 131 131 132 133 133 134 135 135 136 137 137 138 139 139 140 141 141 142 143 143 145 145 146 147 147 148 149 149 150 151 151 152 153 153 154 155 155 156 157 157 158 159 159 160 161 161 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1=== processing elem 3 === === processing elem 3 === 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 2 1 1 1 2 1 R: areaGroupR_ = 0 areaElemR_[] = 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 0 18 19 2 20 21 4 22 23 6 24 25 8 26 27 10 28 29 12 30 31 14 32 33 16 34 18 36 37 20 38 39 22 40 41 24 42 43 26 44 45 28 46 47 30 48 49 32 50 51 34 52 36 54 55 38 56 57 40 58 59 42 60 61 44 62 63 46 64 65 48 66 67 50 68 69 52 70 54 72 73 56 74 75 58 76 77 60 78 79 62 80 81 64 82 83 66 84 85 68 86 87 70 88 72 90 91 74 92 93 76 94 95 78 96 97 80 98 99 82 100 101 84 102 103 86 104 105 88 106 90 108 109 92 110 111 94 112 113 96 114 115 98 116 117 100 118 119 102 120 121 104 122 123 106 124 108 126 127 110 128 129 112 130 131 114 132 133 116 134 135 118 136 137 120 138 139 122 140 141 124 142 126 144 145 128 146 147 130 148 149 132 150 151 134 152 153 136 154 155 138 156 157 140 158 159 142 160 areaCanonicalR_[] = 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 0 -1 0 -1 1 -1 elemBoundaryTraceGroups_[0] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889) (0.222222, 1) (0.333333, 0) (0.333333, 0.111111) (0.333333, 0.222222) (0.333333, 0.333333) (0.333333, 0.444444) (0.333333, 0.555556) (0.333333, 0.666667) (0.333333, 0.777778) (0.333333, 0.888889) (0.333333, 1) (0.444444, 0) (0.444444, 0.111111) (0.444444, 0.222222) (0.444444, 0.333333) (0.444444, 0.444444) (0.444444, 0.555556) (0.444444, 0.666667) (0.444444, 0.777778) (0.444444, 0.888889) (0.444444, 1) (0.555556, 0) (0.555556, 0.111111) (0.555556, 0.222222) (0.555556, 0.333333) (0.555556, 0.444444) (0.=== processing elem 4 === 555556, 0.555556) (0.555556, 0.666667) (0.555556, 0.777778) (0.555556, 0.888889) (0.555556, 1) (0.666667, 0) (0.666667, 0.111111) (0.666667, 0.222222) (0.666667, 0.333333) (0.666667, 0.444444) (0.666667, 0.555556) (0.666667, 0.666667) (0.666667, 0.777778) (0.666667, 0.888889) (0.666667, 1) (0.777778, 0) (0.777778, 0.111111) (0.777778, 0.222222) (0.777778, 0.333333) (0.777778, 0.444444) (0.777778, 0.555556) (0.777778, 0.666667) (0.777778, 0.777778) (0.777778, 0.888889) (0.777778, 1) (0.888889, 0) (0.888889, 0.111111) (0.888889, 0.222222) (0.888889, 0.333333) (0.888889, 0.444444) (0.888889, 0.555556) (0.888889, 0.666667) (0.888889, 0.777778) (0.888889, 0.888889) (0.888889, 1) (1, 0) (1, 0.111111) (1, 0.222222) (1, 0.333333) (1, 0.444444) (1, 0.555556) (1, 0.666667) (1, 0.777778) (1, 0.888889) (1, 1) assoc_[0]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 0 10 assoc_[1]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 10 20 assoc_[2]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 20 30 assoc_[3]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 30 40 assoc_[4]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 40 50 assoc_[5]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 50 60 assoc_[6]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 60 70 assoc_[7]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 70 80 assoc_[8]: ElementAssociativity<TopoD1>: order_ = 1 nNode_ = 2 nEdge_ = 0 nodeList = 80 90 ElementConnectivity: GroupRType_ = 0 L: areaGroupL_ = 0 areaElemL_[] = 0 18 36 54 72 90 108 126 144 areaCanonicalL_[] = 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 2 1 R: areaGroupR_ = -1 areaElemR_[] = -1 -1 -1 -1 -1 -1 -1 -1 -1 areaCanonicalR_[] = -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 -1 0 elemBoundaryTraceGroups_[1] = FieldAssociativity: nElem_ = 9 nDOF_ = 100 === processing elem 4 === === processing elem 4 === DOF_[] =(0, 0) (0, 0.111111) (0, 0.222222) (0, 0.333333) (0, 0.444444) (0, 0.555556) (0, 0.666667) (0, 0.777778) (0, 0.888889) (0, 1) (0.111111, 0) (0.111111, 0.111111) (0.111111, 0.222222) (0.111111, 0.333333) (0.111111, 0.444444) (0.111111, 0.555556) (0.111111, 0.666667) (0.111111, 0.777778) (0.111111, 0.888889) (0.111111, 1) (0.222222, 0) (0.222222, 0.111111) (0.222222, 0.222222) (0.222222, 0.333333) (0.222222, 0.444444) (0.222222, 0.555556) (0.222222, 0.666667) (0.222222, 0.777778) (0.222222, 0.888889)... The rest of the test output was removed since it exceeds the threshold of 307200 bytes.