ActedGroup  3.2-1  ActingGroup  3.2-2  AcyclicSubomplexOfPureCubicalComplex  29.1-33  Add  35.1-14  AddFreeWords  20.1-1  AddFreeWordsModP  20.1-2  AlexanderMatrix  31.1-5  AlexanderPolynomial  1.5-1    1.5-1    1.5-1    31.1-6    31.1-6  AlgebraicReduction  20.1-3    20.1-3  Append  35.1-15  AreIsomorphicGradedAlgebras  2.4-1  Array  35.1-1  ArrayAssign  35.1-8  ArrayAssignFunctions  35.1-9  ArrayDimension  35.1-3  ArrayDimensions  35.1-4  ArrayIterate  35.1-10  ArraySum  35.1-5  ArrayToPureCubicalComplex  29.1-1  ArrayValue  35.1-6  ArrayValueFunctions  35.1-7  AutomorphismGroupAsCatOneGroup  24.1-1  AutomorphismGroupQuandle  32.1-25  AutomorphismGroupQuandleAsPerm  32.1-24  BaerInvariant  15.1-1  BarCocomplexCoboundary  25.1-16  BarCode  11.1-16  BarCodeCompactDisplay  1.10-2    11.1-17    11.1-17  BarCodeDisplay  1.10-1    11.1-17    11.1-17  BarComplexBoundary  25.1-12  BarComplexEquivalence  25.1-14  BarResolutionBoundary  25.1-9  BarResolutionEquivalence  25.1-13  BarResolutionHomotopy  25.1-10  BettiNumber  1.5-2    1.5-2    1.5-2    1.5-2    1.5-2    1.5-2    1.5-2    1.5-2    1.5-2    1.5-2    1.5-2    1.5-2  Bettinumbers  10.1-13    28.1-3    28.1-3    29.1-16    29.1-16  BigStepLCS  39.1-2  BinaryArrayToTextFile  35.1-11  Bogomology  15.1-3  BogomolovMultiplier  15.1-2    15.1-2  BoundaryMap  1.3-1    38.1-1  BoundaryMatrix  38.1-2  BoundaryOfPureCubicalComplex  29.1-36  BoundingPureCubicalComplex  29.1-40  CategoricalEnrichment  34.2-1  CategoryName  34.2-9  CayleyGraphOfGroup  1.1-7    1.10-3    28.1-18  CayleyGraphOfGroupDisplay  17.1-1    17.1-1  CayleyMetric  1.2-1    33.1-1    33.1-1  CcGroup  3.1-1    19.1-1  CechComplexOfPureCubicalComplex  28.1-5  Centre  3.2-3    23.1-4  ChainComplex  1.7-1    1.7-1    1.7-1    1.7-1    1.7-1    9.1-1    28.1-4    29.1-21    30.1-4  ChainComplexEquivalence  1.7-2  ChainComplexOfPair  9.1-2    29.1-22  ChainComplexOfQuotient  1.7-3  ChainComplexOfRegularCWComplex  30.1-5  ChainComplexOfSimplicialGroup  25.1-5  ChainInclusionOfPureCubicalPair  29.1-24  ChainMap  1.7-4    1.7-4    1.7-4  ChainMapOfPureCubicalPairs  29.1-25  ChainMapOfSimplicialMap  28.1-23  ChevalleyEilenbergComplex  9.1-3  ChildClose  36.1-2  ChildCommand  36.1-3  ChildCreate  4.1-1    4.1-2  ChildFunction  37.1-1  ChildGet  36.1-7  ChildProcess  4.1-1    4.1-1    4.1-1    4.1-2    4.1-2    4.1-2    36.1-1    36.1-1  ChildPut  36.1-6  ChildRead  37.1-2  ChildReadEval  37.1-3  Classify  39.1-3  CliqueComplex  1.3-2    1.3-2    1.3-2  CochainComplex  1.7-5    1.7-5    1.7-5    1.7-5    1.7-5  Coclass  15.1-4  CocycleCondition  3.1-2    19.1-2  Cohomology  1.9-1    1.9-1    1.9-1    1.9-1    1.9-1    1.9-1    1.9-1    11.1-1  CohomologyModule  3.3-1    11.1-2  CohomologyPrimePart  11.1-3  ComplementOfFilteredPureCubicalComplex  29.1-49  ComplementOfPureCubicalComplex  29.1-42  Compose  39.1-5  CompositionEqualityAdditionMinus  34.2-10  CompositionSeriesOfFpGModules  21.1-1  ConcentricFiltration  1.3-3  ConjugatedResolution  5.1-27  ConjugationQuandle  32.1-8  ConnectedQuandle  32.1-17  ConnectedQuandles  32.1-16  ContractCubicalComplex  29.1-29  ContractedComplex  1.4-1    1.4-1    1.4-1    1.4-1    1.4-1    1.4-1    1.4-1    1.4-1    1.4-1    1.4-1    29.1-27  ContractGraph  28.1-20  ContractibleGcomplex  18.1-2  ContractibleSubcomplex  1.4-2    1.4-2    1.4-2  ContractibleSubcomplexOfSimplicialComplex  28.1-13  ContractibleSubomplexOfPureCubicalComplex  29.1-32  ContractPureCubicalComplex  29.1-26  CoreducedChainComplex  9.1-7    9.1-7  CountingBaryCentricSubdividedCells  27.1-10  CountingCellsOfACellComplex  27.1-8  CountingControlledSubdividedCells  27.1-9  CoxeterComplex  18.1-1    18.1-1  CoxeterDiagramComponents  26.1-1  CoxeterDiagramDegree  26.1-2  CoxeterDiagramDisplay  26.1-3    26.1-3  CoxeterDiagramFpArtinGroup  26.1-4  CoxeterDiagramFpCoxeterGroup  26.1-5  CoxeterDiagramIsSpherical  26.1-6  CoxeterDiagramMatrix  26.1-7  CoxeterDiagramVertices  26.1-9  CoxeterSubDiagram  26.1-8  CriticalCells  1.7-6  CriticalCellsOfRegularCWComplex  30.1-3    30.1-3  CropPureCubicalComplex  29.1-39  CubicalComplex  1.1-2  CubicalComplexToRegularCWComplex  30.1-2    30.1-2  CupProduct  1.9-2    1.9-2  Dendrogram  29.1-45  DendrogramDisplay  29.1-46  DendrogramMat  1.6-1  DendrogramToPersistenceMat  29.1-47  DesuspensionFpGModule  21.1-6    21.1-6  DesuspensionMtxModule  22.1-1  DiagonalApproximation  1.7-7  Dimension  29.1-12    38.1-3    38.1-3  DirectProduct  1.3-4    1.3-4  DirectProductGog  23.1-5    23.1-5  DirectProductOfPureCubicalComplexes  29.1-17  DirectSumOfFpGModules  21.1-2    21.1-2  Display  1.10-4    1.10-4    1.10-4  DisplayArcPresentation  1.10-5  DisplayAvailableCellComplexes  27.1-4  DisplayCSVKnotFile  1.10-6  DisplayDendrogram  1.10-7  DisplayDendrogramMat  1.10-8  DisplayPDBfile  1.10-9  DVFReducedCubicalComplex  29.1-30  EfficientNormalSubgroups  12.1-1    12.1-1  EilenbergMacLaneSimplicialGroup  25.1-2  EilenbergMacLaneSimplicialGroupMap  25.1-3  EpiCentre  15.1-5    15.1-5  EquivariantChainMap  2.1-1    7.1-1  EquivariantEuclideanSpace  1.1-8  EquivariantEulerCharacteristic  27.1-7  EquivariantOrbitPolytope  1.1-9  EquivariantSpectralSequencePage  27.1-11  EquivariantTwoComplex  1.1-10  EuclideanApproximatedMetric  33.1-5  EuclideanMetric  1.2-2  EuclideanSquaredMetric  1.2-3    33.1-4  EulerCharacteristic  1.5-3    1.5-3    1.5-3    1.5-3    1.5-3    1.5-3    28.1-9    29.1-19  EulerIntegral  1.5-4  EvaluateProperty  38.1-4  EvenSubgroup  26.1-10  ExcisedPureCubicalPair  29.1-23  ExpansionOfRationalFunction  12.1-2  ExportHapCellcomplexToDisk  27.1-12  ExtendScalars  8.1-1  FilteredTensorWithIntegers  1.8-1    8.1-10  FilteredTensorWithIntegersModP  1.8-2  FiltrationTerm  1.3-5    1.3-5  FirstQuandleAxiomIsSatisfied  32.1-9  FpG_to_MtxModule  22.1-2  FpGModule  21.1-3    21.1-3  FpGModuleDualBasis  21.1-4  FpGModuleHomomorphism  21.1-5  FpGModuleHomomorphismNC  21.1-5  FrameArray  35.1-12  FramedPureCubicalComplex  29.1-3  FreeGResolution  2.1-2    5.1-3    5.1-3  FundamentalDomainStandardSpaceGroup  18.1-5  FundamentalGroup  1.5-5    1.5-5    1.5-5    1.5-5    1.5-5    1.5-5    1.5-5    30.1-6    30.1-6  FundamentalGroupOfQuotient  1.5-6  GaussCodeKnot  32.1-4  GeneratorsOfFpGModule  21.1-9  GeneratorsOfMtxModule  22.1-3  GOuterGroup  3.2-4    3.2-4    23.1-1    23.1-1  GOuterGroupHomomorphismNC  23.1-2    23.1-2  GOuterHomomorphismTester  23.1-3  Graph  1.3-6    1.3-6  GraphDisplay  28.1-21  GraphOfGroups  26.1-13  GraphOfGroupsDisplay  26.1-11    26.1-11  GraphOfGroupsTest  26.1-15  GraphOfResolutions  26.1-12  GraphOfResolutionsDisplay  26.1-14  GraphOfSimplicialComplex  28.1-12  GroupAlgebraAsFpGModule  2.6-1    21.1-11  GroupCohomology  2.5-1    2.5-1    11.1-4    11.1-4  GroupHomology  2.5-2    2.5-2    11.1-5    11.1-5  GroupHomologyOfCommutativeDiagram  34.1-4    34.1-4    34.1-4  GroupOfResolution  38.1-5  HammingMetric  1.2-4    33.1-2    33.1-2  HAPcopyright  39.1-6  HAPDerivation  2.4-2  HAPPrintTo  36.1-8  HAPRead  36.1-9  HasInitialObject  34.2-5  HasTerminalObject  34.2-6  HilbertPoincareSeries  2.4-3  Homology  1.9-3    1.9-3    1.9-3    1.9-3    1.9-3    1.9-3    1.9-3    11.1-18    28.1-1    28.1-1    29.1-15    29.1-15  HomologyOfDerivation  2.4-4  HomologyPb  11.1-19  HomologyPrimePart  11.1-21  HomologyVectorSpace  11.1-20  HomomorphismChainToCommutativeDiagram  34.1-1  HomotopyEquivalentMaximalPureCubicalSubcomplex  29.1-34  HomotopyEquivalentMinimalPureCubicalSubcomplex  29.1-35  HomotopyGraph  1.3-7  HomotopyGroup  24.1-2    25.1-7  HomotopyModule  24.1-3  HomToGModule  3.3-2    8.1-6  HomToIntegers  1.8-3    1.8-3    1.8-3    2.3-1    2.3-1    2.3-1    8.1-2  HomToIntegersModP  8.1-3  HomToIntegralModule  2.3-2    8.1-4  IdConnectedQuandle  32.1-18  IdentityAmongRelatorsDisplay  17.1-2    17.1-2  IdentityArrow  34.2-2  IdQuandle  32.1-13  ImageOfFpGModuleHomomorphism  21.1-10  IncidenceMatrixToGraph  28.1-17  InduceScalars  8.1-7  InitialArrow  34.2-3  IntegralCohomologyGenerators  2.4-5  IntegralCupProduct  13.1-1    13.1-1  IntegralRingGenerators  13.1-2  IntersectionOfFpGModules  21.1-12  IsAspherical  1.5-7    17.1-3  IsAvailableChild  36.1-5  IsCategoryArrow  34.2-14  IsCategoryObject  34.2-13  IsConnectedQuandle  32.1-15  IsFpGModuleHomomorphismData  21.1-13  IsLatin  32.1-14  IsLieAlgebraHomomorphism  39.1-7  IsPNormal  27.1-2  IsQuandle  32.1-10  IsQuandleEnvelope  32.1-19  IsSuperperfect  39.1-8  KendallMetric  1.2-5    33.1-3    33.1-3  KnotGroup  1.5-8    1.5-8    31.1-4  KnotInvariantCedric  32.1-21  KnotReflection  1.4-3  KnotSum  1.4-4    31.1-3  LefschetzNumber  9.1-9  LeibnizAlgebraHomology  11.1-22  LeibnizComplex  2.2-1    9.1-4  LeibnizQuasiCoveringHomomorphism  16.1-2  Length  38.1-6  LHSSpectralSequence  2.4-6  LHSSpectralSequenceLastSheet  2.4-7  LieAlgebraHomology  11.1-23  LieCoveringHomomorphism  16.1-1  LieEpiCentre  16.1-3  LieExteriorSquare  16.1-4  LieTensorCentre  16.1-6  LieTensorSquare  16.1-5  LinearHomomorphismsPersistenceMat  39.1-12  ListToPseudoList  35.1-16  LowerCentralSeriesLieAlgebra  8.1-8    8.1-8  MakeHAPManual  39.1-9  ManhattanMetric  1.2-6    33.1-6  Map  38.1-7  Mapping  34.2-12  MaximalSimplicesToSimplicialComplex  28.1-10  MaximalSubmoduleOfFpGModule  21.1-14  MaximalSubmodulesOfFpGModule  21.1-15  Mod2CohomologyRingPresentation  2.4-10    2.4-10    2.4-10    2.4-10    13.1-6    13.1-6    13.1-6    13.1-6    14.1-1    14.1-1    14.1-1    14.1-1  ModPCohomologyGenerators  2.4-8    2.4-8    13.1-3    13.1-3  ModPCohomologyRing  2.4-9    2.4-9    2.4-9    2.4-9    13.1-4    13.1-4    13.1-4    13.1-4  ModPRingGenerators  13.1-5  ModuleAsCatOneGroup  24.1-5  MooreComplex  24.1-6    25.1-4  MorseFiltration  29.1-41    29.1-41  MultipleOfFpGModule  21.1-16  MultiplyWord  20.1-4  Negate  20.1-5  NegateWord  20.1-6  Nerve  1.3-8    1.3-8    1.3-8    1.3-8  NerveOfCatOneGroup  25.1-1  NerveOfCommutativeDiagram  34.1-3  NextAvailableChild  36.1-4  NonabelianExteriorProduct  15.1-6  NonabelianSymmetricKernel  15.1-7    15.1-7  NonabelianSymmetricSquare  15.1-8    15.1-8  NonabelianTensorProduct  15.1-9  NonabelianTensorSquare  15.1-10    15.1-10  NormalSeriesToQuotientDiagram  34.1-2    34.1-2  NormalSeriesToQuotientHomomorphisms  39.1-13  NormalSubgroupAsCatOneGroup  24.1-7  NumberOfHomomorphisms  32.1-6  Object  34.2-11  OrbitPolytope  1.10-10    18.1-6  OrientRegularCWComplex  1.4-5  ParallelList  37.1-4  PartitionedNumberOfHomomorphisms  32.1-7  PathComponent  1.4-6    1.4-6    1.4-6  PathComponentOfPureCubicalComplex  29.1-20  PathComponentsOfGraph  28.1-19  PathComponentsOfSimplicialComplex  28.1-14  PD2GC  32.1-2  PermGroupToFilteredGraph  33.1-10  PermToMatrixGroup  39.1-10  PermuteArray  35.1-2  PersistentBettiNumbers  1.5-10    1.5-10    1.5-10    1.5-10    1.5-10    1.5-10    1.5-10    1.5-10    1.5-10    1.5-10  PersistentCohomologyOfQuotientGroupSeries  11.1-7    11.1-7  PersistentHomologyOfCommutativeDiagramOfPGroups  11.1-11    34.1-5  PersistentHomologyOfFilteredChainComplex  11.1-10  PersistentHomologyOfFilteredPureCubicalComplex  11.1-12    29.1-50  PersistentHomologyOfPureCubicalComplex  11.1-13  PersistentHomologyOfQuotientGroupSeries  11.1-6    11.1-6  PersistentHomologyOfSubGroupSeries  11.1-9    11.1-9  PiZero  1.5-9    1.5-9    1.5-9  PlanarDiagramKnot  32.1-3  PoincareSeries  2.5-4    2.5-4    2.5-4    2.5-4    2.5-5    2.5-5    2.5-5    2.5-5    12.1-3    12.1-3    12.1-3    12.1-3  PoincareSeriesLHS  12.1-5    14.1-2  PoincareSeriesPrimePart  12.1-4  PolytopalComplex  18.1-7    18.1-7  PolytopalGenerators  18.1-8  Prank  12.1-6  PresentationKnotQuandle  32.1-1  PresentationKnotQuandleKnot  32.1-5  PresentationOfResolution  17.1-4  PrimePartDerivedFunctor  2.5-3    11.1-24  PrintZGword  20.1-7  ProjectedFpGModule  21.1-17  ProjectionOfPureCubicalComplex  31.1-7  PureComplexBoundary  1.4-7    1.4-7  PureComplexComplement  1.4-8    1.4-8  PureComplexDifference  1.4-9    1.4-9  PureComplexIntersection  1.4-10  PureComplexInterstection  1.4-10  PureComplexThickened  1.4-11    1.4-11  PureComplexToSimplicialComplex  28.1-6  PureComplexUnion  1.4-12    1.4-12  PureCubicalComplex  1.1-3    29.1-2  PureCubicalComplexDifference  29.1-7  PureCubicalComplexIntersection  29.1-5  PureCubicalComplexToTextFile  29.1-43  PureCubicalComplexUnion  29.1-6  PureCubicalKnot  1.1-4    1.1-4    31.1-1    31.1-1  PurePermutahedralComplex  1.1-6  PurePermutahedralKnot  1.1-5    1.1-5  Quandle  32.1-12  QuandleQuandleEnvelope  32.1-20  Quandles  32.1-11  QuasiIsomorph  24.1-4  QuillenComplex  1.1-11    28.1-15  QuotientOfContractibleGcomplex  18.1-3  Radical  2.6-2  RadicalOfFpGModule  21.1-7  RadicalSeries  2.6-3    2.6-3  RadicalSeriesOfFpGModule  21.1-8  RandomCubeOfPureCubicalComplex  29.1-4  RandomHomomorphismOfFpGModules  21.1-18  RandomSimplicialGraph  1.1-13  RandomSimplicialTwoComplex  1.1-14  Rank  21.1-19  RankHomologyPGroup  2.5-6    11.1-25    11.1-25    11.1-25  RankMat  10.1-9  RankMatDestructive  10.1-8  RankPrimeHomology  11.1-26  ReadCSVfileAsPureCubicalKnot  1.1-15    1.1-15    1.1-15    1.1-15  ReadImageAsFilteredPureCubicalComplex  1.1-17    29.1-48  ReadImageAsPureCubicalComplex  1.1-16    29.1-8  ReadImageAsWeightFunction  1.1-18  ReadImageSequenceAsPureCubicalComplex  29.1-10  ReadLinkImageAsPureCubicalComplex  29.1-9    29.1-9  ReadPDBfileAsPureCubicalComplex  1.1-19    1.1-19    31.1-8    31.1-8  ReadPDBfileAsPurepermutahedralComplex  1.1-20  ReadPDBfileAsPurePermutahedralComplex  1.1-20  RecalculateIncidenceNumbers  5.1-28  ReducedSuspendedChainComplex  9.1-6  ReduceTorsionSubcomplex  27.1-6  RefineClassification  39.1-4  RegularCWComplex  1.3-9    1.3-9    1.3-9    1.3-9    1.3-9    1.3-9  RegularCWMap  1.3-10  RegularCWPolytope  1.1-1    1.1-1    1.1-21    1.1-21  RelativeSchurMultiplier  15.1-11  Representation of elements in the bar cocomplex  25.1-15  Representation of elements in the bar complex  25.1-11  Representation of elements in the bar resolution  25.1-8  ResolutionAbelianGroup  5.1-6    5.1-6  ResolutionAlmostCrystalGroup  5.1-7  ResolutionAlmostCrystalQuotient  5.1-8    5.1-8  ResolutionArithmeticGroup  5.1-2  ResolutionArtinGroup  5.1-9  ResolutionAsphericalPresentation  5.1-10  ResolutionBieberbachGroup  2.1-3    2.1-3    5.1-11    5.1-11  ResolutionBoundaryOfWord  20.1-9  ResolutionCoxeterGroup  5.1-12  ResolutionCubicalCrystGroup  2.1-4  ResolutionDirectProduct  5.1-13    5.1-13  ResolutionExtension  5.1-14    5.1-14    5.1-14  ResolutionFiniteDirectProduct  5.1-15    5.1-15  ResolutionFiniteExtension  5.1-16    5.1-16    5.1-16  ResolutionFiniteGroup  2.1-5    5.1-17    5.1-17    5.1-17    5.1-17  ResolutionFiniteSubgroup  5.1-18    5.1-18  ResolutionFpGModule  6.1-1  ResolutionGraphOfGroups  5.1-19    5.1-19  ResolutionGTree  5.1-4  ResolutionNilpotentGroup  2.1-6    5.1-20    5.1-20  ResolutionNormalSeries  2.1-7    5.1-21    5.1-21    5.1-21  ResolutionPrimePowerGroup  2.1-8    5.1-22    5.1-22  ResolutionSL2Z  2.1-9    5.1-5  ResolutionSmallFpGroup  5.1-23    5.1-23  ResolutionSmallGroup  2.1-10    2.1-10  ResolutionSubgroup  2.1-11    5.1-24  ResolutionSubnormalSeries  5.1-25  RestrictedEquivariantCWComplex  1.1-12  ReverseSparseMat  10.1-3  RightMultiplicationGroup  32.1-23  RightMultiplicationGroupAsPerm  32.1-22  RigidFacetsSubdivision  27.1-1  RipsChainComplex  28.1-7  RipsHomology  11.1-15    11.1-15    28.1-2    28.1-2  ScatterPlot  1.10-11  SecondQuandleAxiomIsSatisfied  32.1-9  SimplicialComplex  1.1-22  SimplicialComplexToRegularCWComplex  30.1-1  SimplicialGroupMap  25.1-6  SimplicialMap  28.1-22  SimplicialMapNC  28.1-22  SimplicialNerveOfGraph  28.1-24  SimplifiedComplex  1.4-13    1.4-13    1.4-13    1.4-13  SingularitiesOfPureCubicalComplex  29.1-37  Size  1.7-8    1.7-8    1.7-8    1.7-8    29.1-11  SkeletonOfCubicalComplex  29.1-31  SkeletonOfSimplicialComplex  28.1-11  SL2Z  39.1-1    39.1-1  SolutionsMatDestructive  39.1-11  Source  34.2-7    38.1-8  SparseBoundaryMatrix  10.1-12  SparseChainComplex  10.1-10  SparseChainComplexOfRegularCWComplex  10.1-11  SparseMat  10.1-1  SparseRowAdd  10.1-6  SparseRowInterchange  10.1-5  SparseRowMult  10.1-4  SparseSemiEchelon  10.1-7  StandardCocycle  3.1-3    3.1-3    19.1-3    19.1-3  SumOfFpGModules  21.1-20  SumOp  21.1-21  SuspendedChainComplex  9.1-5  SuspensionOfPureCubicalComplex  29.1-18  SymmetricMatDisplay  33.1-8    33.1-8  SymmetricMatrixToFilteredGraph  1.1-23    1.1-23    33.1-9  SymmetricMatrixToGraph  1.1-24  SymmetricMatrixToIncidenceMatrix  28.1-16    28.1-16  Syzygy  19.1-4  Target  34.2-8    38.1-9  TensorCentre  15.1-12  TensorProductOfChainComplexes  9.1-8  TensorWithIntegers  2.3-3    2.3-3    8.1-9  TensorWithIntegersModP  1.8-4    1.8-4    1.8-4    2.3-4    2.3-4    2.3-4    8.1-12  TensorWithIntegralModule  8.1-5  TensorWithRationals  8.1-14  TensorWithTwistedIntegers  8.1-11  TensorWithTwistedIntegersModP  8.1-13  TerminalArrow  34.2-4  TestHap  39.1-14  ThickenedPureCubicalComplex  29.1-38  ThickeningFiltration  1.3-11    1.3-11    29.1-44    29.1-44  ThirdHomotopyGroupOfSuspensionB  15.1-13    15.1-13  ThirdQuandleAxiomIsSatisfied  32.1-9  TietzeReducedResolution  5.1-1  TietzeReduction  20.1-8  TorsionGeneratorsAbelianGroup  17.1-5  TorsionSubcomplex  27.1-3  TransposeOfSparseMat  10.1-2  TreeOfGroupsToContractibleGcomplex  26.1-16  TreeOfResolutionsToContractibleGcomplex  26.1-17  TruncatedGComplex  18.1-4  TwistedTensorProduct  5.1-26  UnframeArray  35.1-13  UniversalBarCode  11.1-8    11.1-8  UpperEpicentralSeries  15.1-14  VectorStabilizer  18.1-9  VectorsToFpGModuleWords  21.1-22  VectorsToSymmetricMatrix  1.2-7    1.2-7    28.1-8    28.1-8    33.1-7    33.1-7  ViewPureCubicalComplex  29.1-14    29.1-14  ViewPureCubicalKnot  31.1-2  VisualizeTorsionSkeleton  27.1-5  WritePureCubicalComplexAsImage  29.1-13  XmodToHAP  24.1-8  ZigZagContractedComplex  1.4-14    1.4-14    1.4-14  ZigZagContractedPureCubicalComplex  29.1-28  ZZPersistentHomologyOfPureCubicalComplex  11.1-14  
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