  
  
  [1XIndex[101X
  
  [2XActivateDerivationInfo[102X  8.1-2
  [2XAdd[102X (for IsStringMinHeap, IsString, IsInt)  8.5-3
  [2XAddAdditionForMorphisms[102X (for IsCapCategory, IsFunction)  3.5-4
  [2XAddAdditiveInverseForMorphisms[102X (for IsCapCategory, IsFunction)  3.5-6
  [2XAddAssociatorLeftToRightWithGivenTensorProducts[102X (for IsCapCategory, IsFunction)  7.1-11
  [2XAddAssociatorRightToLeftWithGivenTensorProducts[102X (for IsCapCategory, IsFunction)  7.1-8
  [2XAddAstrictionToCoimage[102X (for IsCapCategory, IsFunction)  6.12-23
  [2XAddAstrictionToCoimageWithGivenCoimage[102X (for IsCapCategory, IsFunction)  6.12-24
  [2XAddBraidingInverseWithGivenTensorProducts[102X (for IsCapCategory, IsFunction)  7.2-6
  [2XAddBraidingWithGivenTensorProducts[102X (for IsCapCategory, IsFunction)  7.2-3
  [2XAddCoastrictionToImage[102X (for IsCapCategory, IsFunction)  6.11-17
  [2XAddCoastrictionToImageWithGivenImageObject[102X (for IsCapCategory, IsFunction)  6.11-18
  [2XAddCoevaluationForDualWithGivenTensorProduct[102X (for IsCapCategory, IsFunction)  7.4-32
  [2XAddCoevaluationMorphismWithGivenRange[102X (for IsCapCategory, IsFunction)  7.4-11
  [2XAddCoimage[102X (for IsCapCategory, IsFunction)  6.12-20
  [2XAddCoimageProjection[102X (for IsCapCategory, IsFunction)  6.12-21
  [2XAddCoimageProjectionWithGivenCoimage[102X (for IsCapCategory, IsFunction)  6.12-22
  [2XAddCokernelColift[102X (for IsCapCategory, IsFunction)  6.2-11
  [2XAddCokernelColiftWithGivenCokernelObject[102X (for IsCapCategory, IsFunction)  6.2-12
  [2XAddCokernelFunctorial[102X (for IsCapCategory, IsFunction)  6.2-15
  [2XAddCokernelObject[102X (for IsCapCategory, IsFunction)  6.2-8
  [2XAddCokernelProjection[102X (for IsCapCategory, IsFunction)  6.2-9
  [2XAddCokernelProjectionWithGivenCokernelObject[102X (for IsCapCategory, IsFunction)  6.2-10
  [2XAddColift[102X (for IsCapCategory, IsFunction)  3.10-4
  [2XAddColiftAlongEpimorphism[102X (for IsCapCategory, IsFunction)  3.9-4
  [2XAddCoproduct[102X (for IsCapCategory, IsFunction)  6.7-11
  [2XAddCoproductFunctorial[102X (for IsCapCategory, IsFunction)  6.7-17
  [2XAddDerivation[102X (for IsDerivedMethodGraph, IsDerivedMethod)  8.3-4
  [2XAddDerivation[102X (for IsDerivedMethodGraph, IsFunction, IsDenseList, IsObject)  8.3-5
  [2XAddDerivation[102X (for IsDerivedMethodGraph, IsFunction, IsDenseList)  8.3-6
  [2XAddDerivation[102X (for IsDerivedMethodGraph, IsFunction, IsFunction)  8.3-7
  [2XAddDerivationPair[102X (for IsDerivedMethodGraph, IsFunction, IsFunction, IsDenseList, IsFunction, IsFunction)  8.3-10
  [2XAddDerivationPair[102X (for IsDerivedMethodGraph, IsFunction, IsFunction, IsFunction, IsFunction)  8.3-11
  [2XAddDerivationPair[102X (for IsDerivedMethodGraph, IsFunction, IsFunction, IsDenseList, IsDenseList, IsDenseList)  8.3-8
  [2XAddDerivationPair[102X (for IsDerivedMethodGraph, IsFunction, IsFunction, IsDenseList, IsDenseList)  8.3-9
  [2XAddDerivationPairToCAP[102X  8.3-13
  [2XAddDerivationToCAP[102X  8.3-12
  [2XAddDirectProduct[102X (for IsCapCategory, IsFunction)  6.8-8
  [2XAddDirectProductFunctorial[102X (for IsCapCategory, IsFunction)  6.8-14
  [2XAddDirectSum[102X (for IsCapCategory, IsFunction)  6.6-36
  [2XAddDirectSumCodiagonalDifference[102X (for IsCapCategory, IsFunction)  6.10-9
  [2XAddDirectSumDiagonalDifference[102X (for IsCapCategory, IsFunction)  6.9-9
  [2XAddDirectSumFunctorial[102X (for IsCapCategory, IsFunction)  6.6-38
  [2XAddDirectSumProjectionInPushout[102X (for IsCapCategory, IsFunction)  6.10-12
  [2XAddDualOnMorphismsWithGivenDuals[102X (for IsCapCategory, IsFunction)  7.4-26
  [2XAddDualOnObjects[102X (for IsCapCategory, IsFunction)  7.4-23
  [2XAddEvaluationForDualWithGivenTensorProduct[102X (for IsCapCategory, IsFunction)  7.4-29
  [2XAddEvaluationMorphismWithGivenSource[102X (for IsCapCategory, IsFunction)  7.4-8
  [2XAddFiberProduct[102X (for IsCapCategory, IsFunction)  6.9-21
  [2XAddFiberProductEmbeddingInDirectSum[102X (for IsCapCategory, IsFunction)  6.9-12
  [2XAddFiberProductFunctorial[102X (for IsCapCategory, IsFunction)  6.9-27
  [2XAddHorizontalPostCompose[102X (for IsCapCategory, IsFunction)  5.2-6
  [2XAddHorizontalPreCompose[102X (for IsCapCategory, IsFunction)  5.2-4
  [2XAddIdentityMorphism[102X (for IsCapCategory, IsFunction)  3.7-2
  [2XAddIdentityTwoCell[102X (for IsCapCategory, IsFunction)  5.2-2
  [2XAddImageEmbedding[102X (for IsCapCategory, IsFunction)  6.11-15
  [2XAddImageEmbeddingWithGivenImageObject[102X (for IsCapCategory, IsFunction)  6.11-16
  [2XAddImageObject[102X (for IsCapCategory, IsFunction)  6.11-14
  [2XAddInitialObject[102X (for IsCapCategory, IsFunction)  6.5-5
  [2XAddInitialObjectFunctorial[102X (for IsCapCategory, IsFunction)  6.5-9
  [2XAddInjectionOfCofactorOfCoproduct[102X (for IsCapCategory, IsFunction)  6.7-12
  [2XAddInjectionOfCofactorOfCoproductWithGivenCoproduct[102X (for IsCapCategory, IsFunction)  6.7-13
  [2XAddInjectionOfCofactorOfDirectSum[102X (for IsCapCategory, IsFunction)  6.6-26
  [2XAddInjectionOfCofactorOfDirectSumWithGivenDirectSum[102X (for IsCapCategory, IsFunction)  6.6-27
  [2XAddInjectionOfCofactorOfPushout[102X (for IsCapCategory, IsFunction)  6.10-23
  [2XAddInjectionOfCofactorOfPushoutWithGivenPushout[102X (for IsCapCategory, IsFunction)  6.10-24
  [2XAddInternalHomOnMorphismsWithGivenInternalHoms[102X (for IsCapCategory, IsFunction)  7.4-5
  [2XAddInternalHomOnObjects[102X (for IsCapCategory, IsFunction)  7.4-2
  [2XAddInternalHomToTensorProductAdjunctionMap[102X (for IsCapCategory, IsFunction)  7.4-15
  [2XAddInverse[102X (for IsCapCategory, IsFunction)  3.11-1
  [2XAddInverseMorphismFromCoimageToImageWithGivenObjects[102X (for IsCapCategory, IsFunction)  6.12-6
  [2XAddIsAutomorphism[102X (for IsCapCategory, IsFunction)  3.3-6
  [2XAddIsCodominating[102X (for IsCapCategory, IsFunction)  3.6-8
  [2XAddIsCongruentForMorphisms[102X (for IsCapCategory, IsFunction)  3.4-2
  [2XAddIsDominating[102X (for IsCapCategory, IsFunction)  3.6-6
  [2XAddIsEndomorphism[102X (for IsCapCategory, IsFunction)  3.3-5
  [2XAddIsEpimorphism[102X (for IsCapCategory, IsFunction)  3.2-2
  [2XAddIsEqualAsFactorobjects[102X (for IsCapCategory, IsFunction)  3.6-4
  [2XAddIsEqualAsSubobjects[102X (for IsCapCategory, IsFunction)  3.6-2
  [2XAddIsEqualForCacheForMorphisms[102X (for IsCapCategory, IsFunction)  3.12-2
  [2XAddIsEqualForCacheForObjects[102X (for IsCapCategory, IsFunction)  4.4-2
  [2XAddIsEqualForMorphisms[102X (for IsCapCategory, IsFunction)  3.4-4
  [2XAddIsEqualForMorphismsOnMor[102X (for IsCapCategory, IsFunction)  3.4-6
  [2XAddIsEqualForObjects[102X (for IsCapCategory, IsFunction)  4.2-2
  [2XAddIsIdempotent[102X (for IsCapCategory, IsFunction)  3.2-7
  [2XAddIsIdenticalToIdentityMorphism[102X (for IsCapCategory, IsFunction)  3.3-2
  [2XAddIsIdenticalToZeroMorphism[102X (for IsCapCategory, IsFunction)  3.3-4
  [2XAddIsInitial[102X (for IsCapCategory, IsFunction)  4.3-4
  [2XAddIsInjective[102X (for IsCapCategory, IsFunction)  4.3-2
  [2XAddIsIsomorphism[102X (for IsCapCategory, IsFunction)  3.2-3
  [2XAddIsMonomorphism[102X (for IsCapCategory, IsFunction)  3.2-1
  [2XAddIsomorphismFromCoimageToCokernelOfKernel[102X (for IsCapCategory, IsFunction)  6.12-8
  [2XAddIsomorphismFromCokernelOfDiagonalDifferenceToPushout[102X (for IsCapCategory, IsFunction)  6.10-6
  [2XAddIsomorphismFromCokernelOfKernelToCoimage[102X (for IsCapCategory, IsFunction)  6.12-10
  [2XAddIsomorphismFromCoproductToDirectSum[102X (for IsCapCategory, IsFunction)  6.6-35
  [2XAddIsomorphismFromDirectProductToDirectSum[102X (for IsCapCategory, IsFunction)  6.6-33
  [2XAddIsomorphismFromDirectSumToCoproduct[102X (for IsCapCategory, IsFunction)  6.6-34
  [2XAddIsomorphismFromDirectSumToDirectProduct[102X (for IsCapCategory, IsFunction)  6.6-32
  [2XAddIsomorphismFromDualToInternalHom[102X (for IsCapCategory, IsFunction)  7.4-57
  [2XAddIsomorphismFromFiberProductToKernelOfDiagonalDifference[102X (for IsCapCategory, IsFunction)  6.9-3
  [2XAddIsomorphismFromImageObjectToKernelOfCokernel[102X (for IsCapCategory, IsFunction)  6.11-2
  [2XAddIsomorphismFromInitialObjectToZeroObject[102X (for IsCapCategory, IsFunction)  6.3-19
  [2XAddIsomorphismFromInternalHomToDual[102X (for IsCapCategory, IsFunction)  7.4-59
  [2XAddIsomorphismFromInternalHomToObjectWithGivenInternalHom[102X (for IsCapCategory, IsFunction)  7.4-71
  [2XAddIsomorphismFromInternalHomToTensorProduct[102X (for IsCapCategory, IsFunction)  7.4-51
  [2XAddIsomorphismFromKernelOfCokernelToImageObject[102X (for IsCapCategory, IsFunction)  6.11-4
  [2XAddIsomorphismFromKernelOfDiagonalDifferenceToFiberProduct[102X (for IsCapCategory, IsFunction)  6.9-6
  [2XAddIsomorphismFromObjectToInternalHomWithGivenInternalHom[102X (for IsCapCategory, IsFunction)  7.4-68
  [2XAddIsomorphismFromPushoutToCokernelOfDiagonalDifference[102X (for IsCapCategory, IsFunction)  6.10-3
  [2XAddIsomorphismFromTensorProductToInternalHom[102X (for IsCapCategory, IsFunction)  7.4-46
  [2XAddIsomorphismFromTerminalObjectToZeroObject[102X (for IsCapCategory, IsFunction)  6.3-21
  [2XAddIsomorphismFromZeroObjectToInitialObject[102X (for IsCapCategory, IsFunction)  6.3-18
  [2XAddIsomorphismFromZeroObjectToTerminalObject[102X (for IsCapCategory, IsFunction)  6.3-20
  [2XAddIsOne[102X (for IsCapCategory, IsFunction)  3.2-6
  [2XAddIsProjective[102X (for IsCapCategory, IsFunction)  4.3-1
  [2XAddIsSplitEpimorphism[102X (for IsCapCategory, IsFunction)  3.2-5
  [2XAddIsSplitMonomorphism[102X (for IsCapCategory, IsFunction)  3.2-4
  [2XAddIsTerminal[102X (for IsCapCategory, IsFunction)  4.3-3
  [2XAddIsWellDefinedForMorphisms[102X (for IsCapCategory, IsFunction)  3.8-2
  [2XAddIsWellDefinedForObjects[102X (for IsCapCategory, IsFunction)  4.5-2
  [2XAddIsWellDefinedForTwoCells[102X (for IsCapCategory, IsFunction)  5.3-2
  [2XAddIsZeroForMorphisms[102X (for IsCapCategory, IsFunction)  3.5-2
  [2XAddIsZeroForObjects[102X (for IsCapCategory, IsFunction)  4.3-6
  [2XAdditionForMorphisms[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.5-3
  [2XAdditiveInverseForMorphisms[102X (for IsCapCategoryMorphism)  3.5-5
  [2XAddKernelEmbedding[102X (for IsCapCategory, IsFunction)  6.1-9
  [2XAddKernelEmbeddingWithGivenKernelObject[102X (for IsCapCategory, IsFunction)  6.1-10
  [2XAddKernelLift[102X (for IsCapCategory, IsFunction)  6.1-11
  [2XAddKernelLiftWithGivenKernelObject[102X (for IsCapCategory, IsFunction)  6.1-12
  [2XAddKernelObject[102X (for IsCapCategory, IsFunction)  6.1-8
  [2XAddKernelObjectFunctorial[102X (for IsCapCategory, IsFunction)  6.1-15
  [2XAddLambdaElimination[102X (for IsCapCategory, IsFunction)  7.4-65
  [2XAddLambdaIntroduction[102X (for IsCapCategory, IsFunction)  7.4-63
  [2XAddLeftDistributivityExpandingWithGivenObjects[102X (for IsCapCategory, IsFunction)  7.1-28
  [2XAddLeftDistributivityFactoringWithGivenObjects[102X (for IsCapCategory, IsFunction)  7.1-31
  [2XAddLeftUnitorInverseWithGivenTensorProduct[102X (for IsCapCategory, IsFunction)  7.1-19
  [2XAddLeftUnitorWithGivenTensorProduct[102X (for IsCapCategory, IsFunction)  7.1-16
  [2XAddLift[102X (for IsCapCategory, IsFunction)  3.10-2
  [2XAddLiftAlongMonomorphism[102X (for IsCapCategory, IsFunction)  3.9-2
  [2XAddMonoidalPostComposeMorphismWithGivenObjects[102X (for IsCapCategory, IsFunction)  7.4-21
  [2XAddMonoidalPreComposeMorphismWithGivenObjects[102X (for IsCapCategory, IsFunction)  7.4-18
  [2XAddMorphismFromBidualWithGivenBidual[102X (for IsCapCategory, IsFunction)  7.5-6
  [2XAddMorphismFromCoimageToImageWithGivenObjects[102X (for IsCapCategory, IsFunction)  6.12-3
  [2XAddMorphismFromInternalHomToTensorProductWithGivenObjects[102X (for IsCapCategory, IsFunction)  7.4-49
  [2XAddMorphismFromTensorProductToInternalHomWithGivenObjects[102X (for IsCapCategory, IsFunction)  7.4-44
  [2XAddMorphismFunction[102X (for IsCapFunctor, IsFunction)  2.4-4
  [2XAddMorphismToBidualWithGivenBidual[102X (for IsCapCategory, IsFunction)  7.4-35
  [2XAddNaturalTransformationFunction[102X (for IsCapNaturalTransformation, IsFunction)  2.5-3
  [2XAddObjectFunction[102X (for IsCapFunctor, IsFunction)  2.4-2
  [2XAddOperationsToDerivationGraph[102X (for IsDerivedMethodGraph, IsDenseList)  8.3-3
  [2XAddPostCompose[102X (for IsCapCategory, IsFunction)  3.7-8
  [2XAddPreCompose[102X (for IsCapCategory, IsFunction)  3.7-5
  [2XAddPrimitiveOperation[102X (for IsOperationWeightList, IsString, IsInt)  8.4-10
  [2XAddProjectionInFactorOfDirectProduct[102X (for IsCapCategory, IsFunction)  6.8-9
  [2XAddProjectionInFactorOfDirectProductWithGivenDirectProduct[102X (for IsCapCategory, IsFunction)  6.8-10
  [2XAddProjectionInFactorOfDirectSum[102X (for IsCapCategory, IsFunction)  6.6-24
  [2XAddProjectionInFactorOfDirectSumWithGivenDirectSum[102X (for IsCapCategory, IsFunction)  6.6-25
  [2XAddProjectionInFactorOfFiberProduct[102X (for IsCapCategory, IsFunction)  6.9-22
  [2XAddProjectionInFactorOfFiberProductWithGivenFiberProduct[102X (for IsCapCategory, IsFunction)  6.9-23
  [2XAddPushout[102X (for IsCapCategory, IsFunction)  6.10-22
  [2XAddPushoutFunctorial[102X (for IsCapCategory, IsFunction)  6.10-28
  [2XAddRankMorphism[102X (for IsCapCategory, IsFunction)  7.4-55
  [2XAddRightDistributivityExpandingWithGivenObjects[102X (for IsCapCategory, IsFunction)  7.1-34
  [2XAddRightDistributivityFactoringWithGivenObjects[102X (for IsCapCategory, IsFunction)  7.1-37
  [2XAddRightUnitorInverseWithGivenTensorProduct[102X (for IsCapCategory, IsFunction)  7.1-25
  [2XAddRightUnitorWithGivenTensorProduct[102X (for IsCapCategory, IsFunction)  7.1-22
  [2XAddTensorProductDualityCompatibilityMorphismWithGivenObjects[102X (for IsCapCategory, IsFunction)  7.4-41
  [2XAddTensorProductInternalHomCompatibilityMorphismInverseWithGivenObjects[102X (for IsCapCategory, IsFunction)  7.5-3
  [2XAddTensorProductInternalHomCompatibilityMorphismWithGivenObjects[102X (for IsCapCategory, IsFunction)  7.4-38
  [2XAddTensorProductOnMorphismsWithGivenTensorProducts[102X (for IsCapCategory, IsFunction)  7.1-5
  [2XAddTensorProductOnObjects[102X (for IsCapCategory, IsFunction)  7.1-2
  [2XAddTensorProductToInternalHomAdjunctionMap[102X (for IsCapCategory, IsFunction)  7.4-13
  [2XAddTensorUnit[102X (for IsCapCategory, IsFunction)  7.1-13
  [2XAddTerminalObject[102X (for IsCapCategory, IsFunction)  6.4-5
  [2XAddTerminalObjectFunctorial[102X (for IsCapCategory, IsFunction)  6.4-9
  [2XAddTraceMap[102X (for IsCapCategory, IsFunction)  7.4-53
  [2XAddUniversalMorphismFromCoproduct[102X (for IsCapCategory, IsFunction)  6.7-14
  [2XAddUniversalMorphismFromCoproductWithGivenCoproduct[102X (for IsCapCategory, IsFunction)  6.7-15
  [2XAddUniversalMorphismFromDirectSum[102X (for IsCapCategory, IsFunction)  6.6-30
  [2XAddUniversalMorphismFromDirectSumWithGivenDirectSum[102X (for IsCapCategory, IsFunction)  6.6-31
  [2XAddUniversalMorphismFromImage[102X (for IsCapCategory, IsFunction)  6.11-19
  [2XAddUniversalMorphismFromImageWithGivenImageObject[102X (for IsCapCategory, IsFunction)  6.11-20
  [2XAddUniversalMorphismFromInitialObject[102X (for IsCapCategory, IsFunction)  6.5-6
  [2XAddUniversalMorphismFromInitialObjectWithGivenInitialObject[102X (for IsCapCategory, IsFunction)  6.5-7
  [2XAddUniversalMorphismFromPushout[102X (for IsCapCategory, IsFunction)  6.10-25
  [2XAddUniversalMorphismFromPushoutWithGivenPushout[102X (for IsCapCategory, IsFunction)  6.10-26
  [2XAddUniversalMorphismFromZeroObject[102X (for IsCapCategory, IsFunction)  6.3-16
  [2XAddUniversalMorphismFromZeroObjectWithGivenZeroObject[102X (for IsCapCategory, IsFunction)  6.3-17
  [2XAddUniversalMorphismIntoCoimage[102X (for IsCapCategory, IsFunction)  6.12-25
  [2XAddUniversalMorphismIntoCoimageWithGivenCoimage[102X (for IsCapCategory, IsFunction)  6.12-26
  [2XAddUniversalMorphismIntoDirectProduct[102X (for IsCapCategory, IsFunction)  6.8-11
  [2XAddUniversalMorphismIntoDirectProductWithGivenDirectProduct[102X (for IsCapCategory, IsFunction)  6.8-12
  [2XAddUniversalMorphismIntoDirectSum[102X (for IsCapCategory, IsFunction)  6.6-28
  [2XAddUniversalMorphismIntoDirectSumWithGivenDirectSum[102X (for IsCapCategory, IsFunction)  6.6-29
  [2XAddUniversalMorphismIntoFiberProduct[102X (for IsCapCategory, IsFunction)  6.9-24
  [2XAddUniversalMorphismIntoFiberProductWithGivenFiberProduct[102X (for IsCapCategory, IsFunction)  6.9-25
  [2XAddUniversalMorphismIntoTerminalObject[102X (for IsCapCategory, IsFunction)  6.4-6
  [2XAddUniversalMorphismIntoTerminalObjectWithGivenTerminalObject[102X (for IsCapCategory, IsFunction)  6.4-7
  [2XAddUniversalMorphismIntoZeroObject[102X (for IsCapCategory, IsFunction)  6.3-14
  [2XAddUniversalMorphismIntoZeroObjectWithGivenZeroObject[102X (for IsCapCategory, IsFunction)  6.3-15
  [2XAddUniversalPropertyOfDual[102X (for IsCapCategory, IsFunction)  7.4-61
  [2XAddVerticalPostCompose[102X (for IsCapCategory, IsFunction)  5.2-10
  [2XAddVerticalPreCompose[102X (for IsCapCategory, IsFunction)  5.2-8
  [2XAddWithGivenDerivationPairToCAP[102X  8.3-14
  [2XAddZeroMorphism[102X (for IsCapCategory, IsFunction)  3.5-8
  [2XAddZeroObject[102X (for IsCapCategory, IsFunction)  6.3-13
  [2XApplyFunctor[102X  2.4-6
  [2XApplyNaturalTransformation[102X  2.5-4
  [2XAsCapCategory[102X (for IsCapCategoryAsCatObject)  2.3-2
  [2XAsCatObject[102X (for IsCapCategory)  2.3-1
  [2XAssociatorLeftToRight[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.1-9
  [2XAssociatorLeftToRightWithGivenTensorProducts[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.1-10
  [2XAssociatorRightToLeft[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.1-6
  [2XAssociatorRightToLeftWithGivenTensorProducts[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.1-7
  [2XAstrictionToCoimage[102X (for IsCapCategoryObject)  6.12-15
  [2XAstrictionToCoimage[102X (for IsCapCategoryMorphism)  6.12-16
  [2XAstrictionToCoimageWithGivenCoimage[102X (for IsCapCategoryMorphism, IsCapCategoryObject)  6.12-17
  [2XBraiding[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.2-1
  [2XBraidingInverse[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.2-4
  [2XBraidingInverseWithGivenTensorProducts[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.2-5
  [2XBraidingWithGivenTensorProducts[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.2-2
  [2XCanCompute[102X (for IsCapCategory, IsString)  1.5-1
  [5XCAP[105X  .-1
  [2XCAP_INTERNAL_FIND_APPEARANCE_OF_SYMBOL_IN_FUNCTION[102X  10.2-8
  [2XCAP_INTERNAL_MERGE_FILTER_LISTS[102X  10.2-6
  [2XCAP_INTERNAL_MERGE_PRECONDITIONS_LIST[102X  10.2-9
  [2XCAP_INTERNAL_REPLACE_STRINGS_WITH_FILTERS[102X  10.2-5
  [2XCAP_INTERNAL_RETURN_OPTION_OR_DEFAULT[102X  10.2-7
  [2XCapCat[102X  2.1-1
  [2XCapCategory[102X (for IsCapCategoryMorphism)  3.1-1
  [2XCapCategory[102X (for IsCapCategoryObject)  4.1-1
  [2XCapCategorySwitchLogicOff[102X  1.4-2
  [2XCapCategorySwitchLogicOn[102X  1.4-1
  [2XCapFunctor[102X (for IsString, IsCapCategory, IsCapCategory)  2.4-1
  [2XCapFunctor[102X (for IsString, IsCapCategory, IsCapCategoryAsCatObject)  2.4-1
  [2XCapFunctor[102X (for IsString, IsCapCategoryAsCatObject, IsCapCategory)  2.4-1
  [2XCapFunctor[102X (for IsString, IsCapCategoryAsCatObject, IsCapCategoryAsCatObject)  2.4-1
  [2XCapFunctor[102X (for IsString, IsList, IsCapCategory)  2.4-1
  [2XCapFunctor[102X (for IsString, IsList, IsCapCategoryAsCatObject)  2.4-1
  [2XCategoryFilter[102X (for IsCapCategory)  1.3-1
  [2XCategoryFilter[102X (for IsDerivedMethod)  8.2-6
  [2XCategoryOfOperationWeightList[102X (for IsOperationWeightList)  8.4-4
  [2XCellFilter[102X (for IsCapCategory)  1.3-2
  [2XCheckConstructivenessOfCategory[102X (for IsCapCategory, IsString)  1.5-2
  [2XCoastrictionToImage[102X (for IsCapCategoryMorphism)  6.11-10
  [2XCoastrictionToImage[102X (for IsCapCategoryObject)  6.11-9
  [2XCoastrictionToImageWithGivenImageObject[102X (for IsCapCategoryMorphism, IsCapCategoryObject)  6.11-11
  [2XCoevaluationForDual[102X (for IsCapCategoryObject)  7.4-30
  [2XCoevaluationForDualWithGivenTensorProduct[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.4-31
  [2XCoevaluationMorphism[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.4-9
  [2XCoevaluationMorphismWithGivenRange[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.4-10
  [2XCoimage[102X (for IsCapCategoryMorphism)  6.12-11
  [2XCoimageProjection[102X (for IsCapCategoryObject)  6.12-12
  [2XCoimageProjection[102X (for IsCapCategoryMorphism)  6.12-13
  [2XCoimageProjectionWithGivenCoimage[102X (for IsCapCategoryMorphism, IsCapCategoryObject)  6.12-14
  [2XCokernelColift[102X (for IsCapCategoryObject, IsCapCategoryMorphism)  6.2-5
  [2XCokernelColift[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  6.2-6
  [2XCokernelColiftWithGivenCokernelObject[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism, IsCapCategoryObject)  6.2-7
  [2XCokernelFunctorial[102X (for IsList)  6.2-13
  [2XCokernelFunctorial[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism, IsCapCategoryMorphism)  6.2-14
  [2XCokernelObject[102X (for IsCapCategoryMorphism)  6.2-1
  [2XCokernelProjection[102X (for IsCapCategoryMorphism)  6.2-2
  [2XCokernelProjection[102X (for IsCapCategoryObject)  6.2-3
  [2XCokernelProjectionWithGivenCokernelObject[102X (for IsCapCategoryMorphism, IsCapCategoryObject)  6.2-4
  [2XColift[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.10-3
  [2XColiftAlongEpimorphism[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.9-3
  [2XContains[102X (for IsStringMinHeap, IsString)  8.5-8
  [2XCoproduct[102X (for IsList)  6.7-1
  [2XCoproduct[102X (for IsCapCategoryObject, IsCapCategoryObject)  6.7-2
  [2XCoproduct[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  6.7-3
  [2XCoproductFunctorial[102X (for IsList)  6.7-16
  [2XCoproductFunctorialOp[102X (for IsList, IsCapCategoryMorphism)  6.7-18
  [2XCoproductOp[102X (for IsList, IsCapCategoryObject)  6.7-4
  [2XCreateCapCategory[102X  1.2-1
  [2XCreateCapCategory[102X (for IsString)  1.2-2
  [2XCurrentOperationWeight[102X (for IsOperationWeightList, IsString)  8.4-5
  [2XDeactivateDerivationInfo[102X  8.1-3
  [2XDeclareAttributeWithToDoForIsWellDefined[102X  10.2-3
  [2XDeclareFamilyProperty[102X  10.2-4
  [2XDecreaseKey[102X (for IsStringMinHeap, IsString, IsInt)  8.5-5
  [2XDerivationFunctionsWithExtraFilters[102X (for IsDerivedMethod)  8.2-5
  [2XDerivationGraph[102X (for IsOperationWeightList)  8.4-3
  [2XDerivationInfo[102X  8.1-1
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  [2XDerivationOfOperation[102X (for IsOperationWeightList, IsString)  8.4-7
  [2XDerivationResultWeight[102X (for IsDerivedMethod, IsDenseList)  8.2-13
  [2XDerivationsOfOperation[102X (for IsDerivedMethodGraph, IsString)  8.3-17
  [2XDerivationsUsingOperation[102X (for IsDerivedMethodGraph, IsString)  8.3-16
  [2XDerivationWeight[102X (for IsDerivedMethod)  8.2-4
  [2XDirectProductFunctorial[102X (for IsList)  6.8-13
  [2XDirectProductFunctorialOp[102X (for IsList, IsCapCategoryMorphism)  6.8-15
  [2XDirectProductOp[102X (for IsList, IsCapCategoryObject)  6.8-1
  [2XDirectSumCodiagonalDifference[102X (for IsList)  6.10-7
  [2XDirectSumCodiagonalDifferenceOp[102X (for IsList, IsCapCategoryMorphism)  6.10-8
  [2XDirectSumDiagonalDifference[102X (for IsList)  6.9-7
  [2XDirectSumDiagonalDifferenceOp[102X (for IsList, IsCapCategoryMorphism)  6.9-8
  [2XDirectSumFunctorial[102X (for IsList)  6.6-37
  [2XDirectSumFunctorialOp[102X (for IsList, IsCapCategoryMorphism)  6.6-39
  [2XDirectSumOp[102X (for IsList, IsCapCategoryObject)  6.6-1
  [2XDirectSumProjectionInPushout[102X (for IsList)  6.10-10
  [2XDirectSumProjectionInPushoutOp[102X (for IsList, IsCapCategoryMorphism)  6.10-11
  [2XDisableBasicOperationTypeCheck[102X  1.7-1
  [2XDualOnMorphisms[102X (for IsCapCategoryMorphism)  7.4-24
  [2XDualOnMorphismsWithGivenDuals[102X (for IsCapCategoryObject, IsCapCategoryMorphism, IsCapCategoryObject)  7.4-25
  [2XDualOnObjects[102X (for IsCapCategoryObject)  7.4-22
  [2XEnableBasicOperationTypeCheck[102X  1.7-1
  [2XEvaluationForDual[102X (for IsCapCategoryObject)  7.4-27
  [2XEvaluationForDualWithGivenTensorProduct[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.4-28
  [2XEvaluationMorphism[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.4-6
  [2XEvaluationMorphismWithGivenSource[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.4-7
  [2XExtractMin[102X (for IsStringMinHeap)  8.5-4
  [2XFiberProduct[102X  6.9-13
  [2XFiberProductEmbeddingInDirectSum[102X (for IsList)  6.9-10
  [2XFiberProductEmbeddingInDirectSumOp[102X (for IsList, IsCapCategoryMorphism)  6.9-11
  [2XFiberProductFunctorial[102X (for IsList)  6.9-26
  [2XFiberProductFunctorialOp[102X (for IsList, IsCapCategoryMorphism)  6.9-28
  [2XFiberProductOp[102X (for IsList, IsCapCategoryMorphism)  6.9-14
  [2XFunctorMorphismOperation[102X (for IsCapFunctor)  2.4-5
  [2XFunctorObjectOperation[102X (for IsCapFunctor)  2.4-3
  [2XHeapify[102X (for IsStringMinHeap, IsPosInt)  8.5-10
  [2XHeapSize[102X (for IsStringMinHeap)  8.5-7
  [2XHorizontalPostCompose[102X (for IsCapCategoryTwoCell, IsCapCategoryTwoCell)  5.2-5
  [2XHorizontalPreCompose[102X (for IsCapCategoryTwoCell, IsCapCategoryTwoCell)  5.2-3
  [2XHorizontalPreComposeFunctorWithNaturalTransformation[102X (for IsCapFunctor, IsCapNaturalTransformation)  2.5-7
  [2XHorizontalPreComposeNaturalTransformationWithFunctor[102X (for IsCapNaturalTransformation, IsCapFunctor)  2.5-6
  [2XIdentityMorphism[102X (for IsCapCategoryObject)  3.7-1
  [2XIdentityTwoCell[102X (for IsCapCategoryMorphism)  5.2-1
  [2XImageEmbedding[102X (for IsCapCategoryObject)  6.11-6
  [2XImageEmbedding[102X (for IsCapCategoryMorphism)  6.11-7
  [2XImageEmbeddingWithGivenImageObject[102X (for IsCapCategoryMorphism, IsCapCategoryObject)  6.11-8
  [2XImageObject[102X (for IsCapCategoryMorphism)  6.11-5
  [2XInitialObject[102X (for IsCapCategory)  6.5-1
  [2XInitialObject[102X (for IsCapCategoryCell)  6.5-2
  [2XInitialObjectFunctorial[102X (for IsCapCategory)  6.5-8
  [2XInjectionOfCofactor[102X  6.13-1
  [2XInjectionOfCofactorOfCoproduct[102X (for IsList, IsInt)  6.7-5
  [2XInjectionOfCofactorOfCoproductOp[102X (for IsList, IsInt, IsCapCategoryObject)  6.7-6
  [2XInjectionOfCofactorOfCoproductWithGivenCoproduct[102X (for IsList, IsInt, IsCapCategoryObject)  6.7-7
  [2XInjectionOfCofactorOfDirectSum[102X (for IsList, IsInt)  6.6-5
  [2XInjectionOfCofactorOfDirectSumOp[102X (for IsList, IsInt, IsCapCategoryObject)  6.6-6
  [2XInjectionOfCofactorOfDirectSumWithGivenDirectSum[102X (for IsList, IsInt, IsCapCategoryObject)  6.6-7
  [2XInjectionOfCofactorOfPushout[102X (for IsList, IsInt)  6.10-16
  [2XInjectionOfCofactorOfPushoutOp[102X (for IsList, IsInt, IsCapCategoryMorphism)  6.10-17
  [2XInjectionOfCofactorOfPushoutWithGivenPushout[102X (for IsList, IsInt, IsCapCategoryObject)  6.10-18
  [2XInstallDerivationForCategory[102X (for IsDerivedMethod, IsPosInt, IsCapCategory)  8.2-12
  [2XInstallDerivationsUsingOperation[102X (for IsOperationWeightList, IsString)  8.4-8
  [2XInstallFunctor[102X (for IsCapFunctor, IsString)  2.4-7
  [2XInstallMethodWithToDoForIsWellDefined[102X  10.2-1
  [2XInstallNaturalTransformation[102X (for IsCapNaturalTransformation, IsString)  2.5-5
  [2XInstallSetWithToDoForIsWellDefined[102X (for IsObject, IsString, IsList)  10.2-2
  [2XInternalHomOnMorphisms[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  7.4-3
  [2XInternalHomOnMorphismsWithGivenInternalHoms[102X (for IsCapCategoryObject, IsCapCategoryMorphism, IsCapCategoryMorphism, IsCapCategoryObject)  7.4-4
  [2XInternalHomOnObjects[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.4-1
  [2XInternalHomToTensorProductAdjunctionMap[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryMorphism)  7.4-14
  [2XInverseMorphismFromCoimageToImage[102X (for IsCapCategoryMorphism)  6.12-4
  [2XInverseMorphismFromCoimageToImageWithGivenObjects[102X (for IsCapCategoryObject, IsCapCategoryMorphism, IsCapCategoryObject)  6.12-5
  [2XIsApplicableToCategory[102X (for IsDerivedMethod, IsCapCategory)  8.2-7
  [2XIsCapCategory[102X (for IsObject)  1.1-1
  [2XIsCapCategoryAsCatObject[102X (for IsCapCategoryObject)  2.2-1
  [2XIsCapCategoryCell[102X (for IsObject)  1.1-2
  [2XIsCapCategoryMorphism[102X (for IsCapCategoryCell and IsAdditiveElementWithInverse)  1.1-4
  [2XIsCapCategoryObject[102X (for IsCapCategoryCell)  1.1-3
  [2XIsCapCategoryTwoCell[102X (for IsCapCategoryCell)  1.1-5
  [2XIsCapFunctor[102X (for IsCapCategoryMorphism)  2.2-2
  [2XIsCapNaturalTransformation[102X (for IsCapCategoryTwoCell)  2.2-3
  [2XIsCodominating[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.6-7
  [2XIsCongruentForMorphisms[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.4-1
  [2XIsDerivedMethod[102X (for IsObject)  8.2-1
  [2XIsDerivedMethodGraph[102X (for IsObject)  8.3-1
  [2XIsDominating[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.6-5
  [2XIsEmptyHeap[102X (for IsStringMinHeap)  8.5-6
  [2XIsEqualAsFactorobjects[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.6-3
  [2XIsEqualAsSubobjects[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.6-1
  [2XIsEqualForCacheForMorphisms[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.12-1
  [2XIsEqualForCacheForObjects[102X (for IsCapCategoryObject, IsCapCategoryObject)  4.4-1
  [2XIsEqualForMorphisms[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.4-3
  [2XIsEqualForMorphismsOnMor[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.4-5
  [2XIsEqualForObjects[102X (for IsCapCategoryObject, IsCapCategoryObject)  4.2-1
  [2XIsIdenticalToIdentityMorphism[102X (for IsCapCategoryMorphism)  3.3-1
  [2XIsIdenticalToZeroMorphism[102X (for IsCapCategoryMorphism)  3.3-3
  [2XIsomorphismFromCoimageToCokernelOfKernel[102X (for IsCapCategoryMorphism)  6.12-7
  [2XIsomorphismFromCokernelOfDiagonalDifferenceToPushout[102X (for IsList)  6.10-4
  [2XIsomorphismFromCokernelOfDiagonalDifferenceToPushoutOp[102X (for IsList, IsCapCategoryMorphism)  6.10-5
  [2XIsomorphismFromCokernelOfKernelToCoimage[102X (for IsCapCategoryMorphism)  6.12-9
  [2XIsomorphismFromCoproductToDirectSum[102X (for IsList)  6.6-20
  [2XIsomorphismFromCoproductToDirectSumOp[102X (for IsList, IsCapCategoryObject)  6.6-21
  [2XIsomorphismFromDirectProductToDirectSum[102X (for IsList)  6.6-16
  [2XIsomorphismFromDirectProductToDirectSumOp[102X (for IsList, IsCapCategoryObject)  6.6-17
  [2XIsomorphismFromDirectSumToCoproduct[102X (for IsList)  6.6-18
  [2XIsomorphismFromDirectSumToCoproductOp[102X (for IsList, IsCapCategoryObject)  6.6-19
  [2XIsomorphismFromDirectSumToDirectProduct[102X (for IsList)  6.6-14
  [2XIsomorphismFromDirectSumToDirectProductOp[102X (for IsList, IsCapCategoryObject)  6.6-15
  [2XIsomorphismFromDualToInternalHom[102X (for IsCapCategoryObject)  7.4-56
  [2XIsomorphismFromFiberProductToKernelOfDiagonalDifference[102X (for IsList)  6.9-1
  [2XIsomorphismFromFiberProductToKernelOfDiagonalDifferenceOp[102X (for IsList, IsCapCategoryMorphism)  6.9-2
  [2XIsomorphismFromImageObjectToKernelOfCokernel[102X (for IsCapCategoryMorphism)  6.11-1
  [2XIsomorphismFromInitialObjectToZeroObject[102X (for IsCapCategory)  6.3-10
  [2XIsomorphismFromInternalHomToDual[102X (for IsCapCategoryObject)  7.4-58
  [2XIsomorphismFromInternalHomToObject[102X (for IsCapCategoryObject)  7.4-69
  [2XIsomorphismFromInternalHomToObjectWithGivenInternalHom[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.4-70
  [2XIsomorphismFromInternalHomToTensorProduct[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.4-50
  [2XIsomorphismFromKernelOfCokernelToImageObject[102X (for IsCapCategoryMorphism)  6.11-3
  [2XIsomorphismFromKernelOfDiagonalDifferenceToFiberProduct[102X (for IsList)  6.9-4
  [2XIsomorphismFromKernelOfDiagonalDifferenceToFiberProductOp[102X (for IsList, IsCapCategoryMorphism)  6.9-5
  [2XIsomorphismFromObjectToInternalHom[102X (for IsCapCategoryObject)  7.4-66
  [2XIsomorphismFromObjectToInternalHomWithGivenInternalHom[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.4-67
  [2XIsomorphismFromPushoutToCokernelOfDiagonalDifference[102X (for IsList)  6.10-1
  [2XIsomorphismFromPushoutToCokernelOfDiagonalDifferenceOp[102X (for IsList, IsCapCategoryMorphism)  6.10-2
  [2XIsomorphismFromTensorProductToInternalHom[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.4-45
  [2XIsomorphismFromTerminalObjectToZeroObject[102X (for IsCapCategory)  6.3-12
  [2XIsomorphismFromZeroObjectToInitialObject[102X (for IsCapCategory)  6.3-9
  [2XIsomorphismFromZeroObjectToTerminalObject[102X (for IsCapCategory)  6.3-11
  [2XIsOperationWeightList[102X (for IsObject)  8.4-1
  [2XIsStringMinHeap[102X (for IsObject)  8.5-1
  [2XIsWellDefined[102X (for IsCapCategoryCell)  1.6-1
  [2XIsWellDefinedForMorphisms[102X (for IsCapCategoryMorphism)  3.8-1
  [2XIsWellDefinedForObjects[102X (for IsCapCategoryObject)  4.5-1
  [2XIsWellDefinedForTwoCells[102X (for IsCapCategoryTwoCell)  5.3-1
  [2XIsZeroForMorphisms[102X (for IsCapCategoryMorphism)  3.5-1
  [2XIsZeroForObjects[102X (for IsCapCategoryObject)  4.3-5
  [2XKernelEmbedding[102X (for IsCapCategoryMorphism)  6.1-2
  [2XKernelEmbedding[102X (for IsCapCategoryObject)  6.1-3
  [2XKernelEmbeddingWithGivenKernelObject[102X (for IsCapCategoryMorphism, IsCapCategoryObject)  6.1-4
  [2XKernelLift[102X (for IsCapCategoryObject, IsCapCategoryMorphism)  6.1-5
  [2XKernelLift[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  6.1-6
  [2XKernelLiftWithGivenKernelObject[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism, IsCapCategoryObject)  6.1-7
  [2XKernelObject[102X (for IsCapCategoryMorphism)  6.1-1
  [2XKernelObjectFunctorial[102X (for IsList)  6.1-13
  [2XKernelObjectFunctorial[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism, IsCapCategoryMorphism)  6.1-14
  [2XLambdaElimination[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryMorphism)  7.4-64
  [2XLambdaIntroduction[102X (for IsCapCategoryMorphism)  7.4-62
  [2XLeftDistributivityExpanding[102X (for IsCapCategoryObject, IsList)  7.1-26
  [2XLeftDistributivityExpandingWithGivenObjects[102X (for IsCapCategoryObject, IsCapCategoryObject, IsList, IsCapCategoryObject)  7.1-27
  [2XLeftDistributivityFactoring[102X (for IsCapCategoryObject, IsList)  7.1-29
  [2XLeftDistributivityFactoringWithGivenObjects[102X (for IsCapCategoryObject, IsCapCategoryObject, IsList, IsCapCategoryObject)  7.1-30
  [2XLeftUnitor[102X (for IsCapCategoryObject)  7.1-14
  [2XLeftUnitorInverse[102X (for IsCapCategoryObject)  7.1-17
  [2XLeftUnitorInverseWithGivenTensorProduct[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.1-18
  [2XLeftUnitorWithGivenTensorProduct[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.1-15
  [2XLift[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.10-1
  [2XLiftAlongMonomorphism[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.9-1
  [2XMakeDerivation[102X (for IsString, IsFunction, IsDenseList,IsPosInt, IsDenseList, IsFunction)  8.2-2
  [2XMakeDerivationGraph[102X (for IsDenseList)  8.3-2
  [2XMakeOperationWeightList[102X (for IsCapCategory, IsDerivedMethodGraph)  8.4-2
  [2XMonoidalPostComposeMorphism[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.4-19
  [2XMonoidalPostComposeMorphismWithGivenObjects[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.4-20
  [2XMonoidalPreComposeMorphism[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.4-16
  [2XMonoidalPreComposeMorphismWithGivenObjects[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.4-17
  [2XMorphismBetweenDirectSums[102X (for IsList)  6.6-22
  [2XMorphismBetweenDirectSumsOp[102X (for IsList, IsInt, IsInt, IsCapCategoryMorphism)  6.6-23
  [2XMorphismCache[102X (for IsCapFunctor)  10.1-2
  [2XMorphismFilter[102X (for IsCapCategory)  1.3-4
  [2XMorphismFromBidual[102X (for IsCapCategoryObject)  7.5-4
  [2XMorphismFromBidualWithGivenBidual[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.5-5
  [2XMorphismFromCoimageToImage[102X (for IsCapCategoryMorphism)  6.12-1
  [2XMorphismFromCoimageToImageWithGivenObjects[102X (for IsCapCategoryObject, IsCapCategoryMorphism, IsCapCategoryObject)  6.12-2
  [2XMorphismFromInternalHomToTensorProduct[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.4-47
  [2XMorphismFromInternalHomToTensorProductWithGivenObjects[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.4-48
  [2XMorphismFromTensorProductToInternalHom[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.4-42
  [2XMorphismFromTensorProductToInternalHomWithGivenObjects[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.4-43
  [2XMorphismFromZeroObject[102X (for IsCapCategoryObject)  6.3-3
  [2XMorphismIntoZeroObject[102X (for IsCapCategoryObject)  6.3-4
  [2XMorphismToBidual[102X (for IsCapCategoryObject)  7.4-33
  [2XMorphismToBidualWithGivenBidual[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.4-34
  [2XName[102X (for IsCapNaturalTransformation)  2.5-1
  [2XNaturalTransformation[102X (for IsCapFunctor, IsCapFunctor)  2.5-2
  [2XObjectCache[102X (for IsCapFunctor)  10.1-1
  [2XObjectFilter[102X (for IsCapCategory)  1.3-3
  [2XOperations[102X (for IsDerivedMethodGraph)  8.3-15
  [2XOperationWeightUsingDerivation[102X (for IsOperationWeightList, IsDerivedMethod)  8.4-6
  [2XPostCompose[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.7-6
  [2XPostCompose[102X (for IsList)  3.7-7
  [2XPreCompose[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  3.7-3
  [2XPreCompose[102X (for IsList)  3.7-4
  [2XPrintDerivationTree[102X (for IsOperationWeightList, IsString)  8.4-11
  [2XPrintTree[102X (for IsObject, IsFunction, IsFunction)  8.4-12
  [2XPrintTreeRec[102X (for IsObject, IsFunction, IsFunction, IsInt)  8.4-13
  [2XProjectionInFactor[102X  6.13-2
  [2XProjectionInFactorOfDirectProduct[102X (for IsList, IsInt)  6.8-2
  [2XProjectionInFactorOfDirectProductOp[102X (for IsList, IsInt, IsCapCategoryObject)  6.8-3
  [2XProjectionInFactorOfDirectProductWithGivenDirectProduct[102X (for IsList, IsInt, IsCapCategoryObject)  6.8-4
  [2XProjectionInFactorOfDirectSum[102X (for IsList, IsInt)  6.6-2
  [2XProjectionInFactorOfDirectSumOp[102X (for IsList, IsInt, IsCapCategoryObject)  6.6-3
  [2XProjectionInFactorOfDirectSumWithGivenDirectSum[102X (for IsList, IsInt, IsCapCategoryObject)  6.6-4
  [2XProjectionInFactorOfFiberProduct[102X (for IsList, IsInt)  6.9-15
  [2XProjectionInFactorOfFiberProductOp[102X (for IsList, IsInt, IsCapCategoryMorphism)  6.9-16
  [2XProjectionInFactorOfFiberProductWithGivenFiberProduct[102X (for IsList, IsInt, IsCapCategoryObject)  6.9-17
  [2XPushout[102X (for IsList)  6.10-13
  [2XPushout[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  6.10-14
  [2XPushoutFunctorial[102X (for IsList)  6.10-27
  [2XPushoutFunctorialOp[102X (for IsList, IsCapCategoryMorphism)  6.10-29
  [2XPushoutOp[102X (for IsList, IsCapCategoryMorphism)  6.10-15
  [2XRange[102X (for IsCapCategoryMorphism)  3.1-3
  [2XRange[102X (for IsCapCategoryTwoCell)  5.1-2
  [2XRankMorphism[102X (for IsCapCategoryObject)  7.4-54
  [2XReevaluate[102X (for IsOperationWeightList)  8.4-9
  [2XRightDistributivityExpanding[102X (for IsList, IsCapCategoryObject)  7.1-32
  [2XRightDistributivityExpandingWithGivenObjects[102X (for IsCapCategoryObject, IsList, IsCapCategoryObject, IsCapCategoryObject)  7.1-33
  [2XRightDistributivityFactoring[102X (for IsList, IsCapCategoryObject)  7.1-35
  [2XRightDistributivityFactoringWithGivenObjects[102X (for IsCapCategoryObject, IsList, IsCapCategoryObject, IsCapCategoryObject)  7.1-36
  [2XRightUnitor[102X (for IsCapCategoryObject)  7.1-20
  [2XRightUnitorInverse[102X (for IsCapCategoryObject)  7.1-23
  [2XRightUnitorInverseWithGivenTensorProduct[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.1-24
  [2XRightUnitorWithGivenTensorProduct[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.1-21
  [2XSource[102X (for IsCapCategoryMorphism)  3.1-2
  [2XSource[102X (for IsCapCategoryTwoCell)  5.1-1
  [2XStringMinHeap[102X  8.5-2
  [2XSwap[102X (for IsStringMinHeap, IsPosInt, IsPosInt)  8.5-9
  [2XTargetOperation[102X (for IsDerivedMethod)  8.2-8
  [2XTensorProductDualityCompatibilityMorphism[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.4-39
  [2XTensorProductDualityCompatibilityMorphismWithGivenObjects[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.4-40
  [2XTensorProductInternalHomCompatibilityMorphism[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.4-36
  [2XTensorProductInternalHomCompatibilityMorphismInverse[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject)  7.5-1
  [2XTensorProductInternalHomCompatibilityMorphismInverseWithGivenObjects[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsList)  7.5-2
  [2XTensorProductInternalHomCompatibilityMorphismWithGivenObjects[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryObject, IsList)  7.4-37
  [2XTensorProductOnMorphisms[102X (for IsCapCategoryMorphism, IsCapCategoryMorphism)  7.1-3
  [2XTensorProductOnMorphismsWithGivenTensorProducts[102X (for IsCapCategoryObject, IsCapCategoryMorphism, IsCapCategoryMorphism, IsCapCategoryObject)  7.1-4
  [2XTensorProductOnObjects[102X (for IsCapCategoryObject, IsCapCategoryObject)  7.1-1
  [2XTensorProductToInternalHomAdjunctionMap[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryMorphism)  7.4-12
  [2XTensorUnit[102X (for IsCapCategory)  7.1-12
  [2XTerminalObject[102X (for IsCapCategory)  6.4-1
  [2XTerminalObject[102X (for IsCapCategoryCell)  6.4-2
  [2XTerminalObjectFunctorial[102X (for IsCapCategory)  6.4-8
  [2XTraceMap[102X (for IsCapCategoryMorphism)  7.4-52
  [2XTwoCellFilter[102X (for IsCapCategory)  1.3-5
  [2XUniversalMorphismFromCoproduct[102X  6.7-8
  [2XUniversalMorphismFromCoproductOp[102X (for IsList, IsList, IsCapCategoryObject)  6.7-9
  [2XUniversalMorphismFromCoproductWithGivenCoproduct[102X (for IsList, IsList, IsCapCategoryObject)  6.7-10
  [2XUniversalMorphismFromDirectSum[102X  6.6-11
  [2XUniversalMorphismFromDirectSumOp[102X (for IsList, IsList, IsCapCategoryObject)  6.6-12
  [2XUniversalMorphismFromDirectSumWithGivenDirectSum[102X (for IsList, IsList, IsCapCategoryObject)  6.6-13
  [2XUniversalMorphismFromImage[102X (for IsCapCategoryMorphism, IsList)  6.11-12
  [2XUniversalMorphismFromImageWithGivenImageObject[102X (for IsCapCategoryMorphism, IsList, IsCapCategoryObject)  6.11-13
  [2XUniversalMorphismFromInitialObject[102X (for IsCapCategoryObject)  6.5-3
  [2XUniversalMorphismFromInitialObjectWithGivenInitialObject[102X (for IsCapCategoryObject, IsCapCategoryObject)  6.5-4
  [2XUniversalMorphismFromPushout[102X  6.10-19
  [2XUniversalMorphismFromPushoutOp[102X (for IsList, IsList, IsCapCategoryMorphism)  6.10-20
  [2XUniversalMorphismFromPushoutWithGivenPushout[102X (for IsList, IsList, IsCapCategoryObject)  6.10-21
  [2XUniversalMorphismFromZeroObject[102X (for IsCapCategoryObject)  6.3-5
  [2XUniversalMorphismFromZeroObjectWithGivenZeroObject[102X (for IsCapCategoryObject, IsCapCategoryObject)  6.3-6
  [2XUniversalMorphismIntoCoimage[102X (for IsCapCategoryMorphism, IsList)  6.12-18
  [2XUniversalMorphismIntoCoimageWithGivenCoimage[102X (for IsCapCategoryMorphism, IsList, IsCapCategoryObject)  6.12-19
  [2XUniversalMorphismIntoDirectProduct[102X  6.8-5
  [2XUniversalMorphismIntoDirectProductOp[102X (for IsList, IsList, IsCapCategoryObject)  6.8-6
  [2XUniversalMorphismIntoDirectProductWithGivenDirectProduct[102X (for IsList, IsList, IsCapCategoryObject)  6.8-7
  [2XUniversalMorphismIntoDirectSum[102X  6.6-8
  [2XUniversalMorphismIntoDirectSumOp[102X (for IsList, IsList, IsCapCategoryObject)  6.6-9
  [2XUniversalMorphismIntoDirectSumWithGivenDirectSum[102X (for IsList, IsList, IsCapCategoryObject)  6.6-10
  [2XUniversalMorphismIntoFiberProduct[102X  6.9-18
  [2XUniversalMorphismIntoFiberProductOp[102X (for IsList, IsList, IsCapCategoryMorphism)  6.9-19
  [2XUniversalMorphismIntoFiberProductWithGivenFiberProduct[102X (for IsList, IsList, IsCapCategoryObject)  6.9-20
  [2XUniversalMorphismIntoTerminalObject[102X (for IsCapCategoryObject)  6.4-3
  [2XUniversalMorphismIntoTerminalObjectWithGivenTerminalObject[102X (for IsCapCategoryObject, IsCapCategoryObject)  6.4-4
  [2XUniversalMorphismIntoZeroObject[102X (for IsCapCategoryObject)  6.3-7
  [2XUniversalMorphismIntoZeroObjectWithGivenZeroObject[102X (for IsCapCategoryObject, IsCapCategoryObject)  6.3-8
  [2XUniversalPropertyOfDual[102X (for IsCapCategoryObject, IsCapCategoryObject, IsCapCategoryMorphism)  7.4-60
  [2XUsedOperationMultiples[102X (for IsDerivedMethod)  8.2-10
  [2XUsedOperations[102X (for IsDerivedMethod)  8.2-9
  [2XUsedOperationsWithMultiples[102X (for IsDerivedMethod)  8.2-11
  [2XVerticalPostCompose[102X (for IsCapCategoryTwoCell, IsCapCategoryTwoCell)  5.2-9
  [2XVerticalPreCompose[102X (for IsCapCategoryTwoCell, IsCapCategoryTwoCell)  5.2-7
  [2XWasCreatedAsCokernelObject[102X  10.3-2
  [2XWasCreatedAsCoproduct[102X  10.3-7
  [2XWasCreatedAsDirectProduct[102X  10.3-8
  [2XWasCreatedAsDirectSum[102X  10.3-6
  [2XWasCreatedAsFiberProduct[102X  10.3-9
  [2XWasCreatedAsImageObject[102X  10.3-11
  [2XWasCreatedAsInitialObject[102X  10.3-5
  [2XWasCreatedAsKernelObject[102X  10.3-1
  [2XWasCreatedAsPushout[102X  10.3-10
  [2XWasCreatedAsTerminalObject[102X  10.3-4
  [2XWasCreatedAsZeroObject[102X  10.3-3
  [2XZeroMorphism[102X (for IsCapCategoryObject, IsCapCategoryObject)  3.5-7
  [2XZeroObject[102X (for IsCapCategory)  6.3-1
  [2XZeroObject[102X (for IsCapCategoryCell)  6.3-2
  
  
  -------------------------------------------------------
