coq-8.17.1-1.fc38 RPM for aarch64

From Fedora 38 updates for aarch64 / Packages / c

Coq is a formal proof management system.  It provides a formal language
to write mathematical definitions, executable algorithms and theorems
together with an environment for semi-interactive development of
machine-checked proofs.

Typical applications include the certification of properties of
programming languages (e.g. the CompCert compiler certification project,
or the Bedrock verified low-level programming library), the formalization
of mathematics (e.g. the full formalization of the Feit-Thompson theorem
or homotopy type theory) and teaching.

Provides

• coq
• coq(aarch-64)
• ocaml(NCoq_Arith_Arith)
• ocaml(NCoq_Arith_Arith_base)
• ocaml(NCoq_Arith_Arith_prebase)
• ocaml(NCoq_Arith_Between)
• ocaml(NCoq_Arith_Bool_nat)
• ocaml(NCoq_Arith_Cantor)
• ocaml(NCoq_Arith_Compare)
• ocaml(NCoq_Arith_Compare_dec)
• ocaml(NCoq_Arith_Div2)
• ocaml(NCoq_Arith_EqNat)
• ocaml(NCoq_Arith_Euclid)
• ocaml(NCoq_Arith_Even)
• ocaml(NCoq_Arith_Factorial)
• ocaml(NCoq_Arith_Gt)
• ocaml(NCoq_Arith_Le)
• ocaml(NCoq_Arith_Lt)
• ocaml(NCoq_Arith_Max)
• ocaml(NCoq_Arith_Min)
• ocaml(NCoq_Arith_Minus)
• ocaml(NCoq_Arith_Mult)
• ocaml(NCoq_Arith_PeanoNat)
• ocaml(NCoq_Arith_Peano_dec)
• ocaml(NCoq_Arith_Plus)
• ocaml(NCoq_Arith_Wf_nat)
• ocaml(NCoq_Array_PArray)
• ocaml(NCoq_Bool_Bool)
• ocaml(NCoq_Bool_BoolEq)
• ocaml(NCoq_Bool_BoolOrder)
• ocaml(NCoq_Bool_Bvector)
• ocaml(NCoq_Bool_DecBool)
• ocaml(NCoq_Bool_IfProp)
• ocaml(NCoq_Bool_Sumbool)
• ocaml(NCoq_Bool_Zerob)
• ocaml(NCoq_Classes_CEquivalence)
• ocaml(NCoq_Classes_CMorphisms)
• ocaml(NCoq_Classes_CRelationClasses)
• ocaml(NCoq_Classes_DecidableClass)
• ocaml(NCoq_Classes_EquivDec)
• ocaml(NCoq_Classes_Equivalence)
• ocaml(NCoq_Classes_Init)
• ocaml(NCoq_Classes_Morphisms)
• ocaml(NCoq_Classes_Morphisms_Prop)
• ocaml(NCoq_Classes_Morphisms_Relations)
• ocaml(NCoq_Classes_RelationClasses)
• ocaml(NCoq_Classes_RelationPairs)
• ocaml(NCoq_Classes_SetoidClass)
• ocaml(NCoq_Classes_SetoidDec)
• ocaml(NCoq_Classes_SetoidTactics)
• ocaml(NCoq_Compat_AdmitAxiom)
• ocaml(NCoq_Compat_Coq815)
• ocaml(NCoq_Compat_Coq816)
• ocaml(NCoq_Compat_Coq817)
• ocaml(NCoq_FSets_FMapAVL)
• ocaml(NCoq_FSets_FMapFacts)
• ocaml(NCoq_FSets_FMapFullAVL)
• ocaml(NCoq_FSets_FMapInterface)
• ocaml(NCoq_FSets_FMapList)
• ocaml(NCoq_FSets_FMapPositive)
• ocaml(NCoq_FSets_FMapWeakList)
• ocaml(NCoq_FSets_FMaps)
• ocaml(NCoq_FSets_FSetAVL)
• ocaml(NCoq_FSets_FSetBridge)
• ocaml(NCoq_FSets_FSetCompat)
• ocaml(NCoq_FSets_FSetDecide)
• ocaml(NCoq_FSets_FSetEqProperties)
• ocaml(NCoq_FSets_FSetFacts)
• ocaml(NCoq_FSets_FSetInterface)
• ocaml(NCoq_FSets_FSetList)
• ocaml(NCoq_FSets_FSetPositive)
• ocaml(NCoq_FSets_FSetProperties)
• ocaml(NCoq_FSets_FSetToFiniteSet)
• ocaml(NCoq_FSets_FSetWeakList)
• ocaml(NCoq_FSets_FSets)
• ocaml(NCoq_Floats_FloatAxioms)
• ocaml(NCoq_Floats_FloatClass)
• ocaml(NCoq_Floats_FloatLemmas)
• ocaml(NCoq_Floats_FloatOps)
• ocaml(NCoq_Floats_Floats)
• ocaml(NCoq_Floats_PrimFloat)
• ocaml(NCoq_Floats_SpecFloat)
• ocaml(NCoq_Init_Byte)
• ocaml(NCoq_Init_Datatypes)
• ocaml(NCoq_Init_Decimal)
• ocaml(NCoq_Init_Hexadecimal)
• ocaml(NCoq_Init_Logic)
• ocaml(NCoq_Init_Ltac)
• ocaml(NCoq_Init_Nat)
• ocaml(NCoq_Init_Notations)
• ocaml(NCoq_Init_Number)
• ocaml(NCoq_Init_Peano)
• ocaml(NCoq_Init_Prelude)
• ocaml(NCoq_Init_Specif)
• ocaml(NCoq_Init_Tactics)
• ocaml(NCoq_Init_Tauto)
• ocaml(NCoq_Init_Wf)
• ocaml(NCoq_Lists_List)
• ocaml(NCoq_Lists_ListDec)
• ocaml(NCoq_Lists_ListSet)
• ocaml(NCoq_Lists_ListTactics)
• ocaml(NCoq_Lists_SetoidList)
• ocaml(NCoq_Lists_SetoidPermutation)
• ocaml(NCoq_Lists_StreamMemo)
• ocaml(NCoq_Lists_Streams)
• ocaml(NCoq_Logic_Adjointification)
• ocaml(NCoq_Logic_Berardi)
• ocaml(NCoq_Logic_ChoiceFacts)
• ocaml(NCoq_Logic_Classical)
• ocaml(NCoq_Logic_ClassicalChoice)
• ocaml(NCoq_Logic_ClassicalDescription)
• ocaml(NCoq_Logic_ClassicalEpsilon)
• ocaml(NCoq_Logic_ClassicalFacts)
• ocaml(NCoq_Logic_ClassicalUniqueChoice)
• ocaml(NCoq_Logic_Classical_Pred_Type)
• ocaml(NCoq_Logic_Classical_Prop)
• ocaml(NCoq_Logic_ConstructiveEpsilon)
• ocaml(NCoq_Logic_Decidable)
• ocaml(NCoq_Logic_Description)
• ocaml(NCoq_Logic_Diaconescu)
• ocaml(NCoq_Logic_Epsilon)
• ocaml(NCoq_Logic_Eqdep)
• ocaml(NCoq_Logic_EqdepFacts)
• ocaml(NCoq_Logic_Eqdep_dec)
• ocaml(NCoq_Logic_ExtensionalFunctionRepresentative)
• ocaml(NCoq_Logic_ExtensionalityFacts)
• ocaml(NCoq_Logic_FinFun)
• ocaml(NCoq_Logic_FunctionalExtensionality)
• ocaml(NCoq_Logic_HLevels)
• ocaml(NCoq_Logic_Hurkens)
• ocaml(NCoq_Logic_IndefiniteDescription)
• ocaml(NCoq_Logic_JMeq)
• ocaml(NCoq_Logic_ProofIrrelevance)
• ocaml(NCoq_Logic_ProofIrrelevanceFacts)
• ocaml(NCoq_Logic_PropExtensionality)
• ocaml(NCoq_Logic_PropExtensionalityFacts)
• ocaml(NCoq_Logic_PropFacts)
• ocaml(NCoq_Logic_RelationalChoice)
• ocaml(NCoq_Logic_SetIsType)
• ocaml(NCoq_Logic_SetoidChoice)
• ocaml(NCoq_Logic_StrictProp)
• ocaml(NCoq_Logic_WKL)
• ocaml(NCoq_Logic_WeakFan)
• ocaml(NCoq_MSets_MSetAVL)
• ocaml(NCoq_MSets_MSetDecide)
• ocaml(NCoq_MSets_MSetEqProperties)
• ocaml(NCoq_MSets_MSetFacts)
• ocaml(NCoq_MSets_MSetGenTree)
• ocaml(NCoq_MSets_MSetInterface)
• ocaml(NCoq_MSets_MSetList)
• ocaml(NCoq_MSets_MSetPositive)
• ocaml(NCoq_MSets_MSetProperties)
• ocaml(NCoq_MSets_MSetRBT)
• ocaml(NCoq_MSets_MSetToFiniteSet)
• ocaml(NCoq_MSets_MSetWeakList)
• ocaml(NCoq_MSets_MSets)
• ocaml(NCoq_NArith_BinNat)
• ocaml(NCoq_NArith_BinNatDef)
• ocaml(NCoq_NArith_NArith)
• ocaml(NCoq_NArith_Ndec)
• ocaml(NCoq_NArith_Ndigits)
• ocaml(NCoq_NArith_Ndist)
• ocaml(NCoq_NArith_Ndiv_def)
• ocaml(NCoq_NArith_Ngcd_def)
• ocaml(NCoq_NArith_Nnat)
• ocaml(NCoq_NArith_Nsqrt_def)
• ocaml(NCoq_Numbers_AltBinNotations)
• ocaml(NCoq_Numbers_BinNums)
• ocaml(NCoq_Numbers_Cyclic_Abstract_CarryType)
• ocaml(NCoq_Numbers_Cyclic_Abstract_CyclicAxioms)
• ocaml(NCoq_Numbers_Cyclic_Abstract_DoubleType)
• ocaml(NCoq_Numbers_Cyclic_Abstract_NZCyclic)
• ocaml(NCoq_Numbers_Cyclic_Int31_Cyclic31)
• ocaml(NCoq_Numbers_Cyclic_Int31_Int31)
• ocaml(NCoq_Numbers_Cyclic_Int31_Ring31)
• ocaml(NCoq_Numbers_Cyclic_Int63_Cyclic63)
• ocaml(NCoq_Numbers_Cyclic_Int63_PrimInt63)
• ocaml(NCoq_Numbers_Cyclic_Int63_Ring63)
• ocaml(NCoq_Numbers_Cyclic_Int63_Sint63)
• ocaml(NCoq_Numbers_Cyclic_Int63_Uint63)
• ocaml(NCoq_Numbers_Cyclic_ZModulo_ZModulo)
• ocaml(NCoq_Numbers_DecimalFacts)
• ocaml(NCoq_Numbers_DecimalN)
• ocaml(NCoq_Numbers_DecimalNat)
• ocaml(NCoq_Numbers_DecimalPos)
• ocaml(NCoq_Numbers_DecimalQ)
• ocaml(NCoq_Numbers_DecimalR)
• ocaml(NCoq_Numbers_DecimalString)
• ocaml(NCoq_Numbers_DecimalZ)
• ocaml(NCoq_Numbers_HexadecimalFacts)
• ocaml(NCoq_Numbers_HexadecimalN)
• ocaml(NCoq_Numbers_HexadecimalNat)
• ocaml(NCoq_Numbers_HexadecimalPos)
• ocaml(NCoq_Numbers_HexadecimalQ)
• ocaml(NCoq_Numbers_HexadecimalR)
• ocaml(NCoq_Numbers_HexadecimalString)
• ocaml(NCoq_Numbers_HexadecimalZ)
• ocaml(NCoq_Numbers_Integer_Abstract_ZAdd)
• ocaml(NCoq_Numbers_Integer_Abstract_ZAddOrder)
• ocaml(NCoq_Numbers_Integer_Abstract_ZAxioms)
• ocaml(NCoq_Numbers_Integer_Abstract_ZBase)
• ocaml(NCoq_Numbers_Integer_Abstract_ZBits)
• ocaml(NCoq_Numbers_Integer_Abstract_ZDivEucl)
• ocaml(NCoq_Numbers_Integer_Abstract_ZDivFloor)
• ocaml(NCoq_Numbers_Integer_Abstract_ZDivTrunc)
• ocaml(NCoq_Numbers_Integer_Abstract_ZGcd)
• ocaml(NCoq_Numbers_Integer_Abstract_ZLcm)
• ocaml(NCoq_Numbers_Integer_Abstract_ZLt)
• ocaml(NCoq_Numbers_Integer_Abstract_ZMaxMin)
• ocaml(NCoq_Numbers_Integer_Abstract_ZMul)
• ocaml(NCoq_Numbers_Integer_Abstract_ZMulOrder)
• ocaml(NCoq_Numbers_Integer_Abstract_ZParity)
• ocaml(NCoq_Numbers_Integer_Abstract_ZPow)
• ocaml(NCoq_Numbers_Integer_Abstract_ZProperties)
• ocaml(NCoq_Numbers_Integer_Abstract_ZSgnAbs)
• ocaml(NCoq_Numbers_Integer_Binary_ZBinary)
• ocaml(NCoq_Numbers_Integer_NatPairs_ZNatPairs)
• ocaml(NCoq_Numbers_NaryFunctions)
• ocaml(NCoq_Numbers_NatInt_NZAdd)
• ocaml(NCoq_Numbers_NatInt_NZAddOrder)
• ocaml(NCoq_Numbers_NatInt_NZAxioms)
• ocaml(NCoq_Numbers_NatInt_NZBase)
• ocaml(NCoq_Numbers_NatInt_NZBits)
• ocaml(NCoq_Numbers_NatInt_NZDiv)
• ocaml(NCoq_Numbers_NatInt_NZDomain)
• ocaml(NCoq_Numbers_NatInt_NZGcd)
• ocaml(NCoq_Numbers_NatInt_NZLog)
• ocaml(NCoq_Numbers_NatInt_NZMul)
• ocaml(NCoq_Numbers_NatInt_NZMulOrder)
• ocaml(NCoq_Numbers_NatInt_NZOrder)
• ocaml(NCoq_Numbers_NatInt_NZParity)
• ocaml(NCoq_Numbers_NatInt_NZPow)
• ocaml(NCoq_Numbers_NatInt_NZProperties)
• ocaml(NCoq_Numbers_NatInt_NZSqrt)
• ocaml(NCoq_Numbers_Natural_Abstract_NAdd)
• ocaml(NCoq_Numbers_Natural_Abstract_NAddOrder)
• ocaml(NCoq_Numbers_Natural_Abstract_NAxioms)
• ocaml(NCoq_Numbers_Natural_Abstract_NBase)
• ocaml(NCoq_Numbers_Natural_Abstract_NBits)
• ocaml(NCoq_Numbers_Natural_Abstract_NDefOps)
• ocaml(NCoq_Numbers_Natural_Abstract_NDiv)
• ocaml(NCoq_Numbers_Natural_Abstract_NDiv0)
• ocaml(NCoq_Numbers_Natural_Abstract_NGcd)
• ocaml(NCoq_Numbers_Natural_Abstract_NIso)
• ocaml(NCoq_Numbers_Natural_Abstract_NLcm)
• ocaml(NCoq_Numbers_Natural_Abstract_NLcm0)
• ocaml(NCoq_Numbers_Natural_Abstract_NLog)
• ocaml(NCoq_Numbers_Natural_Abstract_NMaxMin)
• ocaml(NCoq_Numbers_Natural_Abstract_NMulOrder)
• ocaml(NCoq_Numbers_Natural_Abstract_NOrder)
• ocaml(NCoq_Numbers_Natural_Abstract_NParity)
• ocaml(NCoq_Numbers_Natural_Abstract_NPow)
• ocaml(NCoq_Numbers_Natural_Abstract_NProperties)
• ocaml(NCoq_Numbers_Natural_Abstract_NSqrt)
• ocaml(NCoq_Numbers_Natural_Abstract_NStrongRec)
• ocaml(NCoq_Numbers_Natural_Abstract_NSub)
• ocaml(NCoq_Numbers_Natural_Binary_NBinary)
• ocaml(NCoq_Numbers_Natural_Peano_NPeano)
• ocaml(NCoq_Numbers_NumPrelude)
• ocaml(NCoq_PArith_BinPos)
• ocaml(NCoq_PArith_BinPosDef)
• ocaml(NCoq_PArith_PArith)
• ocaml(NCoq_PArith_POrderedType)
• ocaml(NCoq_PArith_Pnat)
• ocaml(NCoq_Program_Basics)
• ocaml(NCoq_Program_Combinators)
• ocaml(NCoq_Program_Equality)
• ocaml(NCoq_Program_Program)
• ocaml(NCoq_Program_Subset)
• ocaml(NCoq_Program_Syntax)
• ocaml(NCoq_Program_Tactics)
• ocaml(NCoq_Program_Utils)
• ocaml(NCoq_Program_Wf)
• ocaml(NCoq_QArith_QArith)
• ocaml(NCoq_QArith_QArith_base)
• ocaml(NCoq_QArith_QOrderedType)
• ocaml(NCoq_QArith_Qabs)
• ocaml(NCoq_QArith_Qcabs)
• ocaml(NCoq_QArith_Qcanon)
• ocaml(NCoq_QArith_Qfield)
• ocaml(NCoq_QArith_Qminmax)
• ocaml(NCoq_QArith_Qpower)
• ocaml(NCoq_QArith_Qreals)
• ocaml(NCoq_QArith_Qreduction)
• ocaml(NCoq_QArith_Qring)
• ocaml(NCoq_QArith_Qround)
• ocaml(NCoq_Reals_Abstract_ConstructiveAbs)
• ocaml(NCoq_Reals_Abstract_ConstructiveLUB)
• ocaml(NCoq_Reals_Abstract_ConstructiveLimits)
• ocaml(NCoq_Reals_Abstract_ConstructiveMinMax)
• ocaml(NCoq_Reals_Abstract_ConstructivePower)
• ocaml(NCoq_Reals_Abstract_ConstructiveReals)
• ocaml(NCoq_Reals_Abstract_ConstructiveRealsMorphisms)
• ocaml(NCoq_Reals_Abstract_ConstructiveSum)
• ocaml(NCoq_Reals_Alembert)
• ocaml(NCoq_Reals_AltSeries)
• ocaml(NCoq_Reals_ArithProp)
• ocaml(NCoq_Reals_Binomial)
• ocaml(NCoq_Reals_Cauchy_ConstructiveCauchyAbs)
• ocaml(NCoq_Reals_Cauchy_ConstructiveCauchyReals)
• ocaml(NCoq_Reals_Cauchy_ConstructiveCauchyRealsMult)
• ocaml(NCoq_Reals_Cauchy_ConstructiveExtra)
• ocaml(NCoq_Reals_Cauchy_ConstructiveRcomplete)
• ocaml(NCoq_Reals_Cauchy_PosExtra)
• ocaml(NCoq_Reals_Cauchy_QExtra)
• ocaml(NCoq_Reals_Cauchy_prod)
• ocaml(NCoq_Reals_ClassicalConstructiveReals)
• ocaml(NCoq_Reals_ClassicalDedekindReals)
• ocaml(NCoq_Reals_Cos_plus)
• ocaml(NCoq_Reals_Cos_rel)
• ocaml(NCoq_Reals_DiscrR)
• ocaml(NCoq_Reals_Exp_prop)
• ocaml(NCoq_Reals_Integration)
• ocaml(NCoq_Reals_MVT)
• ocaml(NCoq_Reals_Machin)
• ocaml(NCoq_Reals_NewtonInt)
• ocaml(NCoq_Reals_PSeries_reg)
• ocaml(NCoq_Reals_PartSum)
• ocaml(NCoq_Reals_RIneq)
• ocaml(NCoq_Reals_RList)
• ocaml(NCoq_Reals_ROrderedType)
• ocaml(NCoq_Reals_R_Ifp)
• ocaml(NCoq_Reals_R_sqr)
• ocaml(NCoq_Reals_R_sqrt)
• ocaml(NCoq_Reals_Ranalysis)
• ocaml(NCoq_Reals_Ranalysis1)
• ocaml(NCoq_Reals_Ranalysis2)
• ocaml(NCoq_Reals_Ranalysis3)
• ocaml(NCoq_Reals_Ranalysis4)
• ocaml(NCoq_Reals_Ranalysis5)
• ocaml(NCoq_Reals_Ranalysis_reg)
• ocaml(NCoq_Reals_Ratan)
• ocaml(NCoq_Reals_Raxioms)
• ocaml(NCoq_Reals_Rbase)
• ocaml(NCoq_Reals_Rbasic_fun)
• ocaml(NCoq_Reals_Rcomplete)
• ocaml(NCoq_Reals_Rdefinitions)
• ocaml(NCoq_Reals_Rderiv)
• ocaml(NCoq_Reals_Reals)
• ocaml(NCoq_Reals_Rfunctions)
• ocaml(NCoq_Reals_Rgeom)
• ocaml(NCoq_Reals_RiemannInt)
• ocaml(NCoq_Reals_RiemannInt_SF)
• ocaml(NCoq_Reals_Rlimit)
• ocaml(NCoq_Reals_Rlogic)
• ocaml(NCoq_Reals_Rminmax)
• ocaml(NCoq_Reals_Rpow_def)
• ocaml(NCoq_Reals_Rpower)
• ocaml(NCoq_Reals_Rprod)
• ocaml(NCoq_Reals_Rregisternames)
• ocaml(NCoq_Reals_Rseries)
• ocaml(NCoq_Reals_Rsigma)
• ocaml(NCoq_Reals_Rsqrt_def)
• ocaml(NCoq_Reals_Rtopology)
• ocaml(NCoq_Reals_Rtrigo)
• ocaml(NCoq_Reals_Rtrigo1)
• ocaml(NCoq_Reals_Rtrigo_alt)
• ocaml(NCoq_Reals_Rtrigo_calc)
• ocaml(NCoq_Reals_Rtrigo_def)
• ocaml(NCoq_Reals_Rtrigo_facts)
• ocaml(NCoq_Reals_Rtrigo_fun)
• ocaml(NCoq_Reals_Rtrigo_reg)
• ocaml(NCoq_Reals_Runcountable)
• ocaml(NCoq_Reals_SeqProp)
• ocaml(NCoq_Reals_SeqSeries)
• ocaml(NCoq_Reals_SplitAbsolu)
• ocaml(NCoq_Reals_SplitRmult)
• ocaml(NCoq_Reals_Sqrt_reg)
• ocaml(NCoq_Relations_Operators_Properties)
• ocaml(NCoq_Relations_Relation_Definitions)
• ocaml(NCoq_Relations_Relation_Operators)
• ocaml(NCoq_Relations_Relations)
• ocaml(NCoq_Setoids_Setoid)
• ocaml(NCoq_Sets_Classical_sets)
• ocaml(NCoq_Sets_Constructive_sets)
• ocaml(NCoq_Sets_Cpo)
• ocaml(NCoq_Sets_Ensembles)
• ocaml(NCoq_Sets_Finite_sets)
• ocaml(NCoq_Sets_Finite_sets_facts)
• ocaml(NCoq_Sets_Image)
• ocaml(NCoq_Sets_Infinite_sets)
• ocaml(NCoq_Sets_Integers)
• ocaml(NCoq_Sets_Multiset)
• ocaml(NCoq_Sets_Partial_Order)
• ocaml(NCoq_Sets_Permut)
• ocaml(NCoq_Sets_Powerset)
• ocaml(NCoq_Sets_Powerset_Classical_facts)
• ocaml(NCoq_Sets_Powerset_facts)
• ocaml(NCoq_Sets_Relations_1)
• ocaml(NCoq_Sets_Relations_1_facts)
• ocaml(NCoq_Sets_Relations_2)
• ocaml(NCoq_Sets_Relations_2_facts)
• ocaml(NCoq_Sets_Relations_3)
• ocaml(NCoq_Sets_Relations_3_facts)
• ocaml(NCoq_Sets_Uniset)
• ocaml(NCoq_Sorting_CPermutation)
• ocaml(NCoq_Sorting_Heap)
• ocaml(NCoq_Sorting_Mergesort)
• ocaml(NCoq_Sorting_PermutEq)
• ocaml(NCoq_Sorting_PermutSetoid)
• ocaml(NCoq_Sorting_Permutation)
• ocaml(NCoq_Sorting_Sorted)
• ocaml(NCoq_Sorting_Sorting)
• ocaml(NCoq_Strings_Ascii)
• ocaml(NCoq_Strings_BinaryString)
• ocaml(NCoq_Strings_Byte)
• ocaml(NCoq_Strings_ByteVector)
• ocaml(NCoq_Strings_HexString)
• ocaml(NCoq_Strings_OctalString)
• ocaml(NCoq_Strings_String)
• ocaml(NCoq_Structures_DecidableType)
• ocaml(NCoq_Structures_DecidableTypeEx)
• ocaml(NCoq_Structures_Equalities)
• ocaml(NCoq_Structures_EqualitiesFacts)
• ocaml(NCoq_Structures_GenericMinMax)
• ocaml(NCoq_Structures_OrderedType)
• ocaml(NCoq_Structures_OrderedTypeAlt)
• ocaml(NCoq_Structures_OrderedTypeEx)
• ocaml(NCoq_Structures_Orders)
• ocaml(NCoq_Structures_OrdersAlt)
• ocaml(NCoq_Structures_OrdersEx)
• ocaml(NCoq_Structures_OrdersFacts)
• ocaml(NCoq_Structures_OrdersLists)
• ocaml(NCoq_Structures_OrdersTac)
• ocaml(NCoq_Unicode_Utf8)
• ocaml(NCoq_Unicode_Utf8_core)
• ocaml(NCoq_Vectors_Fin)
• ocaml(NCoq_Vectors_Vector)
• ocaml(NCoq_Vectors_VectorDef)
• ocaml(NCoq_Vectors_VectorEq)
• ocaml(NCoq_Vectors_VectorSpec)
• ocaml(NCoq_Wellfounded_Disjoint_Union)
• ocaml(NCoq_Wellfounded_Inclusion)
• ocaml(NCoq_Wellfounded_Inverse_Image)
• ocaml(NCoq_Wellfounded_Lexicographic_Exponentiation)
• ocaml(NCoq_Wellfounded_Lexicographic_Product)
• ocaml(NCoq_Wellfounded_Transitive_Closure)
• ocaml(NCoq_Wellfounded_Union)
• ocaml(NCoq_Wellfounded_Well_Ordering)
• ocaml(NCoq_Wellfounded_Wellfounded)
• ocaml(NCoq_ZArith_BinInt)
• ocaml(NCoq_ZArith_BinIntDef)
• ocaml(NCoq_ZArith_Int)
• ocaml(NCoq_ZArith_Wf_Z)
• ocaml(NCoq_ZArith_ZArith)
• ocaml(NCoq_ZArith_ZArith_base)
• ocaml(NCoq_ZArith_ZArith_dec)
• ocaml(NCoq_ZArith_Zabs)
• ocaml(NCoq_ZArith_Zbool)
• ocaml(NCoq_ZArith_Zcompare)
• ocaml(NCoq_ZArith_Zcomplements)
• ocaml(NCoq_ZArith_Zdigits)
• ocaml(NCoq_ZArith_Zdiv)
• ocaml(NCoq_ZArith_Zeuclid)
• ocaml(NCoq_ZArith_Zeven)
• ocaml(NCoq_ZArith_Zgcd_alt)
• ocaml(NCoq_ZArith_Zhints)
• ocaml(NCoq_ZArith_Zmax)
• ocaml(NCoq_ZArith_Zmin)
• ocaml(NCoq_ZArith_Zminmax)
• ocaml(NCoq_ZArith_Zmisc)
• ocaml(NCoq_ZArith_Znat)
• ocaml(NCoq_ZArith_Znumtheory)
• ocaml(NCoq_ZArith_Zorder)
• ocaml(NCoq_ZArith_Zpow_alt)
• ocaml(NCoq_ZArith_Zpow_def)
• ocaml(NCoq_ZArith_Zpow_facts)
• ocaml(NCoq_ZArith_Zpower)
• ocaml(NCoq_ZArith_Zquot)
• ocaml(NCoq_ZArith_Zwf)
• ocaml(NCoq_ZArith_auxiliary)
• ocaml(NCoq_btauto_Algebra)
• ocaml(NCoq_btauto_Btauto)
• ocaml(NCoq_btauto_Reflect)
• ocaml(NCoq_derive_Derive)
• ocaml(NCoq_extraction_ExtrHaskellBasic)
• ocaml(NCoq_extraction_ExtrHaskellNatInt)
• ocaml(NCoq_extraction_ExtrHaskellNatInteger)
• ocaml(NCoq_extraction_ExtrHaskellNatNum)
• ocaml(NCoq_extraction_ExtrHaskellString)
• ocaml(NCoq_extraction_ExtrHaskellZInt)
• ocaml(NCoq_extraction_ExtrHaskellZInteger)
• ocaml(NCoq_extraction_ExtrHaskellZNum)
• ocaml(NCoq_extraction_ExtrOCamlFloats)
• ocaml(NCoq_extraction_ExtrOCamlInt63)
• ocaml(NCoq_extraction_ExtrOCamlPArray)
• ocaml(NCoq_extraction_ExtrOcamlBasic)
• ocaml(NCoq_extraction_ExtrOcamlChar)
• ocaml(NCoq_extraction_ExtrOcamlIntConv)
• ocaml(NCoq_extraction_ExtrOcamlNatBigInt)
• ocaml(NCoq_extraction_ExtrOcamlNatInt)
• ocaml(NCoq_extraction_ExtrOcamlNativeString)
• ocaml(NCoq_extraction_ExtrOcamlString)
• ocaml(NCoq_extraction_ExtrOcamlZBigInt)
• ocaml(NCoq_extraction_ExtrOcamlZInt)
• ocaml(NCoq_extraction_Extraction)
• ocaml(NCoq_funind_FunInd)
• ocaml(NCoq_funind_Recdef)
• ocaml(NCoq_micromega_DeclConstant)
• ocaml(NCoq_micromega_Env)
• ocaml(NCoq_micromega_EnvRing)
• ocaml(NCoq_micromega_Fourier)
• ocaml(NCoq_micromega_Fourier_util)
• ocaml(NCoq_micromega_Lia)
• ocaml(NCoq_micromega_Lqa)
• ocaml(NCoq_micromega_Lra)
• ocaml(NCoq_micromega_MExtraction)
• ocaml(NCoq_micromega_OrderedRing)
• ocaml(NCoq_micromega_Psatz)
• ocaml(NCoq_micromega_QMicromega)
• ocaml(NCoq_micromega_RMicromega)
• ocaml(NCoq_micromega_Refl)
• ocaml(NCoq_micromega_RingMicromega)
• ocaml(NCoq_micromega_Tauto)
• ocaml(NCoq_micromega_VarMap)
• ocaml(NCoq_micromega_ZArith_hints)
• ocaml(NCoq_micromega_ZCoeff)
• ocaml(NCoq_micromega_ZMicromega)
• ocaml(NCoq_micromega_Zify)
• ocaml(NCoq_micromega_ZifyBool)
• ocaml(NCoq_micromega_ZifyClasses)
• ocaml(NCoq_micromega_ZifyComparison)
• ocaml(NCoq_micromega_ZifyInst)
• ocaml(NCoq_micromega_ZifyN)
• ocaml(NCoq_micromega_ZifyNat)
• ocaml(NCoq_micromega_ZifyPow)
• ocaml(NCoq_micromega_ZifySint63)
• ocaml(NCoq_micromega_ZifyUint63)
• ocaml(NCoq_micromega_Ztac)
• ocaml(NCoq_nsatz_Nsatz)
• ocaml(NCoq_nsatz_NsatzTactic)
• ocaml(NCoq_omega_OmegaLemmas)
• ocaml(NCoq_omega_PreOmega)
• ocaml(NCoq_rtauto_Bintree)
• ocaml(NCoq_rtauto_Rtauto)
• ocaml(NCoq_setoid_ring_Algebra_syntax)
• ocaml(NCoq_setoid_ring_ArithRing)
• ocaml(NCoq_setoid_ring_BinList)
• ocaml(NCoq_setoid_ring_Cring)
• ocaml(NCoq_setoid_ring_Field)
• ocaml(NCoq_setoid_ring_Field_tac)
• ocaml(NCoq_setoid_ring_Field_theory)
• ocaml(NCoq_setoid_ring_InitialRing)
• ocaml(NCoq_setoid_ring_Integral_domain)
• ocaml(NCoq_setoid_ring_NArithRing)
• ocaml(NCoq_setoid_ring_Ncring)
• ocaml(NCoq_setoid_ring_Ncring_initial)
• ocaml(NCoq_setoid_ring_Ncring_polynom)
• ocaml(NCoq_setoid_ring_Ncring_tac)
• ocaml(NCoq_setoid_ring_RealField)
• ocaml(NCoq_setoid_ring_Ring)
• ocaml(NCoq_setoid_ring_Ring_base)
• ocaml(NCoq_setoid_ring_Ring_polynom)
• ocaml(NCoq_setoid_ring_Ring_tac)
• ocaml(NCoq_setoid_ring_Ring_theory)
• ocaml(NCoq_setoid_ring_Rings_Q)
• ocaml(NCoq_setoid_ring_Rings_R)
• ocaml(NCoq_setoid_ring_Rings_Z)
• ocaml(NCoq_setoid_ring_ZArithRing)
• ocaml(NCoq_ssr_ssrbool)
• ocaml(NCoq_ssr_ssrclasses)
• ocaml(NCoq_ssr_ssreflect)
• ocaml(NCoq_ssr_ssrfun)
• ocaml(NCoq_ssr_ssrsetoid)
• ocaml(NCoq_ssr_ssrunder)
• ocaml(NCoq_ssrmatching_ssrmatching)
• ocaml(NLtac2_Array)
• ocaml(NLtac2_Bool)
• ocaml(NLtac2_Char)
• ocaml(NLtac2_Constant)
• ocaml(NLtac2_Constr)
• ocaml(NLtac2_Constructor)
• ocaml(NLtac2_Control)
• ocaml(NLtac2_Env)
• ocaml(NLtac2_Evar)
• ocaml(NLtac2_Float)
• ocaml(NLtac2_Fresh)
• ocaml(NLtac2_Ident)
• ocaml(NLtac2_Ind)
• ocaml(NLtac2_Init)
• ocaml(NLtac2_Int)
• ocaml(NLtac2_List)
• ocaml(NLtac2_Ltac1)
• ocaml(NLtac2_Ltac2)
• ocaml(NLtac2_Message)
• ocaml(NLtac2_Meta)
• ocaml(NLtac2_Notations)
• ocaml(NLtac2_Option)
• ocaml(NLtac2_Pattern)
• ocaml(NLtac2_Printf)
• ocaml(NLtac2_Proj)
• ocaml(NLtac2_Std)
• ocaml(NLtac2_String)
• ocaml(NLtac2_Uint63)

Requires

• coq-core(aarch-64) = 8.17.1-1.fc38
• csdp-tools
• ocaml(AcyclicGraph) = 6db97d4aba38e99b1ce79c13c9dc26ae
• ocaml(CArray) = 3bf67d1381824155797389de8a32d728
• ocaml(CAst) = e6f0ae1977289571e268f9f4798f45af
• ocaml(CDebug) = a0c286baa9a2b79d6bec187ce25083a3
• ocaml(CEphemeron) = 7a5613ac8c99a7839b27f0eb26c409cc
• ocaml(CList) = 963264b024cbb32e5211e7abb601d1fc
• ocaml(CMap) = b5f62fbd6f9416f40b63b0dac2bac8a8
• ocaml(CPrimitives) = b572f5424b98ffcb8968be2d42112246
• ocaml(CSet) = 10548a97a94e3c63dea0f824f53da608
• ocaml(CSig) = 93d511bb9f97d6117a9dba3706ab0743
• ocaml(CUnix) = 59f179ae315fc18388551aa9972e0dfc
• ocaml(CamlinternalFormatBasics) = 8f8f634558798ee408df3c50a5539b15
• ocaml(CamlinternalLazy) = 5365fec4a58da3e2d8fa2186f77d9be4
• ocaml(Constr) = 670799fa78880c542c37d64b3baf38aa
• ocaml(Context) = 233f361cbf25095b743d2afa636ee001
• ocaml(Conv_oracle) = a9dd31ebef4b0f31606274cf6690f783
• ocaml(Cooking) = 2c425c1e71f2ea9e68941efc72edf46e
• ocaml(Declarations) = aaa7cf86083c22fe0bdc650b9766d7f2
• ocaml(Environ) = 52e9defc7fd393e51d052bac59d8446f
• ocaml(Esubst) = a96ceb099c2f1fb6d9584a61b57ee72b
• ocaml(Evar) = 5410ca5e116902547a19a06b75d92579
• ocaml(Exninfo) = 1108fbdf2827b6d2494e3e4bca2b55f0
• ocaml(Float64) = 919fb2eabc120f3c4e0129cfc56531e2
• ocaml(Genlambda) = 56cbe0a8daebf59b513cd61e5af4c4a0
• ocaml(Hashcons) = 04171b8e413a80692dcbea1031ff4542
• ocaml(Hashset) = b5af2da2ba0f0aa4ffcd46fea97b6074
• ocaml(Int) = 5d7dae0fd8a18e8d5aa73a19ee3bbc40
• ocaml(Loc) = de5fd01aaa49ae97f2332d9b30807adc
• ocaml(Mod_subst) = 883ff24157873ad45c0b936416e276f3
• ocaml(NCoq_Arith_Arith_prebase) = 53a7187fd035dd01578e0778f29309fd
• ocaml(NCoq_Arith_Compare_dec) = 73ef1349b176a9f87453c043a1124be2
• ocaml(NCoq_Arith_Factorial) = 47c7b266b79270b8f0b15b1720ee87aa
• ocaml(NCoq_Arith_PeanoNat) = 1d70648159fea896330b722effcda00c
• ocaml(NCoq_Arith_Wf_nat) = 1dcf78e7ea8d9f7dfff4c06a8a4aa11a
• ocaml(NCoq_Bool_Bool) = d5e3820210fece680272192a53606d50
• ocaml(NCoq_Bool_BoolOrder) = 09498a2404be0b5d07838b8a48af90d1
• ocaml(NCoq_Bool_Bvector) = e7aeaba49f504919f9c36657068bdc45
• ocaml(NCoq_Bool_Sumbool) = f3b2aadd3ec4d4a29848475f7316959e
• ocaml(NCoq_Classes_CMorphisms) = b0097769c68fa92c955431f3e30d8bca
• ocaml(NCoq_Classes_CRelationClasses) = b467e6fd7c6ffc68f43381bfdd1e1bdf
• ocaml(NCoq_Classes_DecidableClass) = eaac6206cc92ea2ec6ea9cabe0645325
• ocaml(NCoq_Classes_Equivalence) = 35968c51a9858f9795d01c337a95a8ff
• ocaml(NCoq_Classes_Morphisms) = 1bdbf76503a06382644347d42d2cddf0
• ocaml(NCoq_Classes_Morphisms_Prop) = 8dc18d10a83bafa73f8c06b66e514d49
• ocaml(NCoq_Classes_RelationClasses) = d91638f3f38485aaeb3d2e9028952e21
• ocaml(NCoq_Classes_SetoidClass) = 1d4caf278519473e8897b7528e9d799b
• ocaml(NCoq_FSets_FMapInterface) = 1c2cfc43932e2afc1f5d7cdba20a513e
• ocaml(NCoq_Floats_FloatClass) = dbd845bb26aa9b4a768cdf11ce1788d3
• ocaml(NCoq_Floats_FloatOps) = 3e07cc3d1ab4793f6833907565007e25
• ocaml(NCoq_Floats_PrimFloat) = 4efe75d4ce70c0839531af6b55a05218
• ocaml(NCoq_Floats_SpecFloat) = c3320d5a18ae624200f8243464a12515
• ocaml(NCoq_Init_Byte) = 0a026bf7df4b106122c3b0bed76549e5
• ocaml(NCoq_Init_Datatypes) = ba14e8401b72fef301fdb473e3d2bafa
• ocaml(NCoq_Init_Decimal) = a621a9c215aec9d7e16885a0b523e497
• ocaml(NCoq_Init_Hexadecimal) = 89179eec46359242ebf24e32c6fb6f13
• ocaml(NCoq_Init_Logic) = 5844583c4d0cb46a11802ac8553e2206
• ocaml(NCoq_Init_Nat) = 0e426f499ecc6441a0c78e922372ac9d
• ocaml(NCoq_Init_Number) = aab1d75d4dbd4729ce71c397398cc45e
• ocaml(NCoq_Init_Peano) = c08de57feb63472602832118f771ac58
• ocaml(NCoq_Init_Specif) = 62e06202f4fd1331cd5f556440e30b6c
• ocaml(NCoq_Init_Wf) = aabb09f2e37b54489b8a2b02eb8330ba
• ocaml(NCoq_Lists_List) = 983adfe7b13f4c4334ca68f5997c595c
• ocaml(NCoq_Lists_SetoidList) = 60d858c34c83281610bb9416fff833b3
• ocaml(NCoq_Lists_Streams) = 6218bdc576d56d27d052d8c92a936e46
• ocaml(NCoq_Logic_ConstructiveEpsilon) = 6a3899e8115342b3b55d05e887c92655
• ocaml(NCoq_Logic_Decidable) = 33c88224f5b489d6b456b5b30f200fe3
• ocaml(NCoq_Logic_Eqdep) = 3891313960fd12ac36eb88303aad9d0c
• ocaml(NCoq_Logic_EqdepFacts) = c0f18d8c64be8a75edbc1583c5a94f99
• ocaml(NCoq_Logic_Eqdep_dec) = b737a93dc29b00de0708ce5c0d2609b2
• ocaml(NCoq_Logic_JMeq) = 6766e14b89bf451689a4c2c993dc482d
• ocaml(NCoq_Logic_WeakFan) = 1e96964cf4df6c84ca170586accc3d81
• ocaml(NCoq_NArith_BinNat) = 5a233cf05757a167e63428cf2398e8e8
• ocaml(NCoq_NArith_BinNatDef) = 7641c5b3120c4b3d61dbce43edc3079c
• ocaml(NCoq_Numbers_BinNums) = 5d537f42a06df908f38b8169b430149a
• ocaml(NCoq_Numbers_Cyclic_Abstract_CarryType) = 88cb96a6646a43dc3c42f6cb8ca2715d
• ocaml(NCoq_Numbers_Cyclic_Abstract_CyclicAxioms) = 81675c190cfa00fda125c01a99da156d
• ocaml(NCoq_Numbers_Cyclic_Abstract_DoubleType) = ec868baa8c34931d0e5dfa900e895304
• ocaml(NCoq_Numbers_Cyclic_Int31_Cyclic31) = 18a8671dc6739ae4fae015a147dd27fd
• ocaml(NCoq_Numbers_Cyclic_Int31_Int31) = 47f9623c5c0cd91c67a4cab010ee2e82
• ocaml(NCoq_Numbers_Cyclic_Int63_Cyclic63) = f836a31254f97bf4c51bd17964bae055
• ocaml(NCoq_Numbers_Cyclic_Int63_PrimInt63) = bbc7b2d5e9bbc38993cf387aef80ce9d
• ocaml(NCoq_Numbers_Cyclic_Int63_Sint63) = 2fb7e6408f67af4e483920399bb907e3
• ocaml(NCoq_Numbers_Cyclic_Int63_Uint63) = 7c2272ca3504a372170c1d49252f1949
• ocaml(NCoq_Numbers_HexadecimalPos) = 1852e9460cb0094f1dfc25005e7f1ef4
• ocaml(NCoq_PArith_BinPos) = e44ceb5a5503da0ba401248b814fd16e
• ocaml(NCoq_Program_Basics) = 84d6c3405bd68df089341f4153a1804d
• ocaml(NCoq_QArith_QArith_base) = 4fcf743fb695aeb5b1b6af244c0a814f
• ocaml(NCoq_QArith_QOrderedType) = 13e3e907bbb305f83084b79c9c67ee51
• ocaml(NCoq_QArith_Qabs) = d76f5466f08fe0973b1bc57de3ce0bfa
• ocaml(NCoq_QArith_Qcanon) = 4a1afbcf8bde66e8a1b341b25b84f6fa
• ocaml(NCoq_QArith_Qreduction) = 2a363df47677d2989d0e7db3f0f42f2f
• ocaml(NCoq_Reals_Abstract_ConstructiveLimits) = b04123922ccee8996012e9146e9d35a8
• ocaml(NCoq_Reals_Abstract_ConstructiveReals) = b93f388bc8e00af4d6547b32d00901ca
• ocaml(NCoq_Reals_Abstract_ConstructiveRealsMorphisms) = fb0d1aae599231c6e9639f49ea5a78fb
• ocaml(NCoq_Reals_Alembert) = bd621c0797eefa33a2ba3ac492e59f2c
• ocaml(NCoq_Reals_AltSeries) = 3bf6437825002a96f96e89ec617d0dcc
• ocaml(NCoq_Reals_Cauchy_ConstructiveCauchyAbs) = 7cc945974408c2fca7259c4ff0617449
• ocaml(NCoq_Reals_Cauchy_ConstructiveCauchyReals) = 05cdd62010014222a803e745ec5e3513
• ocaml(NCoq_Reals_Cauchy_ConstructiveCauchyRealsMult) = 7b510e1b8cd5f31ca30caa209ffaf040
• ocaml(NCoq_Reals_Cauchy_ConstructiveRcomplete) = eb1f2a401fa225910467cbb179008751
• ocaml(NCoq_Reals_Cauchy_QExtra) = 33aee1bf52f94ddce9f6c701ed1b50d6
• ocaml(NCoq_Reals_RIneq) = 118b37e0d4458879243ea0cf5a6aaa74
• ocaml(NCoq_Reals_RList) = 50af04db9bf914368fb957cc85fdacb0
• ocaml(NCoq_Reals_ROrderedType) = 570277d037b0d50aa892ab4f8df353f6
• ocaml(NCoq_Reals_R_sqrt) = 7c68a8177547bd1f3d2a24dd520b575a
• ocaml(NCoq_Reals_Ranalysis1) = 30c0b532d0ad751467a89cff0ac01b9f
• ocaml(NCoq_Reals_Ratan) = dfc9f0592743bb41384e960410a92d0f
• ocaml(NCoq_Reals_Raxioms) = 57db10cb6c048406738751134bed8f57
• ocaml(NCoq_Reals_Rbasic_fun) = b0ccd7c3ee2e625be2c337b3a7b0139e
• ocaml(NCoq_Reals_Rdefinitions) = edcffca6cffd1a5625b0332e96f629cd
• ocaml(NCoq_Reals_Rderiv) = 6df977f9cc9ca0e90b20671925307a55
• ocaml(NCoq_Reals_Rfunctions) = 56d35e592bc110754aeb2ae506ec1866
• ocaml(NCoq_Reals_RiemannInt_SF) = 6aaf58c8672f8ac4e9bcd23b2eabb8b3
• ocaml(NCoq_Reals_Rlimit) = aa9a223def42665e2e27bcfae59d042f
• ocaml(NCoq_Reals_Rpow_def) = ed5398f03390306ffb4d5a073a7d4bc9
• ocaml(NCoq_Reals_Rseries) = cfa622f91146c34d952b76dbabe65961
• ocaml(NCoq_Reals_Rsqrt_def) = 550a37f43b8210a23da8d305167a2aaa
• ocaml(NCoq_Reals_Rtrigo1) = 6ab758f2a0c0b2441682377e21fe7d0b
• ocaml(NCoq_Reals_Rtrigo_alt) = a692260dbf5efa4034cf623f5b8d21f7
• ocaml(NCoq_Reals_Rtrigo_def) = d5df5cd7858823627e0032404dde6688
• ocaml(NCoq_Reals_Rtrigo_fun) = 79007b47d4df2031b6637fdfa61ece9b
• ocaml(NCoq_Relations_Relation_Definitions) = ac7c54de55154e1e6fa55367d66f6f11
• ocaml(NCoq_Relations_Relation_Operators) = 4314b9fa72624b8bae2ba94c5819da64
• ocaml(NCoq_Setoids_Setoid) = f61ae89f5ac94810e7c9157e439f6c1e
• ocaml(NCoq_Sets_Ensembles) = 745bc091190d02d374008c5f44b9a411
• ocaml(NCoq_Sets_Multiset) = 3075ea1da5b2df30d24cc1af7fa06aa3
• ocaml(NCoq_Sets_Partial_Order) = 2c3ae003f7f4e46db1a942f3c8f22410
• ocaml(NCoq_Sets_Relations_1) = ea92e6db84c4b6d089b8e7c32889143a
• ocaml(NCoq_Sets_Relations_2) = 4ab77988c61b35d83627a99ea789908a
• ocaml(NCoq_Sorting_Sorted) = 3b2c9646714f4d3d6bfd4f4859c3d0f2
• ocaml(NCoq_Strings_Ascii) = f6e8f510a0b780475c2717e0eb7e8f7c
• ocaml(NCoq_Strings_ByteVector) = 5a5dcebeb05ff6b04ca1bf3d16c4e00d
• ocaml(NCoq_Strings_String) = 7330634ed4003fa807510c2e4d7dd0e6
• ocaml(NCoq_Structures_GenericMinMax) = ab7add524e984f556fe15e5fd3e46013
• ocaml(NCoq_Structures_OrderedType) = 03ff7cae90e6f65ec444a5485eddd3f4
• ocaml(NCoq_Structures_OrderedTypeEx) = 81db0c3153af631364869389c4377354
• ocaml(NCoq_Structures_OrdersEx) = 944906e8457723e45f4b7202550d5601
• ocaml(NCoq_Structures_OrdersTac) = b4a592883b667daf1534538003f4f02d
• ocaml(NCoq_Vectors_Fin) = fc28874d867992839909769c445cde96
• ocaml(NCoq_Vectors_Vector) = becb70c1d6d6355dabbf7f1150a1204f
• ocaml(NCoq_Vectors_VectorDef) = 2eb2ce5432480cd96b0c9575e2b5400f
• ocaml(NCoq_Vectors_VectorEq) = 7e1444ecbaf8216d56d12a63e67fb6f0
• ocaml(NCoq_Vectors_VectorSpec) = c42579eb8a57b42d41826c6c1756a9e5
• ocaml(NCoq_ZArith_BinInt) = a6355607a6aec47df884d02e09314e4f
• ocaml(NCoq_ZArith_BinIntDef) = 87e7ef8712a02a67ec9ae27e1680ee70
• ocaml(NCoq_ZArith_Wf_Z) = 8071664fef6bf1fc859473d755918ce3
• ocaml(NCoq_ZArith_ZArith_dec) = 48ed3be92b393f44ef814ef7217b8452
• ocaml(NCoq_ZArith_Zbool) = 0780b0ab8a7dd60117d04ce4148ecd41
• ocaml(NCoq_ZArith_Zdiv) = 3fabe6f5498fad50a0f7d67116804277
• ocaml(NCoq_ZArith_Zeven) = a030e2000395803d4d23b612d9a79b70
• ocaml(NCoq_ZArith_Zgcd_alt) = b88effb1402ab90fffa057d00e647535
• ocaml(NCoq_ZArith_Znat) = 94da1a4df208ddb46df1700004658560
• ocaml(NCoq_ZArith_Znumtheory) = b3ede76bd3caedd60df27d07f2eb58f8
• ocaml(NCoq_ZArith_Zorder) = 91a0eda56c8beb7c6644252da846d0f5
• ocaml(NCoq_ZArith_Zpower) = 7b9d7348df09e815db99d60e29c11a6f
• ocaml(NCoq_btauto_Algebra) = 094b035a8d0234a2b1b90b07f725d328
• ocaml(NCoq_micromega_Env) = 677cd180125879f0a871380b108d9d31
• ocaml(NCoq_micromega_EnvRing) = e4ba3dce01fa2eb1f8995c3beb5640a2
• ocaml(NCoq_micromega_OrderedRing) = 6450958e5d7a96ee4611962a07d62464
• ocaml(NCoq_micromega_Refl) = f3ceab5694e6994f2e8ccc1038baafea
• ocaml(NCoq_micromega_RingMicromega) = 295ad2f3559ba7d540a4c7b956c9ddd9
• ocaml(NCoq_micromega_Tauto) = d85e530ec9a4c70ea787dc8330cb29d5
• ocaml(NCoq_micromega_VarMap) = bc502030f1320e3bdacbee2e81d3ca37
• ocaml(NCoq_micromega_ZifyClasses) = 83cddc27e316865fdb365ae05ca0c87a
• ocaml(NCoq_micromega_ZifyInst) = 5a7db33a703f2ab8ea7f0d4a27288b1d
• ocaml(NCoq_rtauto_Bintree) = 79c0e4e79f683210c4e5e5442d56b0be
• ocaml(NCoq_setoid_ring_Algebra_syntax) = 96326193ca11fad22ee8763af17ee9bd
• ocaml(NCoq_setoid_ring_BinList) = 38f5dbc2bedbf3742d064c8463058f50
• ocaml(NCoq_setoid_ring_Cring) = 33d706f4d2de31749dbb73d409cc4ae9
• ocaml(NCoq_setoid_ring_InitialRing) = 7e0292eb0a8fc182b327204625573700
• ocaml(NCoq_setoid_ring_Integral_domain) = 84281c38dddc8e32376772d8efe28db9
• ocaml(NCoq_setoid_ring_Ncring) = 817d761eea7bda0006043916ab3e7a1f
• ocaml(NCoq_setoid_ring_Ncring_initial) = 4e6347fb2c2b0d378144326d0dcd32dd
• ocaml(NCoq_setoid_ring_Ncring_tac) = 527f11a1bf767b3d66683c82ab1158bb
• ocaml(NCoq_setoid_ring_Ring_polynom) = f243c25c1d54e298da7d5b56aafd39d0
• ocaml(NCoq_setoid_ring_Ring_theory) = 4ad8bfe2179da4d9177ac6b283df8bf1
• ocaml(NCoq_ssr_ssreflect) = 88f302d10c5906823c844193e96a4db8
• ocaml(NCoq_ssr_ssrfun) = a91bb1806fd42bcbf0bd757e409762ae
• ocaml(NCoq_ssr_ssrunder) = f801b7a6dbcffcb797a2e128c88e7e13
• ocaml(Names) = 2ea9132743d37e1af5c8327b5dc400b1
• ocaml(Nativecode) = 842a27615e40a598a3aabe25b3b65322
• ocaml(Nativeconv) = 8d892045979e0114aa149472891fd7cd
• ocaml(Nativelib) = c14db6be2a471852ffc636e36467ec57
• ocaml(Nativevalues) = 50c4bb93028b49d5f9a3462bd4dda4e2
• ocaml(Opaqueproof) = 999bfd5f937c49fe3b1b03eafd7a3c8b
• ocaml(Parray) = 3587b91abccbee918d16a0ecc7071866
• ocaml(Pp) = b42c7d685f7cf8e56cb9e5cb72b082aa
• ocaml(Predicate) = e10f527c1e68b4fcf4187c345bdd22e5
• ocaml(Range) = 346d147227354e938de6b932d04d6b3d
• ocaml(Reduction) = 061463a7ecc6882acd7c10c1c6cf2653
• ocaml(Retroknowledge) = 921f47b24ba103d9c6a00670a3a8a6c8
• ocaml(Rtree) = 3aeff8b2ebba7f5453fc613375ce0644
• ocaml(SList) = 87266e831aa0fb41e7e69d43dba10e03
• ocaml(Sorts) = e73c70ce289f5c49f0cf7f5a0ceeefc2
• ocaml(Stdlib) = 79b0e9d3b6f7fed07eb3cc2abb961b91
• ocaml(Stdlib__Array) = 622d88fad859d0d0f019e691fc4fa865
• ocaml(Stdlib__Bigarray) = 994a14f10d5ae081663b52b790ee11d3
• ocaml(Stdlib__Buffer) = 4b09c9a6d0622bbf5a3829234b481822
• ocaml(Stdlib__Complex) = 4555217c759e89d65daa8f682eb09b35
• ocaml(Stdlib__Either) = 26845df28d19584687a38a1ab814c3f9
• ocaml(Stdlib__Format) = b6edb97b685819e873481fe05723c8bc
• ocaml(Stdlib__Int32) = a71ea5238030770647165f659f80b1ab
• ocaml(Stdlib__Int64) = 0fa5587c47baf16a06837c7dedfc2518
• ocaml(Stdlib__Lazy) = 01430d340c028322c7247031a874e355
• ocaml(Stdlib__List) = ee222542f6f8195441543b8b399b64b9
• ocaml(Stdlib__Map) = 978f82916b5a172c11d2b72719d85680
• ocaml(Stdlib__Obj) = 25794d29f7f4018768ea900e331a2bf3
• ocaml(Stdlib__Seq) = b63511032211eae4b567ba313cd72962
• ocaml(Stdlib__Set) = 871d2ee2167ac9e7977fa13994cf4658
• ocaml(Stdlib__Uchar) = c0dde02a556a6d79e363ad365d165d57
• ocaml(Term) = 7a45b29ea54c962bdd7f36b12dac3b17
• ocaml(TransparentState) = 1dab58426370af71f458b92a6fb5ef06
• ocaml(UGraph) = 2fd6f0b34adce97d21c5d93b17310f9b
• ocaml(Uint63) = 5150bcb618feddc1f891db28ba2fa04b
• ocaml(Univ) = f7225d1b1091516b25bcad262c410029
• ocaml(Unix) = 84bb8ec8ae50f70acba86f5b72088b1c
• ocaml(Util) = 82442e4e897c61e9ffd5234974e104ef
• ocaml(Values) = cb3ff5d5b665cb384fb59c1413884523
• ocaml(Vmbytecodes) = 0ec5367f45655d3cfc46db2e6443e395
• ocaml(Vmemitcodes) = 346ef462a1e0243aad6f2621f358e795
• ocaml(Vmvalues) = 1faa9be887b3fe66b213790f9bb1a3d8
• ocaml-findlib
• rpmlib(CompressedFileNames) <= 3.0.4-1
• rpmlib(FileDigests) <= 4.6.0-1
• rpmlib(PayloadFilesHavePrefix) <= 4.0-1
• rpmlib(PayloadIsZstd) <= 5.4.18-1
• rtld(GNU_HASH)
• texlive-base

License

LGPL-2.1-only AND MIT AND BSD-3-Clause

Changelog

* Wed Oct 18 2023 Jerry James <loganjerry@gmail.com> - 8.17.1-1
  - Version 8.17.1
  - Build in release mode
* Sat Apr 01 2023 Jerry James <loganjerry@gmail.com> - 8.17.0-1
  - Version 8.17.0
  - Drop upstreamed patch for Sphinx 5 support
* Tue Jan 24 2023 Richard W.M. Jones <rjones@redhat.com> - 8.16.1-3
  - Rebuild OCaml packages for F38
* Thu Jan 19 2023 Fedora Release Engineering <releng@fedoraproject.org> - 8.16.1-2
  - Rebuilt for https://fedoraproject.org/wiki/Fedora_38_Mass_Rebuild
* Sat Nov 26 2022 Jerry James <loganjerry@gmail.com> - 8.16.1-1
  - Version 8.16.1
* Thu Oct 06 2022 Jerry James <loganjerry@gmail.com> - 8.16.0-2
  - Remove the manual, which has a non-free license (bz 2132567)
* Fri Sep 16 2022 Jerry James <loganjerry@gmail.com> - 8.16.0-1
  - Version 8.16.0
  - Drop upstreamed patch for Sphinx 4.5 support
* Mon Aug 15 2022 Jerry James <loganjerry@gmail.com> - 8.15.2-3
  - Convert License tags to SPDX
* Wed Jul 20 2022 Fedora Release Engineering <releng@fedoraproject.org> - 8.15.2-3
  - Rebuilt for https://fedoraproject.org/wiki/Fedora_37_Mass_Rebuild
* Tue Jul 19 2022 Karolina Surma <ksurma@redhat.com> - 8.15.2-2
  - Enable documentation build with Sphinx 5+
* Tue Jul 19 2022 Jerry James <loganjerry@gmail.com> - 8.15.2-2
  - Remove i686 support
  - Use new OCaml macros
* Mon Jun 20 2022 Jerry James <loganjerry@gmail.com> - 8.15.2-2
  - Rebuild for antlr4-project 4.10.1
* Sun Jun 19 2022 Richard W.M. Jones <rjones@redhat.com> - 8.15.2-1
  - Upgrade to 8.15.2
  - OCaml 4.14.0 rebuild
* Fri Mar 25 2022 Jerry James <loganjerry@gmail.com> - 8.15.1-1
  - Version 8.15.1
* Mon Feb 28 2022 Jerry James <loganjerry@gmail.com> - 8.15.0-1
  - Version 8.15.0
* Fri Feb 04 2022 Richard W.M. Jones <rjones@redhat.com> - 8.14.1-4
  - OCaml 4.13.1 rebuild to remove package notes
* Wed Jan 19 2022 Fedora Release Engineering <releng@fedoraproject.org> - 8.14.1-3
  - Rebuilt for https://fedoraproject.org/wiki/Fedora_36_Mass_Rebuild
* Mon Dec 27 2021 Jerry James <loganjerry@gmail.com> - 8.14.1-2
  - Rebuild for ocaml-lablgtk3 3.1.2
* Tue Nov 30 2021 Jerry James <loganjerry@gmail.com> - 8.14.1-1
  - Version 8.14.1
* Thu Oct 21 2021 Jerry James <loganjerry@gmail.com> - 8.14.0-1
  - Version 8.14.0
  - Add -core subpackage

Files

/usr/lib64/ocaml/coq
/usr/lib64/ocaml/coq-stdlib
/usr/lib64/ocaml/coq-stdlib/META
/usr/lib64/ocaml/coq-stdlib/dune-package
/usr/lib64/ocaml/coq-stdlib/opam
/usr/lib64/ocaml/coq/META
/usr/lib64/ocaml/coq/dune-package
/usr/lib64/ocaml/coq/opam
/usr/lib64/ocaml/coq/theories
/usr/lib64/ocaml/coq/theories/Arith
/usr/lib64/ocaml/coq/theories/Arith/.coq-native
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Arith.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Arith.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Arith_base.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Arith_base.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Arith_prebase.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Arith_prebase.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Between.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Between.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Bool_nat.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Bool_nat.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Cantor.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Cantor.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Compare.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Compare.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Compare_dec.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Compare_dec.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Div2.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Div2.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_EqNat.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_EqNat.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Euclid.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Euclid.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Even.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Even.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Factorial.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Factorial.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Gt.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Gt.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Le.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Le.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Lt.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Lt.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Max.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Max.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Min.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Min.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Minus.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Minus.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Mult.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Mult.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_PeanoNat.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_PeanoNat.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Peano_dec.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Peano_dec.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Plus.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Plus.cmxs
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Wf_nat.cmi
/usr/lib64/ocaml/coq/theories/Arith/.coq-native/NCoq_Arith_Wf_nat.cmxs
/usr/lib64/ocaml/coq/theories/Arith/Arith.glob
/usr/lib64/ocaml/coq/theories/Arith/Arith.v
/usr/lib64/ocaml/coq/theories/Arith/Arith.vo
/usr/lib64/ocaml/coq/theories/Arith/Arith.vos
/usr/lib64/ocaml/coq/theories/Arith/Arith_base.glob
/usr/lib64/ocaml/coq/theories/Arith/Arith_base.v
/usr/lib64/ocaml/coq/theories/Arith/Arith_base.vo
/usr/lib64/ocaml/coq/theories/Arith/Arith_base.vos
/usr/lib64/ocaml/coq/theories/Arith/Arith_prebase.glob
/usr/lib64/ocaml/coq/theories/Arith/Arith_prebase.v
/usr/lib64/ocaml/coq/theories/Arith/Arith_prebase.vo
/usr/lib64/ocaml/coq/theories/Arith/Arith_prebase.vos
/usr/lib64/ocaml/coq/theories/Arith/Between.glob
/usr/lib64/ocaml/coq/theories/Arith/Between.v
/usr/lib64/ocaml/coq/theories/Arith/Between.vo
/usr/lib64/ocaml/coq/theories/Arith/Between.vos
/usr/lib64/ocaml/coq/theories/Arith/Bool_nat.glob
/usr/lib64/ocaml/coq/theories/Arith/Bool_nat.v
/usr/lib64/ocaml/coq/theories/Arith/Bool_nat.vo
/usr/lib64/ocaml/coq/theories/Arith/Bool_nat.vos
/usr/lib64/ocaml/coq/theories/Arith/Cantor.glob
/usr/lib64/ocaml/coq/theories/Arith/Cantor.v
/usr/lib64/ocaml/coq/theories/Arith/Cantor.vo
/usr/lib64/ocaml/coq/theories/Arith/Cantor.vos
/usr/lib64/ocaml/coq/theories/Arith/Compare.glob
/usr/lib64/ocaml/coq/theories/Arith/Compare.v
/usr/lib64/ocaml/coq/theories/Arith/Compare.vo
/usr/lib64/ocaml/coq/theories/Arith/Compare.vos
/usr/lib64/ocaml/coq/theories/Arith/Compare_dec.glob
/usr/lib64/ocaml/coq/theories/Arith/Compare_dec.v
/usr/lib64/ocaml/coq/theories/Arith/Compare_dec.vo
/usr/lib64/ocaml/coq/theories/Arith/Compare_dec.vos
/usr/lib64/ocaml/coq/theories/Arith/Div2.glob
/usr/lib64/ocaml/coq/theories/Arith/Div2.v
/usr/lib64/ocaml/coq/theories/Arith/Div2.vo
/usr/lib64/ocaml/coq/theories/Arith/Div2.vos
/usr/lib64/ocaml/coq/theories/Arith/EqNat.glob
/usr/lib64/ocaml/coq/theories/Arith/EqNat.v
/usr/lib64/ocaml/coq/theories/Arith/EqNat.vo
/usr/lib64/ocaml/coq/theories/Arith/EqNat.vos
/usr/lib64/ocaml/coq/theories/Arith/Euclid.glob
/usr/lib64/ocaml/coq/theories/Arith/Euclid.v
/usr/lib64/ocaml/coq/theories/Arith/Euclid.vo
/usr/lib64/ocaml/coq/theories/Arith/Euclid.vos
/usr/lib64/ocaml/coq/theories/Arith/Even.glob
/usr/lib64/ocaml/coq/theories/Arith/Even.v
/usr/lib64/ocaml/coq/theories/Arith/Even.vo
/usr/lib64/ocaml/coq/theories/Arith/Even.vos
/usr/lib64/ocaml/coq/theories/Arith/Factorial.glob
/usr/lib64/ocaml/coq/theories/Arith/Factorial.v
/usr/lib64/ocaml/coq/theories/Arith/Factorial.vo
/usr/lib64/ocaml/coq/theories/Arith/Factorial.vos
/usr/lib64/ocaml/coq/theories/Arith/Gt.glob
/usr/lib64/ocaml/coq/theories/Arith/Gt.v
/usr/lib64/ocaml/coq/theories/Arith/Gt.vo
/usr/lib64/ocaml/coq/theories/Arith/Gt.vos
/usr/lib64/ocaml/coq/theories/Arith/Le.glob
/usr/lib64/ocaml/coq/theories/Arith/Le.v
/usr/lib64/ocaml/coq/theories/Arith/Le.vo
/usr/lib64/ocaml/coq/theories/Arith/Le.vos
/usr/lib64/ocaml/coq/theories/Arith/Lt.glob
/usr/lib64/ocaml/coq/theories/Arith/Lt.v
/usr/lib64/ocaml/coq/theories/Arith/Lt.vo
/usr/lib64/ocaml/coq/theories/Arith/Lt.vos
/usr/lib64/ocaml/coq/theories/Arith/Max.glob
/usr/lib64/ocaml/coq/theories/Arith/Max.v
/usr/lib64/ocaml/coq/theories/Arith/Max.vo
/usr/lib64/ocaml/coq/theories/Arith/Max.vos
/usr/lib64/ocaml/coq/theories/Arith/Min.glob
/usr/lib64/ocaml/coq/theories/Arith/Min.v
/usr/lib64/ocaml/coq/theories/Arith/Min.vo
/usr/lib64/ocaml/coq/theories/Arith/Min.vos
/usr/lib64/ocaml/coq/theories/Arith/Minus.glob
/usr/lib64/ocaml/coq/theories/Arith/Minus.v
/usr/lib64/ocaml/coq/theories/Arith/Minus.vo
/usr/lib64/ocaml/coq/theories/Arith/Minus.vos
/usr/lib64/ocaml/coq/theories/Arith/Mult.glob
/usr/lib64/ocaml/coq/theories/Arith/Mult.v
/usr/lib64/ocaml/coq/theories/Arith/Mult.vo
/usr/lib64/ocaml/coq/theories/Arith/Mult.vos
/usr/lib64/ocaml/coq/theories/Arith/PeanoNat.glob
/usr/lib64/ocaml/coq/theories/Arith/PeanoNat.v
/usr/lib64/ocaml/coq/theories/Arith/PeanoNat.vo
/usr/lib64/ocaml/coq/theories/Arith/PeanoNat.vos
/usr/lib64/ocaml/coq/theories/Arith/Peano_dec.glob
/usr/lib64/ocaml/coq/theories/Arith/Peano_dec.v
/usr/lib64/ocaml/coq/theories/Arith/Peano_dec.vo
/usr/lib64/ocaml/coq/theories/Arith/Peano_dec.vos
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Fabrice Bellet, Sat Apr 27 03:01:53 2024