"ProtoPure" "ProtoPure" "Pure" "" >  ;
"Pure" "Pure" "Pure" "" > "ProtoPure" ;
"CPure" "CPure" "Pure" "" > "Pure" ;
"HOL" "HOL/HOL" "HOL" "../../HOL.html" > "CPure" ;
"Lattice_Locales" "HOL/Lattice_Locales" "HOL" "../../Lattice_Locales.html" > "HOL/HOL" ;
"Orderings" "HOL/Orderings" "HOL" "../../Orderings.html" > "HOL/Lattice_Locales" ;
"LOrder" "HOL/LOrder" "HOL" "../../LOrder.html" > "HOL/Orderings" ;
"Set" "HOL/Set" "HOL" "../../Set.html" > "HOL/LOrder" ;
"Typedef" "HOL/Typedef" "HOL" "../../Typedef.html" > "HOL/Set" ;
"Fun" "HOL/Fun" "HOL" "../../Fun.html" > "HOL/Typedef" ;
"Product_Type" "HOL/Product_Type" "HOL" "../../Product_Type.html" > "HOL/Fun" ;
"FixedPoint" "HOL/FixedPoint" "HOL" "../../FixedPoint.html" > "HOL/Product_Type" ;
"Sum_Type" "HOL/Sum_Type" "HOL" "../../Sum_Type.html" > "HOL/Product_Type" ;
"Relation" "HOL/Relation" "HOL" "../../Relation.html" > "HOL/Product_Type" ;
"Record" "HOL/Record" "HOL" "../../Record.html" > "HOL/Product_Type" ;
"Inductive" "HOL/Inductive" "HOL" "../../Inductive.html" > "HOL/Record" "HOL/Relation" "HOL/Sum_Type" "HOL/FixedPoint" ;
"Transitive_Closure" "HOL/Transitive_Closure" "HOL" "../../Transitive_Closure.html" > "HOL/Inductive" ;
"Wellfounded_Recursion" "HOL/Wellfounded_Recursion" "HOL" "../../Wellfounded_Recursion.html" > "HOL/Transitive_Closure" ;
"OrderedGroup" "HOL/OrderedGroup" "HOL" "../../OrderedGroup.html" > "HOL/LOrder" "HOL/Inductive" ;
"Ring_and_Field" "HOL/Ring_and_Field" "HOL" "../../Ring_and_Field.html" > "HOL/OrderedGroup" ;
"Nat" "HOL/Nat" "HOL" "../../Nat.html" > "HOL/Ring_and_Field" "HOL/Wellfounded_Recursion" ;
"NatArith" "HOL/NatArith" "HOL" "../../NatArith.html" > "HOL/Nat" ;
"Datatype_Universe" "HOL/Datatype_Universe" "HOL" "../../Datatype_Universe.html" > "HOL/Sum_Type" "HOL/NatArith" ;
"Datatype" "HOL/Datatype" "HOL" "../../Datatype.html" > "HOL/Datatype_Universe" ;
"Divides" "HOL/Divides" "HOL" "../../Divides.html" > "HOL/Datatype" ;
"Power" "HOL/Power" "HOL" "../../Power.html" > "HOL/Divides" ;
"Extraction" "HOL/Extraction" "HOL" "../../Extraction.html" > "HOL/Datatype" ;
"Hilbert_Choice" "HOL/Hilbert_Choice" "HOL" "../../Hilbert_Choice.html" > "HOL/NatArith" ;
"Relation_Power" "HOL/Relation_Power" "HOL" "../../Relation_Power.html" > "HOL/Nat" ;
"Finite_Set" "HOL/Finite_Set" "HOL" "../../Finite_Set.html" > "HOL/Lattice_Locales" "HOL/Inductive" "HOL/Power" ;
"Wellfounded_Relations" "HOL/Wellfounded_Relations" "HOL" "../../Wellfounded_Relations.html" > "HOL/Finite_Set" ;
"Recdef" "HOL/Recdef" "HOL" "../../Recdef.html" > "HOL/Datatype" "HOL/Wellfounded_Relations" ;
"Equiv_Relations" "HOL/Equiv_Relations" "HOL" "../../Equiv_Relations.html" > "HOL/Finite_Set" "HOL/Relation" ;
"IntDef" "HOL/IntDef" "HOL" "../../IntDef.html" > "HOL/NatArith" "HOL/Equiv_Relations" ;
"Numeral" "HOL/Numeral" "HOL" "../../Numeral.html" > "HOL/Datatype" "HOL/IntDef" ;
"IntArith" "HOL/IntArith" "HOL" "../../IntArith.html" > "HOL/Numeral" ;
"SetInterval" "HOL/SetInterval" "HOL" "../../SetInterval.html" > "HOL/IntArith" ;
"IntDiv" "HOL/IntDiv" "HOL" "../../IntDiv.html" > "HOL/Recdef" "HOL/SetInterval" ;
"NatBin" "HOL/NatBin" "HOL" "../../NatBin.html" > "HOL/IntDiv" ;
"NatSimprocs" "HOL/NatSimprocs" "HOL" "../../NatSimprocs.html" > "HOL/NatBin" ;
"Parity" "HOL/Parity" "HOL" "../../Parity.html" > "HOL/NatSimprocs" "HOL/IntDiv" "HOL/Divides" ;
"GCD" "HOL/GCD" "HOL" "../../GCD.html" > "HOL/Parity" ;
"Binomial" "HOL/Binomial" "HOL" "../../Binomial.html" > "HOL/GCD" ;
"Infinite_Set" "HOL/Infinite_Set" "HOL" "../../Infinite_Set.html" > "HOL/Binomial" "HOL/Hilbert_Choice" ;
"Presburger" "HOL/Presburger" "HOL" "../../Presburger.html" > "HOL/SetInterval" "HOL/NatSimprocs" ;
"PreList" "HOL/PreList" "HOL" "../../PreList.html" > "HOL/Binomial" "HOL/Relation_Power" "HOL/Presburger" "HOL/Wellfounded_Relations" ;
"List" "HOL/List" "HOL" "../../List.html" > "HOL/PreList" ;
"Map" "HOL/Map" "HOL" "../../Map.html" > "HOL/List" ;
"Refute" "HOL/Refute" "HOL" "../../Refute.html" > "HOL/Map" ;
"SAT" "HOL/SAT" "HOL" "../../SAT.html" > "HOL/Refute" ;
"Reconstruction" "HOL/Reconstruction" "HOL" "../../Reconstruction.html" > "HOL/Extraction" "HOL/Infinite_Set" "HOL/Map" "HOL/Hilbert_Choice" ;
"Main" "HOL/Main" "HOL" "../../Main.html" > "HOL/Reconstruction" "HOL/SAT" ;
"Lubs" "HOL/HOL-Complex/Lubs" "HOL-Complex" "../Lubs.html" > "HOL/Main" ;
"Quotient" "HOL/HOL-Complex/Quotient" "HOL-Complex" "../Quotient.html" > "HOL/Main" ;
"Rational" "HOL/HOL-Complex/Rational" "HOL-Complex" "../Rational.html" > "HOL/HOL-Complex/Quotient" ;
"PReal" "HOL/HOL-Complex/PReal" "HOL-Complex" "../PReal.html" > "HOL/HOL-Complex/Rational" ;
"RealDef" "HOL/HOL-Complex/RealDef" "HOL-Complex" "../RealDef.html" > "HOL/HOL-Complex/PReal" ;
"RComplete" "HOL/HOL-Complex/RComplete" "HOL-Complex" "../RComplete.html" > "HOL/HOL-Complex/RealDef" "HOL/HOL-Complex/Lubs" ;
"RealPow" "HOL/HOL-Complex/RealPow" "HOL-Complex" "../RealPow.html" > "HOL/HOL-Complex/RealDef" ;
"Real" "HOL/HOL-Complex/Real" "HOL-Complex" "../Real.html" > "HOL/HOL-Complex/RealPow" "HOL/HOL-Complex/RComplete" ;
"Float" "HOL/HOL-Complex/Float" "HOL-Complex" "../Float.html" > "HOL/HOL-Complex/Real" ;
"Fact" "HOL/HOL-Complex/Fact" "HOL-Complex" "../Fact.html" > "HOL/HOL-Complex/Real" ;
"Zorn" "HOL/HOL-Complex/Zorn" "HOL-Complex" "../Zorn.html" > "HOL/Main" ;
"Filter" "HOL/HOL-Complex/Filter" "HOL-Complex" "../Filter.html" > "HOL/HOL-Complex/Zorn" ;
"StarDef" "HOL/HOL-Complex/StarDef" "HOL-Complex" "../StarDef.html" > "HOL/HOL-Complex/Filter" ;
"StarClasses" "HOL/HOL-Complex/StarClasses" "HOL-Complex" "../StarClasses.html" > "HOL/HOL-Complex/StarDef" ;
"HyperDef" "HOL/HOL-Complex/HyperDef" "HOL-Complex" "../HyperDef.html" > "HOL/HOL-Complex/Real" "HOL/HOL-Complex/StarClasses" ;
"HyperArith" "HOL/HOL-Complex/HyperArith" "HOL-Complex" "../HyperArith.html" > "HOL/HOL-Complex/HyperDef" ;
"NSA" "HOL/HOL-Complex/NSA" "HOL-Complex" "../NSA.html" > "HOL/HOL-Complex/RComplete" "HOL/HOL-Complex/HyperArith" ;
"Star" "HOL/HOL-Complex/Star" "HOL-Complex" "../Star.html" > "HOL/HOL-Complex/NSA" ;
"HyperNat" "HOL/HOL-Complex/HyperNat" "HOL-Complex" "../HyperNat.html" > "HOL/HOL-Complex/Star" ;
"HyperPow" "HOL/HOL-Complex/HyperPow" "HOL-Complex" "../HyperPow.html" > "HOL/HOL-Complex/HyperNat" "HOL/HOL-Complex/HyperArith" ;
"NatStar" "HOL/HOL-Complex/NatStar" "HOL-Complex" "../NatStar.html" > "HOL/HOL-Complex/HyperPow" ;
"SEQ" "HOL/HOL-Complex/SEQ" "HOL-Complex" "../SEQ.html" > "HOL/HOL-Complex/NatStar" ;
"Lim" "HOL/HOL-Complex/Lim" "HOL-Complex" "../Lim.html" > "HOL/HOL-Complex/SEQ" ;
"Series" "HOL/HOL-Complex/Series" "HOL-Complex" "../Series.html" > "HOL/HOL-Complex/Lim" "HOL/HOL-Complex/SEQ" ;
"HSeries" "HOL/HOL-Complex/HSeries" "HOL-Complex" "../HSeries.html" > "HOL/HOL-Complex/Series" ;
"NthRoot" "HOL/HOL-Complex/NthRoot" "HOL-Complex" "../NthRoot.html" > "HOL/HOL-Complex/HSeries" "HOL/HOL-Complex/SEQ" ;
"EvenOdd" "HOL/HOL-Complex/EvenOdd" "HOL-Complex" "../EvenOdd.html" > "HOL/HOL-Complex/NthRoot" ;
"Transcendental" "HOL/HOL-Complex/Transcendental" "HOL-Complex" "../Transcendental.html" > "HOL/HOL-Complex/Lim" "HOL/HOL-Complex/EvenOdd" "HOL/HOL-Complex/HSeries" "HOL/HOL-Complex/Fact" "HOL/HOL-Complex/NthRoot" ;
"Ln" "HOL/HOL-Complex/Ln" "HOL-Complex" "../Ln.html" > "HOL/HOL-Complex/Transcendental" ;
"Poly" "HOL/HOL-Complex/Poly" "HOL-Complex" "../Poly.html" > "HOL/HOL-Complex/Ln" ;
"Log" "HOL/HOL-Complex/Log" "HOL-Complex" "../Log.html" > "HOL/HOL-Complex/Transcendental" ;
"MacLaurin" "HOL/HOL-Complex/MacLaurin" "HOL-Complex" "../MacLaurin.html" > "HOL/HOL-Complex/Log" ;
"Taylor" "HOL/HOL-Complex/Taylor" "HOL-Complex" "../Taylor.html" > "HOL/HOL-Complex/MacLaurin" ;
"Integration" "HOL/HOL-Complex/Integration" "HOL-Complex" "../Integration.html" > "HOL/HOL-Complex/MacLaurin" ;
"HTranscendental" "HOL/HOL-Complex/HTranscendental" "HOL-Complex" "../HTranscendental.html" > "HOL/HOL-Complex/Integration" "HOL/HOL-Complex/Transcendental" ;
"HLog" "HOL/HOL-Complex/HLog" "HOL-Complex" "../HLog.html" > "HOL/HOL-Complex/HTranscendental" "HOL/HOL-Complex/Log" ;
"Hyperreal" "HOL/HOL-Complex/Hyperreal" "HOL-Complex" "../Hyperreal.html" > "HOL/HOL-Complex/HLog" "HOL/HOL-Complex/Taylor" "HOL/HOL-Complex/Poly" ;
"Complex" "HOL/HOL-Complex/Complex" "HOL-Complex" "../Complex.html" > "HOL/HOL-Complex/HLog" ;
"NSComplex" "HOL/HOL-Complex/NSComplex" "HOL-Complex" "../NSComplex.html" > "HOL/HOL-Complex/Complex" ;
"NSCA" "HOL/HOL-Complex/NSCA" "HOL-Complex" "../NSCA.html" > "HOL/HOL-Complex/NSComplex" ;
"CStar" "HOL/HOL-Complex/CStar" "HOL-Complex" "../CStar.html" > "HOL/HOL-Complex/NSCA" ;
"CSeries" "HOL/HOL-Complex/CSeries" "HOL-Complex" "../CSeries.html" > "HOL/HOL-Complex/CStar" ;
"CLim" "HOL/HOL-Complex/CLim" "HOL-Complex" "../CLim.html" > "HOL/HOL-Complex/CSeries" ;
"Complex_Main" "HOL/HOL-Complex/Complex_Main" "HOL-Complex" "../Complex_Main.html" > "HOL/HOL-Complex/CLim" ;
"MakeEqual" "HOL/HOL-Complex/HOL4/MakeEqual" "HOL4" + "MakeEqual.html" > "HOL/Main" ;
"HOL4Setup" "HOL/HOL-Complex/HOL4/HOL4Setup" "HOL4" + "HOL4Setup.html" > "HOL/HOL-Complex/HOL4/MakeEqual" ;
"Primes" "HOL/HOL-Complex/HOL4/Primes" "HOL4" + "Primes.html" > "HOL/Main" ;
"HOL4Compat" "HOL/HOL-Complex/HOL4/HOL4Compat" "HOL4" + "HOL4Compat.html" > "HOL/HOL-Complex/HOL4/HOL4Setup" "HOL/Divides" "HOL/HOL-Complex/HOL4/Primes" "HOL/HOL-Complex/Real" ;
"HOL4Syntax" "HOL/HOL-Complex/HOL4/HOL4Syntax" "HOL4" + "HOL4Syntax.html" > "HOL/HOL-Complex/HOL4/HOL4Setup" ;
"HOL4Base" "HOL/HOL-Complex/HOL4/HOL4Base" "HOL4" + "HOL4Base.html" > "HOL/HOL-Complex/HOL4/HOL4Compat" "HOL/HOL-Complex/HOL4/HOL4Syntax" ;
"HOL4Real" "HOL/HOL-Complex/HOL4/HOL4Real" "HOL4" + "HOL4Real.html" > "HOL/HOL-Complex/HOL4/HOL4Base" ;
"HOL4Prob" "HOL/HOL-Complex/HOL4/HOL4Prob" "HOL4" + "HOL4Prob.html" > "HOL/HOL-Complex/HOL4/HOL4Real" ;
"HOL4Vec" "HOL/HOL-Complex/HOL4/HOL4Vec" "HOL4" + "HOL4Vec.html" > "HOL/HOL-Complex/HOL4/HOL4Base" ;
"HOL4Word32" "HOL/HOL-Complex/HOL4/HOL4Word32" "HOL4" + "HOL4Word32.html" > "HOL/HOL-Complex/HOL4/HOL4Base" ;
"HOL4" "HOL/HOL-Complex/HOL4/HOL4" "HOL4" + "HOL4.html" > "HOL/HOL-Complex/HOL4/HOL4Vec" "HOL/HOL-Complex/HOL4/HOL4Word32" "HOL/HOL-Complex/HOL4/HOL4Real" ;