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15 ((|constructor|·(NIL·"This·domain·has·no·description")))· 
16 ((|canonicalUnitNormal|·|has|·|#2|·(|IntegralDomain|))·(|canonicalsClosed|·|has|·|#2|·(|IntegralDomain|))·(|unitsKnown|·OR·(|has|·|#2|·(|Group|))·(|has|·|#2|·(|Ring|)))·(|leftUnitary|·|has|·|#2|·(|CommutativeRing|))·(|rightUnitary|·|has|·|#2|·(|CommutativeRing|))·((|commutative|·"*")·|has|·|#2|·(|IntegralDomain|))·(|noZeroDivisors|·|has|·|#2|·(|IntegralDomain|)))· 
17 ((|HasCategory|·|#2|·(QUOTE·(|IntegralDomain|)))·(|HasCategory|·|#2|·(QUOTE·(|CommutativeRing|)))·(|HasCategory|·|#2|·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·|#2|·(QUOTE·(|CharacteristicZero|)))·(|HasCategory|·|#2|·(QUOTE·(|Ring|)))·(|HasCategory|·|#2|·(LIST·(QUOTE·|LinearlyExplicitRingOver|)·(QUOTE·(|Integer|))))·(|HasCategory|·|#2|·(QUOTE·(|Group|)))·(|HasCategory|·|#2|·(LIST·(QUOTE·|ConvertibleTo|)·(QUOTE·(|InputForm|))))·(|HasCategory|·|#2|·(LIST·(QUOTE·|PatternMatchable|)·(QUOTE·(|Integer|))))·(|HasCategory|·|#2|·(LIST·(QUOTE·|PatternMatchable|)·(QUOTE·(|Float|))))·(|HasCategory|·|#2|·(LIST·(QUOTE·|ConvertibleTo|)·(LIST·(QUOTE·|Pattern|)·(QUOTE·(|Float|)))))·(|HasCategory|·|#2|·(LIST·(QUOTE·|ConvertibleTo|)·(LIST·(QUOTE·|Pattern|)·(QUOTE·(|Integer|)))))·(OR·(|HasCategory|·|#2|·(QUOTE·(|Group|)))·(|HasCategory|·|#2|·(QUOTE·(|IntegralDomain|))))·(AND·(|HasCategory|·|#2|·(LIST·(QUOTE·|LinearlyExplicitRingOver|)·(QUOTE·(|Integer|))))·(|HasCategory|·|#2|·(QUOTE·(|Ring|))))·(OR·(|HasCategory|·|#2|·(QUOTE·(|Group|)))·(|HasCategory|·|#2|·(QUOTE·(|Ring|))))·(|HasCategory|·|#2|·(QUOTE·(|AbelianGroup|)))·(|HasCategory|·|#2|·(QUOTE·(|AbelianSemiGroup|)))·(|HasCategory|·|#2|·(QUOTE·(|SemiGroup|)))·(|HasCategory|·|#2|·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(OR·(|HasCategory|·|#2|·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·|#2|·(QUOTE·(|IntegralDomain|))))·(|HasCategory|·|#2|·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(AND·(|HasCategory|·|#2|·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(|HasCategory|·|#2|·(QUOTE·(|IntegralDomain|))))·(OR·(|HasCategory|·|#2|·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(AND·(|HasCategory|·|#2|·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(|HasCategory|·|#2|·(QUOTE·(|IntegralDomain|)))))·(|HasCategory|·$·(QUOTE·(|Ring|)))·(|HasCategory|·$·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|)))))· 
18 (|AssociationListAggregate|·|Key|·|Entry|)· 
19 ((|constructor|·(NIL·"An·association·list·is·a·list·of·key·entry·pairs·which·may·be·viewed·as·a·table.·It·is·a·poor·mans·version·of·a·table:·searching·for·a·key·is·a·linear·operation."))·(|assoc|·(((|Union|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·"failed")·|#1|·$)·"\\spad{assoc(k,u)}·returns·the·element·\\spad{x}·in·association·list·\\spad{u}·stored·with·key·\\spad{k,}·or·\"failed\"·if·\\spad{u}·has·no·key·\\spad{k.}")))· 
20 ((|finiteAggregate|·.·T)·(|shallowlyMutable|·.·T)·(|nil|·.·T))· 
21 NIL·16 NIL·
22 (|GosperSummationMethod|·E·V·R·P·Q)· 
23 ((|constructor|·(NIL·"Gosper's·summation·algorithm."))·(|GospersMethod|·(((|Union|·|#5|·"failed")·|#5|·|#2|·(|Mapping|·|#2|))·"\\spad{GospersMethod(b,·\\spad{n,}·new)}·returns·a·rational·function·\\spad{rf(n)}·such·that·\\spad{a(n)·*·rf(n)}·is·the·indefinite·sum·of·\\spad{a(n)}·with·respect·to·upward·difference·on·\\spad{n},·\\spad{a(n+1)·*·rf(n+1)·-·a(n)·*·rf(n)·=·a(n)},·where·\\spad{b(n)·=·a(n)/a(n-1)}·is·a·rational·function.·Returns·\"failed\"·if·no·such·rational·function·\\spad{rf(n)}·exists.·Note·that·\\spad{new}·is·a·nullary·function·returning·a·new·\\spad{V}·every·time.·The·condition·on·\\spad{a(n)}·is·that·\\spad{a(n)/a(n-1)}·is·a·rational·function·of·\\spad{n}.")))· 
24 NIL·17 NIL·
 18 (|LinearOrdinaryDifferentialOperatorCategory|·A)·
 19 ((|constructor|·(NIL·"LinearOrdinaryDifferentialOperatorCategory·is·the·category·of·differential·operators·with·coefficients·in·a·ring·A·with·a·given·derivation.·\\blankline·Multiplication·of·operators·corresponds·to·functional·composition:\\br·\\spad{(L1}·*·L2).(f)·=·\\spad{L1}·\\spad{L2}·\\spad{f}"))·(|directSum|·(($·$·$)·"\\spad{directSum(a,b)}·computes·an·operator·\\spad{c}·of·minimal·order·such·that·the·nullspace·of·\\spad{c}·is·generated·by·all·the·sums·of·a·solution·of·\\spad{a}·by·a·solution·of·\\spad{b}."))·(|symmetricSquare|·(($·$)·"\\spad{symmetricSquare(a)}·computes·\\spad{symmetricProduct(a,a)}·using·a·more·efficient·method."))·(|symmetricPower|·(($·$·(|NonNegativeInteger|))·"\\spad{symmetricPower(a,n)}·computes·an·operator·\\spad{c}·of·minimal·order·such·that·the·nullspace·of·\\spad{c}·is·generated·by·all·the·products·of·\\spad{n}·solutions·of·\\spad{a}."))·(|symmetricProduct|·(($·$·$)·"\\spad{symmetricProduct(a,b)}·computes·an·operator·\\spad{c}·of·minimal·order·such·that·the·nullspace·of·\\spad{c}·is·generated·by·all·the·products·of·a·solution·of·\\spad{a}·by·a·solution·of·\\spad{b}."))·(|adjoint|·(($·$)·"\\spad{adjoint(a)}·returns·the·adjoint·operator·of·a."))·(D·(($)·"\\spad{D()}·provides·the·operator·corresponding·to·a·derivation·in·the·ring·\\spad{A}.")))·
 20 ((|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·
25 NIL·21 NIL·
26 (|CommonOperators|)· 
27 ((|constructor|·(NIL·"This·package·exports·the·elementary·operators,·with·some·semantics·already·attached·to·them.·The·semantics·that·is·attached·here·is·not·dependent·on·the·set·in·which·the·operators·will·be·applied."))·(|operator|·(((|BasicOperator|)·(|S[·...·truncated·by·diffoscope;·len:·183,·SHA:·36d7f6020260f5052bfbed1d4ace09b40a2b7b97b9913fe1a5feee6d5f2aa072·...·])·22 (|OpenMathError|)·
 23 ((|constructor|·(NIL·"\\spadtype{OpenMathError}·is·the·domain·of·OpenMath·errors."))·(|omError|·(($·(|OpenMathErrorKind|)·(|List|·(|Symbol|)))·"\\spad{omError(k,l)}·creates·an·instance·of·OpenMathError."))·(|errorInfo|·(((|List|·(|Symbol|))·$)·"\\spad{errorInfo(u)}·returns·information·about·the·error·u."))·(|errorKind|·(((|OpenMathErrorKind|)·$)·"\\spad{errorKind(u)}·returns·the·type·of·error·which·\\spad{u}·represents.")))·
28 NIL·24 NIL·
29 NIL·25 NIL·
 26 (|Switch|)·
 27 ((|constructor|·(NIL·"This·domain·builds·representations·of·boolean·expressions·for·use·with·the·\\axiomType{FortranCode}·domain."))·(NOT·(($·$)·"\\spad{NOT(x)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{\\~~x}.")·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{NOT(x)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{\\~~x}."))·(AND·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{AND(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x·and·\\spad{y}.}"))·(EQ·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{EQ(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x·=·\\spad{y}.}"))·(OR·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{OR(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x·or·\\spad{y}.}"))·(GE·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{GE(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x>=y}."))·(LE·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{LE(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x<=y}."))·(GT·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{GT(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x>y}."))·(LT·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·"\\spad{LT(x,y)}·returns·the·\\axiomType{Switch}·expression·representing·\\spad{x<y}."))·(|coerce|·(($·(|Symbol|))·"\\spad{coerce(s)}·is·not·documented")))·
30 (|FortranFunctionCategory|)· 
31 ((|constructor|·(NIL·"\\axiomType{FortranFunctionCategory}·is·the·category·of·arguments·to·NAG·Library·routines·which·return·(sets·of)·function·values."))·(|retractIfCan|·(((|Union|·$·"failed")·(|Fraction|·(|Polynomial|·(|Integer|))))·"\\spad{retractIfCan(e)}·tries·to·convert·\\spad{e}·into·an·ASP,·checking·that·\\indented{1}{legal·\\spad{Fortran-77}·is·produced.}")·(((|Union|·$·"failed")·(|Fraction|·(|Polynomial|·(|Float|))))·"\\spad{retractIfCan(e)}·tries·to·convert·\\spad{e}·into·an·ASP,·checking·that·\\indented{1}{legal·\\spad{Fortran-77}·is·produced.}")·(((|Union|·$·"failed")·(|Polynomial|·(|Integer|)))·"\\spad{retractIfCan(e)}·tries·to·convert·\\spad{e}·into·an·ASP,·checking·that·\\indented{1}{legal·\\spad{Fortran-77}·is·produced.}")·(((|Union|·$·"failed")·(|Polynomial|·(|Float|)))·"\\spad{retractIfCan(e)}·tries·to·convert·\\spad{e}·into·an·ASP,·checking·that·\\indented{1}{legal·\\spad{Fortran-77}·is·produced.}")·(((|Union|·$·"failed")·(|Expression|·(|Integer|)))·"\\spad{retractIfCan(e)}·tries·to·convert·\\spad{e}·into·an·ASP,·checking·that·\\indented{1}{legal·\\spad{Fortran-77}·is·produced.}")·(((|Union|·$·"failed")·(|Expression|·(|Float|)))·"\\spad{retractIfCan(e)}·tries·to·convert·\\spad{e}·into·an·ASP,·checking·that·\\indented{1}{legal·\\spad{Fortran-77}·is·produced.}"))·(|retract|·(($·(|Fraction|·(|Polynomial|·(|Integer|))))·"\\spad{retract(e)}·tries·to·convert·\\spad{e}·into·an·ASP,·checking·that·\\indented{1}{legal·\\spad{Fortran-77}·is·produced.}")·(($·(|Fraction|·(|Polynomial|·(|Float|))))·"\\spad{retract(e)}·tries·to·convert·\\spad{e}·into·an·ASP,·checking·that·\\indented{1}{legal·\\spad{Fortran-77}·is·produced.}")·(($·(|Polynomial|·(|Integer|)))·"\\spad{retract(e)}·tries·to·convert·\\spad{e}·into·an·ASP,·checking·that·\\indented{1}{legal·\\spad{Fortran-77}·is·produced.}")·(($·(|Polynomial|·(|Float|)))·"\\spad{retract(e)}·tries·to·convert·\\spad{e}·into·an·ASP,·checking·that·\\indented{1}{legal·\\spad{Fortran-77}·is·produced.}")·(($·(|Expression|·(|Integer|)))·"\\spad{retract(e)}·tries·to·convert·\\spad{e}·into·an·ASP,·checking·that·\\indented{1}{legal·\\spad{Fortran-77}·is·produced.}")·(($·(|Expression|·(|Float|)))·"\\spad{retract(e)}·tries·to·convert·\\spad{e}·into·an·ASP,·checking·that·\\indented{1}{legal·\\spad{Fortran-77}·is·produced.}"))·(|coerce|·(($·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·"\\spad{coerce(e)}·takes·the·component·of·\\spad{e}·from·\\spadtype{List·FortranCode}·and·uses·it·as·the·body·of·the·ASP,·making·the·declarations·in·the·\\spadtype{SymbolTable}·component.")·(($·(|FortranCode|))·"\\spad{coerce(e)}·takes·an·object·from·\\spadtype{FortranCode}·and·\\indented{1}{uses·it·as·the·body·of·an·ASP.}")·(($·(|List|·(|FortranCode|)))·"\\spad{coerce(e)}·takes·an·object·from·\\spadtype{List·FortranCode}·and·\\indented{1}{uses·it·as·the·body·of·an·ASP.}")))· 
32 ((|nil|·.·T))· 
33 NIL·28 NIL·
34 (|RealConstant|)· 
35 ((|constructor|·(NIL·"The·category·of·real·numeric·domains,·that·is,·convertible·to·floats.")))·29 NIL·
 30 (|SimpleAlgebraicExtension|·R·UP·M)·
 31 ((|constructor|·(NIL·"Algebraic·extension·of·a·ring·by·a·single·polynomial.·Domain·which·represents·simple·algebraic·extensions·of·arbitrary·rings.·The·first·argument·to·the·domain,·\\spad{R,}·is·the·underlying·ring,·the·second·argument·is·a·domain·of·univariate·polynomials·over·\\spad{K,}·while·the·last·argument·specifies·the·defining·minimal·polynomial.·The·elements·of·the·domain·are·canonically·represented·as·polynomials·of·degree·less·than·that·of·the·minimal·polynomial·with·coefficients·in·\\spad{R.}·The·second·argument·is·both·the·type·of·the·third·argument·and·the·underlying·representation·used·by·\\spadtype{SAE}·itself.")))·
 32 ((|noZeroDivisors|·|has|·|#1|·(|Field|))·(|canonicalUnitNormal|·|has|·|#1|·(|Field|))·(|canonicalsClosed|·|has|·|#1|·(|Field|))·((|commutative|·"*")·.·T)·(|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·
 33 ((|HasCategory|·|#1|·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·|#1|·(QUOTE·(|CharacteristicZero|)))·(|HasCategory|·|#1|·(QUOTE·(|FiniteFieldCategory|)))·(|HasCategory|·|#1|·(QUOTE·(|Field|)))·(OR·(|HasCategory|·|#1|·(QUOTE·(|Field|)))·(|HasCategory|·|#1|·(QUOTE·(|FiniteFieldCategory|))))·(|HasCategory|·|#1|·(QUOTE·(|Finite|)))·(|HasCategory|·|#1|·(LIST·(QUOTE·|LinearlyExplicitRingOver|)·(QUOTE·(|Integer|))))·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(AND·(|HasCategory|·|#1|·(LIST·(QUOTE·|PartialDifferentialRing|)·(QUOTE·(|Symbol|))))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))·(OR·(AND·(|HasCategory|·|#1|·(LIST·(QUOTE·|PartialDifferentialRing|)·(QUOTE·(|Symbol|))))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))·(AND·(|HasCategory|·|#1|·(LIST·(QUOTE·|PartialDifferentialRing|)·(QUOTE·(|Symbol|))))·(|HasCategory|·|#1|·(QUOTE·(|FiniteFieldCategory|)))))·(OR·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))·(AND·(|HasCategory|·|#1|·(QUOTE·(|DifferentialRing|)))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))·(OR·(AND·(|HasCategory|·|#1|·(QUOTE·(|DifferentialRing|)))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))·(|HasCategory|·|#1|·(QUOTE·(|FiniteFieldCategory|)))))·
 34 (|MachineComplex|)·
 35 ((|constructor|·(NIL·"A·domain·which·models·the·complex·number·representation·used·by·machines·in·the·AXIOM-NAG·link."))·(|coerce|·(((|Complex|·(|Float|))·$)·"\\spad{coerce(u)}·transforms·\\spad{u}·into·a·COmplex·Float")·(($·(|Complex|·(|MachineInteger|)))·"\\spad{coerce(u)}·transforms·\\spad{u}·into·a·MachineComplex")·(($·(|Complex|·(|MachineFloat|)))·"\\spad{coerce(u)}·transforms·\\spad{u}·into·a·MachineComplex")·(($·(|Complex|·(|Integer|)))·"\\spad{coerce(u)}·transforms·\\spad{u}·into·a·MachineComplex")·(($·(|Complex|·(|Float|)))·"\\spad{coerce(u)}·transforms·\\spad{u}·into·a·MachineComplex")))·
 36 ((|noZeroDivisors|·.·T)·(|canonicalUnitNormal|·|has|·(|MachineFloat|)·(|Field|))·(|canonicalsClosed|·|has|·(|MachineFloat|)·(|Field|))·(|complex|·.·T)·(|multiplicativeValuation|·|has|·(|MachineFloat|)·(ATTRIBUTE·|multiplicativeValuation|))·(|additiveValuation|·|has|·(|MachineFloat|)·(ATTRIBUTE·|additiveValuation|))·((|commutative|·"*")·.·T)·(|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·
 37 ((|HasCategory|·(|MachineFloat|)·(QUOTE·(|CharacteristicZero|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|LinearlyExplicitRingOver|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Finite|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|)))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|PartialDifferentialRing|)·(QUOTE·(|Symbol|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|DifferentialRing|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|FiniteFieldCategory|)))·(OR·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|FiniteFieldCategory|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|Eltable|)·(QUOTE·(|MachineFloat|))·(QUOTE·(|MachineFloat|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|Evalable|)·(QUOTE·(|MachineFloat|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|InnerEvalable|)·(QUOTE·(|Symbol|))·(QUOTE·(|MachineFloat|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|PatternMatchable|)·(QUOTE·(|Float|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|PatternMatchable|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|ConvertibleTo|)·(LIST·(QUOTE·|Pattern|)·(QUOTE·(|Integer|)))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|ConvertibleTo|)·(LIST·(QUOTE·|Pattern|)·(QUOTE·(|Float|)))))·(OR·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|FiniteFieldCategory|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|ConvertibleTo|)·(QUOTE·(|InputForm|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|RealConstant|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|TranscendentalFunctionCategory|)))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|RadicalCategory|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|TranscendentalFunctionCategory|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|IntegerNumberSystem|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|RealNumberSystem|)))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|RealNumberSystem|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|TranscendentalFunctionCategory|))))·(OR·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|)))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|DifferentialRing|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|))))·(AND·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|PartialDifferentialRing|)·(QUOTE·(|Symbol|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|))))·(|HasCategory|·(|MachineFloat|)·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|OrderedSet|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|IntegralDomain|)))·(|HasAttribute|·(|MachineFloat|)·(QUOTE·|multiplicativeValuation|))·(|HasAttribute|·(|MachineFloat|)·(QUOTE·|additiveValuation|))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(OR·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|)))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|FiniteFieldCategory|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|)))))·(OR·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|FiniteFieldCategory|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|)))))·(OR·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|Field|))))·(OR·(AND·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|IntegralDomain|))))·(OR·(AND·(|HasCategory|·$·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|CharacteristicNonZero|))))·(OR·(AND·(|HasCategory|·$·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(|HasCategory|·(|MachineFloat|)·(QUOTE·(|FiniteFieldCategory|)))))·
 38 (|RationalFunctionDefiniteIntegration|·R)·
 39 ((|constructor|·(NIL·"Definite·integration·of·rational·functions.·\\spadtype{RationalFunctionDefiniteIntegration}·provides·functions·to·compute·definite·integrals·of·rational·functions."))·(|integrate|·(((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Fraction|·(|Polynomial|·|#1|))))·(|String|))·"\\spad{integrate(f,·\\spad{x}·=·a..b,·\"noPole\")}·returns·the·integral·of·\\spad{f(x)dx}·from·a·to·\\spad{b.}·If·it·is·not·possible·to·check·whether·\\spad{f}·has·a·pole·for·\\spad{x}·between·a·and·\\spad{b}·(because·of·parameters),·then·this·function·will·assume·that·\\spad{f}·has·no·such·pole.·Error:·if·\\spad{f}·has·a·pole·for·\\spad{x}·between·a·and·\\spad{b}·or·if·the·last·argument·is·not·\"noPole\".")·(((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Fraction|·(|Polynomial|·|#1|)))))·"\\spad{integrate(f,·\\spad{x}·=·a..b)}·returns·the·integral·of·\\spad{f(x)dx}·from·a·to·\\spad{b.}·Error:·if·\\spad{f}·has·a·pole·for·\\spad{x}·between·a·and·\\spad{b.}")·(((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|String|))·"\\spad{integrate(f,·\\spad{x}·=·a..b,·\"noPole\")}·returns·the·integral·of·\\spad{f(x)dx}·from·a·to·\\spad{b.}·If·it·is·not·possible·to·check·whether·\\spad{f}·has·a·pole·for·\\spad{x}·between·a·and·\\spad{b}·(because·of·parameters),·then·this·function·will·assume·that·\\spad{f}·has·no·such·pole.·Error:·if·\\spad{f}·has·a·pole·for·\\spad{x}·between·a·and·\\spad{b}·or·if·the·last·argument·is·not·\"noPole\".")·(((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Expression|·|#1|))))·"\\spad{integrate(f,·\\spad{x}·=·a..b)}·returns·the·integral·of·\\spad{f(x)dx}·from·a·to·\\spad{b.}·Error:·if·\\spad{f}·has·a·pole·for·\\spad{x}·between·a·and·\\spad{b.}")))·
36 NIL·40 NIL·
37 NIL·41 NIL·
38 (|GnuDraw|)· 
39 ((|constructor|·(NIL·"This·package·provides·support·for·gnuplot.·These·routines·generate·output·files·contain·gnuplot·scripts·that·may·be·processed·directly·by·gnuplot.·This·is·especially·convenient·in·the·axiom-wiki·environment·where·gnuplot·is·called·from[·...·truncated·by·diffoscope;·len:·1829,·SHA:·71f6723482a45e1a62052776a8ff2948d2c5d07f05a31a73d131bb7387a69b5b·...·])·42 (|NumericalIntegrationProblem|)·
 43 ((|constructor|·(NIL·"\\axiomType{NumericalIntegrationProblem}·is·a·\\axiom{domain}·for·the·representation·of·Numerical·Integration·problems·for·use·by·ANNA.·\\blankline·The·representation·is·a·Union·of·two·record·types·-·one·for·integration·of·a·function·of·one·variable:·\\blankline·\\axiomType{Record}(var:\\axiomType{Symbol},\\br·fn:\\axiomType{Expression·DoubleFloat},\\br·range:\\axiomType{Segment·OrderedCompletion·DoubleFloat},\\br·abserr:\\axiomType{DoubleFloat},\\br·relerr:\\axiomType{DoubleFloat},)·\\blankline·and·one·for·multivariate·integration:·\\blankline·\\axiomType{Record}(fn:\\axiomType{Expression·DoubleFloat},\\br·range:\\axiomType{List·Segment·OrderedCompletion·DoubleFloat},\\br·abserr:\\axiomType{DoubleFloat},\\br·relerr:\\axiomType{DoubleFloat},)."))·(|retract|·(((|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))))·$)·"\\spad{retract(x)}·is·not·documented"))·(|coerce|·(((|OutputForm|)·$)·"\\spad{coerce(x)}·is·not·documented")·(($·(|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))))·"\\spad{coerce(x)}·is·not·documented")·(($·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·"\\spad{coerce(x)}·is·not·documented")·(($·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·"\\spad{coerce(x)}·is·not·documented")))·
40 NIL·44 NIL·
41 NIL·45 NIL·
42 (|InnerPolySign|·R·UP)· 
43 ((|constructor|·(NIL·"Find·the·sign·of·a·polynomial·around·a·point·or·infinity."))·(|signAround|·(((|Union|·(|Integer|)·"failed")·|#2|·|#1|·(|Mapping|·(|Union|·(|Integer|)·"failed")·|#1|))·"\\spad{signAround(u,r,f)}·\\undocumented")·(((|Union|·(|Integer|)·"[·...·truncated·by·diffoscope;·len:·269,·SHA:·41da9fdb988f535f2885f7d1405df5215b08b9c3a459e0686dc8c3bd075a01a8·...·])·46 (|ExpertSystemContinuityPackage1|·A·B)·
 47 ((|constructor|·(NIL·"\\spad{ExpertSystemContinuityPackage1}·exports·a·function·to·check·range·inclusion"))·(|in?|·(((|Boolean|)·(|DoubleFloat|))·"\\spad{in?(p)}·tests·whether·point·\\spad{p}·is·internal·to·the·range·[\\spad{A..B}]")))·
44 NIL·48 NIL·
45 NIL·49 NIL·
46 (|OpenMathErrorKind|)· 
47 ((|constructor|·(NIL·"\\spadtype{OpenMathErrorKind}·represents·different·kinds·of·OpenMath·errors:·specifically·parse·errors,·unknown·\\spad{CD}·or·symbol·errors,·and·read·errors."))·(|OMReadError?|·(((|Boolean|)·$)·"\\spad{OMReadError?(u)}·tests·whether·\\[·...·truncated·by·diffoscope;·len:·670,·SHA:·03b6151a77b1f26c2ef01f3c8b9a2e99857cf9e1a5ad352ff4282c72034f6893·...·])·50 (|NonNegativeInteger|)·
 51 ((|constructor|·(NIL·"\\spadtype{NonNegativeInteger}·provides·functions·for·non·negative·integers."))·(|qcoerce|·(($·(|Integer|))·"\\spad{qcoerce(n)}·coerces·\\spad{n}·to·\\spad{\\%}·trusting·that·\\spad{n}·is·nonnegative"))·(|random|·(($·$)·"\\spad{random(n)}·returns·a·random·integer·from·0·to·\\spad{n-1}."))·(|shift|·(($·$·(|Integer|))·"\\spad{shift(a,·i)}·shift·\\spad{a}·by·\\spad{i}·bits."))·(|exquo|·(((|Union|·$·"failed")·$·$)·"\\spad{exquo(a,b)}·returns·the·quotient·of·\\spad{a}·and·\\spad{b,}·or·\"failed\"·if·\\spad{b}·is·zero·or·\\spad{a}·rem·\\spad{b}·is·zero."))·(|divide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·"\\spad{divide(a,·\\spad{b)}}·returns·a·record·containing·both·remainder·and·quotient."))·(|gcd|·(($·$·$)·"\\spad{gcd(a,·\\spad{b)}}·computes·the·greatest·common·divisor·of·two·\\indented{1}{non·negative·integers·\\spad{a}·and·\\spad{b.}}·\\blankline·\\spad{X}·gcd(2415,945)·\\spad{X}·gcd(945,2415)·\\spad{X}·gcd(2415,0)·\\spad{X}·gcd(0,945)·\\spad{X}·gcd(15,15)·\\spad{X}·gcd(0,0)"))·(|rem|·(($·$·$)·"\\spad{a·rem·\\spad{b}}·returns·the·remainder·of·\\spad{a}·and·\\spad{b.}"))·(|quo|·(($·$·$)·"\\spad{a·quo·\\spad{b}}·returns·the·quotient·of·\\spad{a}·and·\\spad{b,}·forgetting·the·remainder.")))·
48 NIL·52 NIL·
49 NIL·53 NIL·
50 (|MappingPackageInternalHacks2|·A·C)· 
51 ((|constructor|·(NIL·"Various·Currying·operations."))·(|arg2|·((|#2|·|#1|·|#2|)·"\\spad{arg2(a,c)}·selects·its·second·argument."))·(|arg1|·((|#1|·|#1|·|#2|)·"\\spad{arg1(a,c)}·selects·its·first·argument.")))·54 (|HexadecimalExpansion|)·
 55 ((|constructor|·(NIL·"This·domain·allows·rational·numbers·to·be·presented·as·repeating·hexadecimal·expansions."))·(|toint|·(((|Integer|)·(|String|))·"\\spad{toint(s)}·converts·a·hex·string·to·integer·\\blankline·\\spad{X}·toint(\"FE\")·\\spad{X}·toint(\"BFD25E8C\")"))·(|hex|·(($·(|Fraction|·(|Integer|)))·"\\spad{hex(r)}·converts·a·rational·number·to·a·hexadecimal·expansion."))·(|fractionPart|·(((|Fraction|·(|Integer|))·$)·"\\spad{fractionPart(h)}·returns·the·fractional·part·of·a·hexadecimal·expansion"))·(|coerce|·(((|RadixExpansion|·16)·$)·"\\spad{coerce(h)}·converts·a·hexadecimal·expansion·to·a·radix·expansion·with·base·16.")·(((|Fraction|·(|Integer|))·$)·"\\spad{coerce(h)}·converts·a·hexadecimal·expansion·to·a·rational·number.")))·
 56 ((|canonicalsClosed|·.·T)·(|canonicalUnitNormal|·.·T)·(|noZeroDivisors|·.·T)·((|commutative|·"*")·.·T)·(|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·
 57 ((|HasCategory|·(|Integer|)·(QUOTE·(|PolynomialFactorizationExplicit|)))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Symbol|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|CharacteristicZero|)))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|ConvertibleTo|)·(QUOTE·(|InputForm|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|RealConstant|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|OrderedIntegralDomain|)))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|StepThrough|)))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|PatternMatchable|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|PatternMatchable|)·(QUOTE·(|Float|))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|ConvertibleTo|)·(LIST·(QUOTE·|Pattern|)·(QUOTE·(|Float|)))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|ConvertibleTo|)·(LIST·(QUOTE·|Pattern|)·(QUOTE·(|Integer|)))))·(|HasCategory|·(|Integer|)·(QUOTE·(|DifferentialRing|)))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|PartialDifferentialRing|)·(QUOTE·(|Symbol|))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|InnerEvalable|)·(QUOTE·(|Symbol|))·(QUOTE·(|Integer|))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|Evalable|)·(QUOTE·(|Integer|))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|Eltable|)·(QUOTE·(|Integer|))·(QUOTE·(|Integer|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|EuclideanDomain|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|IntegerNumberSystem|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|OrderedSet|)))·(OR·(|HasCategory|·(|Integer|)·(QUOTE·(|OrderedIntegralDomain|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|OrderedSet|))))·(|HasCategory|·(|Integer|)·(LIST·(QUOTE·|LinearlyExplicitRingOver|)·(QUOTE·(|Integer|))))·(AND·(|HasCategory|·$·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(OR·(AND·(|HasCategory|·$·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·(|Integer|)·(QUOTE·(|PolynomialFactorizationExplicit|))))·(|HasCategory|·(|Integer|)·(QUOTE·(|CharacteristicNonZero|)))))·
 58 (|NagEigenPackage|)·
 59 ((|constructor|·(NIL·"This·package·uses·the·NAG·Library·to·compute\\br·\\tab{5}eigenvalues·and·eigenvectors·of·a·matrix\\br·\\tab{5}·eigenvalues·and·eigenvectors·of·generalized·matrix·eigenvalue·problems\\br·\\tab{5}singular·values·and·singular·vectors·of·a·matrix."))·(|f02xef|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|Complex|·(|DoubleFloat|)))·(|Matrix|·(|Complex|·(|DoubleFloat|)))·(|Integer|))·"\\spad{f02xef(m,n,lda,ncolb,ldb,wantq,ldq,wantp,ldph,a,b,ifail)}·returns·all,·or·part,·of·the·singular·value·decomposition·of·a·general·complex·matrix.·See·\\downlink{Manual·Page}{manpageXXf02xef}."))·(|f02wef|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02wef(m,n,lda,ncolb,ldb,wantq,ldq,wantp,ldpt,a,b,ifail)}·returns·all,·or·part,·of·the·singular·value·decomposition·of·a·general·real·matrix.·See·\\downlink{Manual·Page}{manpageXXf02wef}."))·(|f02fjf|·(((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp27|·DOT)))·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp28|·IMAGE)))·(|FileName|))·"f02fjf(n,k,tol,novecs,nrx,lwork,lrwork,·\\indented{7}{liwork,m,noits,x,ifail,dot,image,monit)}·finds·eigenvalues·of·a·real·sparse·symmetric·or·generalized·symmetric·eigenvalue·problem.·See·\\downlink{Manual·Page}{manpageXXf02fjf}.")·(((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp27|·DOT)))·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp28|·IMAGE))))·"f02fjf(n,k,tol,novecs,nrx,lwork,lrwork,·\\indented{7}{liwork,m,noits,x,ifail,dot,image)}·finds·eigenvalues·of·a·real·sparse·symmetric·or·generalized·symmetric·eigenvalue·problem.·See·\\downlink{Manual·Page}{manpageXXf02fjf}."))·(|f02bjf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02bjf(n,ia,ib,eps1,matv,iv,a,b,ifail)}·calculates·all·the·eigenvalues·and,·if·required,·all·the·eigenvectors·of·the·generalized·eigenproblem·Ax=(lambda)Bx·where·A·and·\\spad{B}·are·real,·square·matrices,·using·the·\\spad{QZ}·algorithm.·See·\\downlink{Manual·Page}{manpageXXf02bjf}."))·(|f02bbf|·(((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02bbf(ia,n,alb,ub,m,iv,a,ifail)}·calculates·selected·eigenvalues·of·a·real·symmetric·matrix·by·reduction·to·tridiagonal·form,·bisection·and·inverse·iteration,·where·the·selected·eigenvalues·lie·within·a·given·interval.·See·\\downlink{Manual·Page}{manpageXXf02bbf}."))·(|f02axf|·(((|Result|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|))·"\\spad{f02axf(ar,iar,ai,iai,n,ivr,ivi,ifail)}·calculates·all·the·eigenvalues·of·a·complex·Hermitian·matrix.·See·\\downlink{Manual·Page}{manpageXXf02axf}."))·(|f02awf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02awf(iar,iai,n,ar,ai,ifail)}·calculates·all·the·eigenvalues·of·a·complex·Hermitian·matrix.·See·\\downlink{Manual·Page}{manpageXXf02awf}."))·(|f02akf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02akf(iar,iai,n,ivr,ivi,ar,ai,ifail)}·calculates·all·the·eigenvalues·of·a·complex·matrix.·See·\\downlink{Manual·Page}{manpageXXf02akf}."))·(|f02ajf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02ajf(iar,iai,n,ar,ai,ifail)}·calculates·all·the·eigenvalue.·See·\\downlink{Manual·Page}{manpageXXf02ajf}."))·(|f02agf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02agf(ia,n,ivr,ivi,a,ifail)}·calculates·all·the·eigenvalues·of·a·real·unsymmetric·matrix.·See·\\downlink{Manual·Page}{manpageXXf02agf}."))·(|f02aff|·(((|Result|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02aff(ia,n,a,ifail)}·calculates·all·the·eigenvalues·of·a·real·unsymmetric·matrix.·See·\\downlink{Manual·Page}{manpageXXf02aff}."))·(|f02aef|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02aef(ia,ib,n,iv,a,b,ifail)}·calculates·all·the·eigenvalues·of·Ax=(lambda)Bx,·where·A·is·a·real·symmetric·matrix·and·\\spad{B}·is·a·real·symmetric·positive-definite·matrix.·See·\\downlink{Manual·Page}{manpageXXf02aef}."))·(|f02adf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02adf(ia,ib,n,a,b,ifail)}·calculates·all·the·eigenvalues·of·Ax=(lambda)Bx,·where·A·is·a·real·symmetric·matrix·and·\\spad{B}·is·a·real·symmetric·positive-·definite·matrix.·See·\\downlink{Manual·Page}{manpageXXf02adf}."))·(|f02abf|·(((|Result|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|))·"\\spad{f02abf(a,ia,n,iv,ifail)}·calculates·all·the·eigenvalues·of·a·real·symmetric·matrix.·See·\\downlink{Manual·Page}{manpageXXf02abf}."))·(|f02aaf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|))·"\\spad{f02aaf(ia,n,a,ifail)}·calculates·all·the·eigenvalue.·See·\\downlink{Manual·Page}{manpageXXf02aaf}.")))·
52 NIL·60 NIL·
53 NIL·61 NIL·
54 (|SetCategoryWithDegree|)· 
55 ((|constructor|·(NIL·"This·is·part·of·the·PAFF·package,·related·to·projective·space.")))·62 (|SparseUnivariateSkewPolynomial|·R·|sigma|·|delta|)·
 63 ((|constructor|·(NIL·"This·is·the·domain·of·sparse·univariate·skew·polynomials·over·an·Ore·coefficient·field.·The·multiplication·is·given·by·\\spad{x·a·=·\\sigma(a)·\\spad{x}·+·\\delta·a}."))·(|outputForm|·(((|OutputForm|)·$·(|OutputForm|))·"\\spad{outputForm(p,·\\spad{x)}}·returns·the·output·form·of·\\spad{p}·using·\\spad{x}·for·the·otherwise·anonymous·variable.")))·
 64 ((|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·
 65 ((|HasCategory|·|#1|·(QUOTE·(|CommutativeRing|)))·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(|HasCategory|·|#1|·(QUOTE·(|IntegralDomain|)))·(|HasCategory|·|#1|·(QUOTE·(|GcdDomain|)))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))·
 66 (|SetAggregate&|·A·S)·
 67 ((|constructor|·(NIL·"A·set·category·lists·a·collection·of·set-theoretic·operations·useful·for·both·finite·sets·and·multisets.·Note·however·that·finite·sets·are·distinct·from·multisets.·Although·the·operations·defined·for·set·categories·are·common·to·both,·the·relationship·between·the·two·cannot·be·described·by·inclusion·or·inheritance."))·(|union|·(($·|#2|·$)·"\\spad{union(x,u)}·returns·the·set·aggregate·\\spad{u}·with·the·element·\\spad{x}·added.·If·\\spad{u}·already·contains·\\spad{x,}·\\axiom{union(x,u)}·returns·a·copy·of·u.")·(($·$·|#2|)·"\\spad{union(u,x)}·returns·the·set·aggregate·\\spad{u}·with·the·element·\\spad{x}·added.·If·\\spad{u}·already·contains·\\spad{x,}·\\axiom{union(u,x)}·returns·a·copy·of·u.")·(($·$·$)·"\\spad{union(u,v)}·returns·the·set·aggregate·of·elements·which·are·members·of·either·set·aggregate·\\spad{u}·or·\\spad{v.}"))·(|subset?|·(((|Boolean|)·$·$)·"\\spad{subset?(u,v)}·tests·if·\\spad{u}·is·a·subset·of·\\spad{v.}·Note·that·equivalent·to·\\axiom{reduce(and,{member?(x,v)·for·\\spad{x}·in·u},true,false)}."))·(|symmetricDifference|·(($·$·$)·"\\spad{symmetricDifference(u,v)}·returns·the·set·aggregate·of·elements·\\spad{x}·which·are·members·of·set·aggregate·\\spad{u}·or·set·aggregate·\\spad{v}·but·not·both.·If·\\spad{u}·and·\\spad{v}·have·no·elements·in·common,·\\axiom{symmetricDifference(u,v)}·returns·a·copy·of·u.·Note·that·\\axiom{symmetricDifference(u,v)·=·\\indented{1}{union(difference(u,v),difference(v,u))}}"))·(|difference|·(($·$·|#2|)·"\\spad{difference(u,x)}·returns·the·set·aggregate·\\spad{u}·with·element·\\spad{x}·removed.·If·\\spad{u}·does·not·contain·\\spad{x,}·a·copy·of·\\spad{u}·is·returned.·Note·that·\\axiom{difference(s,·\\spad{x)}·=·difference(s,·{x})}.")·(($·$·$)·"\\spad{difference(u,v)}·returns·the·set·aggregate·\\spad{w}·consisting·of·elements·in·set·aggregate·\\spad{u}·but·not·in·set·aggregate·\\spad{v.}·If·\\spad{u}·and·\\spad{v}·have·no·elements·in·common,·\\axiom{difference(u,v)}·returns·a·copy·of·u.·Note·that·equivalent·to·the·notation·(not·currently·supported)·\\axiom{{x·for·\\spad{x}·in·\\spad{u}·|·not·member?(x,v)}}."))·(|intersect|·(($·$·$)·"\\spad{intersect(u,v)}·returns·the·set·aggregate·\\spad{w}·consisting·of·elements·common·to·both·set·aggregates·\\spad{u}·and·\\spad{v.}·Note·that·equivalent·to·the·notation·(not·currently·supported)·\\spad{{x}·for·\\spad{x}·in·\\spad{u}·|·member?(x,v)}."))·(|set|·(($·(|List|·|#2|))·"\\spad{set([x,y,...,z])}·creates·a·set·aggregate·containing·items·x,y,...,z.")·(($)·"\\spad{set()}$D·creates·an·empty·set·aggregate·of·type·\\spad{D.}"))·(|brace|·(($·(|List|·|#2|))·"\\spad{brace([x,y,...,z])}·creates·a·set·aggregate·containing·items·x,y,...,z.·This·form·is·considered·obsolete.·Use·\\axiomFun{set}·instead.")·(($)·"\\spad{brace()}$D·(otherwise·written·{}$D)·creates·an·empty·set·aggregate·of·type·\\spad{D.}·This·form·is·considered·obsolete.·Use·\\axiomFun{set}·instead."))·(<·(((|Boolean|)·$·$)·"\\spad{s·<·\\spad{t}}·returns·\\spad{true}·if·all·elements·of·set·aggregate·\\spad{s}·are·also·elements·of·set·aggregate·\\spad{t.}")))·
56 NIL·68 NIL·
57 NIL·69 NIL·
58 (|PatternMatchListResult|·R·S·L)· 
59 ((|constructor|·(NIL·"A·PatternMatchListResult·is·an·object·internally·returned·by·the·pattern·matcher·when·matching·on·lists.·It·is·either·a·failed·match,·or·a·pair·of·PatternMatchResult,·one·for·atoms·(elements·of·the·list),·and·one·for·lists."))·(|lists|[·...·truncated·by·diffoscope;·len:·606,·SHA:·c690714e7ccfca4fcf7318cbf7a561b04f7ffe59acbff17a249b9b0dc5b220a2·...·])·70 (|ViewportPackage|)·
 71 ((|constructor|·(NIL·"ViewportPackage·provides·functions·for·creating·GraphImages·and·TwoDimensionalViewports·from·lists·of·lists·of·points."))·(|coerce|·(((|TwoDimensionalViewport|)·(|GraphImage|))·"\\spad{coerce(gi)}·converts·the·indicated·\\spadtype{GraphImage},·gi,·into·the·\\spadtype{TwoDimensionalViewport}·form."))·(|drawCurves|·(((|TwoDimensionalViewport|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|List|·(|DrawOption|)))·"\\spad{drawCurves([[p0],[p1],...,[pn]],[options])}·creates·a·\\spadtype{TwoDimensionalViewport}·from·the·list·of·lists·of·points,·\\spad{p0}·throught·\\spad{pn,}·using·the·options·specified·in·the·list·\\spad{options}")·(((|TwoDimensionalViewport|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|Palette|)·(|Palette|)·(|PositiveInteger|)·(|List|·(|DrawOption|)))·"\\spad{drawCurves([[p0],[p1],...,[pn]],ptColor,lineColor,ptSize,[options])}·creates·a·\\spadtype{TwoDimensionalViewport}·from·the·list·of·lists·of·points,·\\spad{p0}·throught·\\spad{pn,}·using·the·options·specified·in·the·list·\\spad{options}.·The·point·color·is·specified·by·\\spad{ptColor},·the·line·color·is·specified·by·\\spad{lineColor},·and·the·point·size·is·specified·by·\\spad{ptSize}."))·(|graphCurves|·(((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|List|·(|DrawOption|)))·"\\spad{graphCurves([[p0],[p1],...,[pn]],[options])}·creates·a·\\spadtype{GraphImage}·from·the·list·of·lists·of·points,·\\spad{p0}·through·\\spad{pn,}·using·the·options·specified·in·the·list·\\spad{options}.")·(((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·"\\spad{graphCurves([[p0],[p1],...,[pn]])}·creates·a·\\spadtype{GraphImage}·from·the·list·of·lists·of·points·indicated·by·\\spad{p0}·through·\\spad{pn.}")·(((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|Palette|)·(|Palette|)·(|PositiveInteger|)·(|List|·(|DrawOption|)))·"\\spad{graphCurves([[p0],[p1],...,[pn]],ptColor,lineColor,ptSize,[options])}·creates·a·\\spadtype{GraphImage}·from·the·list·of·lists·of·points,·\\spad{p0}·throught·\\spad{pn,}·using·the·options·specified·in·the·list·\\spad{options}.·The·graph·point·color·is·specified·by·\\spad{ptColor},·the·graph·line·color·is·specified·by·\\spad{lineColor},·and·the·size·of·the·points·is·specified·by·\\spad{ptSize}.")))·
60 NIL·72 NIL·
61 NIL·73 NIL·
62 (|PrimeField|·|p|)· 
63 ((|constructor|·(NIL·"PrimeField(p)·implements·the·field·with·\\spad{p}·elements·if·\\spad{p}·is·a·prime·number.")))·74 (|Ruleset|·|Base|·R·F)·
 75 ((|constructor|·(NIL·"Sets·of·rules·for·the·pattern·matcher.·A·ruleset·is·a·set·of·pattern·matching·rules·grouped·together."))·(|elt|·((|#3|·$·|#3|·(|PositiveInteger|))·"\\spad{elt(r,f,n)}·or·r(f,·\\spad{n)}·applies·all·the·rules·of·\\spad{r}·to·\\spad{f}·at·most·\\spad{n}·times."))·(|rules|·(((|List|·(|RewriteRule|·|#1|·|#2|·|#3|))·$)·"\\spad{rules(r)}·returns·the·rules·contained·in·\\spad{r.}"))·(|ruleset|·(($·(|List|·(|RewriteRule|·|#1|·|#2|·|#3|)))·"\\spad{ruleset([r1,...,rn])}·creates·the·rule·set·\\spad{{r1,...,rn}}.")))·
 76 NIL·
 77 NIL·
 78 (|LinearOrdinaryDifferentialOperator|·A·|diff|)·
 79 ((|constructor|·(NIL·"\\spad{LinearOrdinaryDifferentialOperator}·defines·a·ring·of·differential·operators·with·coefficients·in·a·ring·A·with·a·given·derivation.·Multiplication·of·operators·corresponds·to·functional·composition:\\br·\\spad{(L1·*·L2).(f)·=·\\spad{L1}·\\spad{L2}·\\spad{f}}")))·
 80 ((|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·
 81 ((|HasCategory|·|#1|·(QUOTE·(|CommutativeRing|)))·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(LIST·(QUOTE·|Fraction|)·(QUOTE·(|Integer|)))))·(|HasCategory|·|#1|·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Integer|))))·(|HasCategory|·|#1|·(QUOTE·(|IntegralDomain|)))·(|HasCategory|·|#1|·(QUOTE·(|GcdDomain|)))·(|HasCategory|·|#1|·(QUOTE·(|Field|))))·
 82 (|AxiomServer|)·
 83 ((|constructor|·(NIL·"This·package·provides·a·functions·to·support·a·web·server·for·the·new·Axiom·Browser·functions.")))·
 84 NIL·
 85 NIL·
 86 (|IntegrationTools|·R·F)·
 87 ((|constructor|·(NIL·"Tools·for·the·integrator"))·(|intPatternMatch|·(((|IntegrationResult|·|#2|)·|#2|·(|Symbol|)·(|Mapping|·(|IntegrationResult|·|#2|)·|#2|·(|Symbol|))·(|Mapping|·(|Union|·(|Record|·(|:|·|special|·|#2|)·(|:|·|integrand|·|#2|))·"failed")·|#2|·(|Symbol|)))·"\\spad{intPatternMatch(f,·\\spad{x,}·int,·pmint)}·tries·to·integrate·\\spad{f}·first·by·using·the·integration·function·\\spad{int},·and·then·by·using·the·pattern·match·intetgration·function·\\spad{pmint}·on·any·remaining·unintegrable·part."))·(|mkPrim|·((|#2|·|#2|·(|Symbol|))·"\\spad{mkPrim(f,·\\spad{x)}}·makes·the·logs·in·\\spad{f}·which·are·linear·in·\\spad{x}·primitive·with·respect·to·\\spad{x.}"))·(|removeConstantTerm|·((|#2|·|#2|·(|Symbol|))·"\\spad{removeConstantTerm(f,·\\spad{x)}}·returns·\\spad{f}·minus·any·additive·constant·with·respect·to·\\spad{x.}"))·(|vark|·(((|List|·(|Kernel|·|#2|))·(|List|·|#2|)·(|Symbol|))·"\\spad{vark([f1,...,fn],x)}·returns·the·set-theoretic·union·of·\\spad{(varselect(f1,x),...,varselect(fn,x))}."))·(|union|·(((|List|·(|Kernel|·|#2|))·(|List|·(|Kernel|·|#2|))·(|List|·(|Kernel|·|#2|)))·"\\spad{union(l1,·l2)}·returns·set-theoretic·union·of·\\spad{l1}·and·\\spad{l2.}"))·(|ksec|·(((|Kernel|·|#2|)·(|Kernel|·|#2|)·(|List|·(|Kernel|·|#2|))·(|Symbol|))·"\\spad{ksec(k,·[k1,...,kn],·\\spad{x)}}·returns·the·second·top-level·\\spad{ki}·after·\\spad{k}·involving·\\spad{x.}"))·(|kmax|·(((|Kernel|·|#2|)·(|List|·(|Kernel|·|#2|)))·"\\spad{kmax([k1,...,kn])}·returns·the·top-level·\\spad{ki}·for·integration."))·(|varselect|·(((|List|·(|Kernel|·|#2|))·(|List|·(|Kernel|·|#2|))·(|Symbol|))·"\\spad{varselect([k1,...,kn],·\\spad{x)}}·returns·the·\\spad{ki}·which·involve·\\spad{x.}")))·
 88 NIL·
 89 ((AND·(|HasCategory|·|#1|·(LIST·(QUOTE·|ConvertibleTo|)·(LIST·(QUOTE·|Pattern|)·(QUOTE·(|Integer|)))))·(|HasCategory|·|#1|·(LIST·(QUOTE·|PatternMatchable|)·(QUOTE·(|Integer|))))·(|HasCategory|·|#1|·(QUOTE·(|GcdDomain|)))·(|HasCategory|·|#2|·(LIST·(QUOTE·|RetractableTo|)·(QUOTE·(|Symbol|))))·(|HasCategory|·|#2|·(QUOTE·(|ElementaryFunctionCategory|)))·(|HasCategory|·|#2|·(QUOTE·(|LiouvillianFunctionCategory|))))·(AND·(|HasCategory|·|#1|·(QUOTE·(|GcdDomain|)))·(|HasCategory|·|#2|·(QUOTE·(|ElementaryFunctionCategory|))))·(|HasCategory|·|#1|·(QUOTE·(|IntegralDomain|))))·
 90 (|NormalizedTriangularSetCategory|·R·E·V·P)·
 91 ((|constructor|·(NIL·"The·category·of·normalized·triangular·sets.·A·triangular·set·\\spad{ts}·is·said·normalized·if·for·every·algebraic·variable·\\spad{v}·of·\\spad{ts}·the·polynomial·select(ts,v)·is·normalized·w.r.t.·every·polynomial·in·collectUnder(ts,v).·A·polynomial·\\spad{p}·is·said·normalized·w.r.t.·a·non-constant·polynomial·\\spad{q}·if·\\spad{p}·is·constant·or·degree(p,mdeg(q))·=·0·and·init(p)·is·normalized·w.r.t.·\\spad{q.}·One·of·the·important·features·of·normalized·triangular·sets·is·that·they·are·regular·sets.")))·
 92 ((|shallowlyMutable|·.·T)·(|finiteAggregate|·.·T)·(|nil|·.·T))·
 93 NIL·
 94 (|FieldOfPrimeCharacteristic|)·
 95 ((|constructor|·(NIL·"FieldOfPrimeCharacteristic·is·the·category·of·fields·of·prime·characteristic,·for·example,·finite·fields,·algebraic·closures·of·fields·of·prime·characteristic,·transcendental·extensions·of·of·fields·of·prime·characteristic."))·(|primeFrobenius|·(($·$·(|NonNegativeInteger|))·"\\spad{primeFrobenius(a,s)}·returns·\\spad{a**(p**s)}·where·\\spad{p}·is·the·characteristic.")·(($·$)·"\\spad{primeFrobenius(a)}·returns·\\spad{a**p}·where·\\spad{p}·is·the·characteristic."))·(|discreteLog|·(((|Union|·(|NonNegativeInteger|)·"failed")·$·$)·"\\spad{discreteLog(b,a)}·computes·\\spad{s}·with·\\spad{b**s·=·a}·if·such·an·\\spad{s}·exists."))·(|order|·(((|OnePointCompletion|·(|PositiveInteger|))·$)·"\\spad{order(a)}·computes·the·order·of·an·element·in·the·multiplicative·group·of·the·field.·Error:·if·\\spad{a}·is·0.")))·
64 ((|canonicalsClosed|·.·T)·(|canonicalUnitNormal|·.·T)·(|noZeroDivisors|·.·T)·((|commutative|·"*")·.·T)·(|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·96 ((|canonicalsClosed|·.·T)·(|canonicalUnitNormal|·.·T)·(|noZeroDivisors|·.·T)·((|commutative|·"*")·.·T)·(|rightUnitary|·.·T)·(|leftUnitary|·.·T)·(|unitsKnown|·.·T))·
65 ((|HasCategory|·$·(QUOTE·(|CharacteristicZero|)))·(|HasCategory|·$·(QUOTE·(|CharacteristicNonZero|)))·(|HasCategory|·$·(QUOTE·(|Finite|))))· 
66 (|ExpertSystemToolsPackage|)· 
67 ((|constructor|·(NIL·"\\axiom{ExpertSystemToolsPackage}·contains·some·useful·functions·for·use·by·the·computational·agents·of·numerical·solvers."))·(|mat|·(((|Matrix|·(|DoubleFloat|))·(|List|·(|DoubleFloat|))·(|NonNegativeInteger|))·"\\spad{mat(a,n)}·constructs·a·one-dimensional·matrix·of·a."))·(|fi2df|·(((|DoubleFloat|)·(|Fraction|·(|Integer|)))·"\\spad{fi2df(f)}·coerces·a·\\axiomType{Fraction·Integer}·to·\\axiomType{DoubleFloat}"))·(|df2ef|·(((|Expression|·(|Float|))·(|DoubleFloat|))·"\\spad{df2ef(a)}·coerces·a·\\axiomType{DoubleFloat}·to·\\axiomType{Expression·Float}"))·(|pdf2df|·(((|DoubleFloat|)·(|Polynomial|·(|DoubleFloat|)))·"\\spad{pdf2df(p)}·coerces·a·\\axiomType{Polynomial·DoubleFloat}·to·\\axiomType{DoubleFloat}.·It·is·an·error·if·\\axiom{p}·is·not·retractable·to·DoubleFloat."))·(|pdf2ef|·(((|Expression|·(|Float|))·(|Polynomial|·(|DoubleFloat|)))·"\\spad{pdf2ef(p)}·coerces·a·\\axiomType{Polynomial·DoubleFloat}·to·\\axiomType{Expression·Float}"))·(|iflist2Result|·(((|Result|)·(|Record|·(|:|·|stiffness|·(|Float|))·(|:|·|stability|·(|Float|))·(|:|·|expense|·(|Float|))·(|:|·|accuracy|·(|Float|))·(|:|·|intermediateResults|·(|Float|))))·"\\spad{iflist2Result(m)}·converts·attributes·record·into·a·\\axiomType{Result}"))·(|att2Result|·(((|Result|)·(|Record|·(|:|·|endPointContinuity|·(|Union|·(|:|·|continuous|·"Continuous·at·the·end·points")·(|:|·|lowerSingular|·"There·is·a·singularity·at·the·lower·end·point")·(|:|·|upperSingular|·"There·is·a·singularity·at·the·upper·end·point")·(|:|·|bothSingular|·"There·are·singularities·at·both·end·points")·(|:|·|notEvaluated|·"End·point·continuity·not·yet·evaluated")))·(|:|·|singularitiesStream|·(|Union|·(|:|·|str|·(|Stream|·(|DoubleFloat|)))·(|:|·|notEvaluated|·"Internal·singularities·not·yet·evaluated")))·(|:|·|range|·(|Union|·(|:|·|finite|·"The·range·is·finite")·(|:|·|lowerInfinite|·"The·bottom·of·range·is·infinite")·(|:|·|upperInfinite|·"The·top·of·range·is·infinite")·(|:|·|bothInfinite|·"Both·top·and·bottom·points·are·infinite")·(|:|·|notEvaluated|·"Range·not·yet·evaluated")))))·"\\spad{att2Result(m)}·converts·a·attributes·record·into·a·\\axiomType{Result}"))·(|measure2Result|·(((|Result|)·(|Record|·(|:|·|measure|·(|Float|))·(|:|·|name|·(|String|))·(|:|·|explanations|·(|List|·(|String|)))·(|:|·|extra|·(|Result|))))·"\\spad{measure2Result(m)}·converts·a·measure·record·into·a·\\axiomType{Result}")·(((|Result|)·(|Record|·(|:|·|measure|·(|Float|))·(|:|·|name|·(|String|))·(|:|·|explanations|·(|List|·(|String|)))))·"\\spad{measure2Result(m)}·converts·a·measure·record·into·a·\\axiomType{Result}"))·(|outputMeasure|·(((|String|)·(|Float|))·"\\spad{outputMeasure(n)}·rounds·\\spad{n}·to·3·decimal·places·and·outputs·it·as·a·string"))·(|concat|·(((|Result|)·(|List|·(|Result|)))·"\\spad{concat(l)}·concatenates·a·list·of·aggregates·of·type·\\axiomType{Result}")·(((|Result|)·(|Result|)·(|Result|))·"\\spad{concat(a,b)}·adds·two·aggregates·of·type·\\axiomType{Result}."))·(|gethi|·(((|DoubleFloat|)·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·"\\spad{gethi(u)}·gets·the·\\axiomType{DoubleFloat}·equivalent·of·the·second·endpoint·of·the·range·\\spad{u}"))·(|getlo|·(((|DoubleFloat|)·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·"\\spad{getlo(u)}·gets·the·\\axiomType{DoubleFloat}·equivalent·of·the·first·endpoint·of·the·range·\\spad{u}"))·(|sdf2lst|·(((|List|·(|String|))·(|Stream|·(|DoubleFloat|)))·"\\spad{sdf2lst(ln)}·coerces·a·\\axiomType{Stream·DoubleFloat}·to·\\axiomType{String}"))·(|ldf2lst|·(((|List|·(|String|))·(|List|·(|DoubleFloat|)))·"\\spad{ldf2lst(ln)}·coerces·a·\\axiomType{List·DoubleFloat}·to·\\axiomType{List·String}"))·(|f2st|·(((|String|)·(|Float|))·"\\spad{f2st(n)}·coerces·a·\\axiomType{Float}·to·\\axiomType{String}"))·(|df2st|·(((|String|)·(|DoubleFloat|))·"\\spad{df2st(n)}·coerces·a·\\axiomType{DoubleFloat}·to·\\axiomType{String}"))·(|in?|·(((|Boolean|)·(|DoubleFloat|)·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·"\\spad{in?(p,range)}·tests·whether·point·\\spad{p}·is·internal·to·the·\\spad{range}·\\spad{range}"))·(|vedf2vef|·(((|Vector|·(|Expression|·(|Float|)))·(|Vector|·(|Expression|·(|DoubleFloat|))))·"\\spad{vedf2vef(v)}·maps·\\axiomType{Vector·Expression·DoubleFloat}·to·\\axiomType{Vector·Expression·Float}"))·(|edf2ef|·(((|Expression|·(|Float|))·(|Expression|·(|DoubleFloat|)))·"\\spad{edf2ef(e)}·maps·\\axiomType{Expression·DoubleFloat}·to·\\axiomType{Expression·Float}"))·(|ldf2vmf|·(((|Vector|·(|MachineFloat|))·(|List|·(|DoubleFloat|)))·"\\spad{ldf2vmf(l)}·coerces·a·\\axiomType{List·DoubleFloat}·to·\\axiomType{List·MachineFloat}"))·(|df2mf|·(((|MachineFloat|)·(|DoubleFloat|))·"\\spad{df2mf(n)}·coerces·a·\\axiomType{DoubleFloat}·to·\\axiomType{MachineFloat}"))·(|dflist|·(((|List|·(|DoubleFloat|))·(|List|·(|Record|·(|:|·|left|·(|Fraction|·(|Integer|)))·(|:|·|right|·(|Fraction|·(|Integer|))))))·"\\spad{dflist(l)}·returns·a·list·of·\\axiomType{DoubleFloat}·equivalents·of·list·\\spad{l}"))·(|dfRange|·(((|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·"\\spad{dfRange(r)}·converts·a·range·including·\\inputbitmap{\\htbmdir{}/plusminus.bitmap}·\\infty·to·\\axiomType{DoubleFloat}·equavalents."))·(|edf2efi|·(((|Expression|·(|Fraction|·(|Integer|)))·(|Expression|·(|DoubleFloat|)))·"\\spad{edf2efi(e)}·coerces·\\axiomType{Expression·DoubleFloat}·into·\\axiomType{Expression·Fraction·Integer}"))·(|numberOfOperations|·(((|Record|·(|:|·|additions|·(|Integer|))·(|:|·|multiplications|·(|Integer|))·(|:|·|exponentiations|·(|Integer|))·(|:|·|functionCalls|·(|Integer|)))·(|Vector|·(|Expression|·(|DoubleFloat|))))·"\\spad{numberOfOperations(ode)}·counts·additions,·multiplications,·exponentiations·and·function·calls·in·the·input·set·of·expressions."))·(|expenseOfEvaluation|·(((|Float|)·(|Vector|·(|Expression|·(|DoubleFloat|))))·"\\spad{expenseOfEvaluation(o)}·gives·an·approximation·of·the·cost·of·evaluating·a·list·of·expressions·in·terms·of·the·number·of·basic·operations.·<·0.3·inexpensive·;·0.5·neutral·;·>·0.7·very·expensive·400·`operation·units'·\\spad{->}·0.75·200·`operation·units'·\\spad{->}·0.5·83·`operation·units'·\\spad{->}·0.25·\\spad{**}·=·4·units·,{}·function·calls·=·10·units."))·(|isQuotient|·(((|Union|·(|Expression|·(|DoubleFloat|))·"failed")·(|Expression|·(|DoubleFloat|)))·"\\spad{isQuotient(expr)}·returns·the·quotient·part·of·the·input·expression·or·\\spad{\"failed\"}·if·the·expression·is·not·of·that·form."))·(|edf2df|·(((|DoubleFloat|)·(|Expression|·(|DoubleFloat|)))·"\\spad{edf2df(n)}·maps·\\axiomType{Expression·DoubleFloat}·to·\\axiomType{DoubleFloat}·It·is·an·error·if·\\spad{n}·is·not·coercible·to·DoubleFloat"))·(|edf2fi|·(((|Fraction|·(|Integer|))·(|Expression|·(|DoubleFloat|)))·"\\spad{edf2fi(n)}·maps·\\axiomType{Expression·DoubleFloat}·to·\\axiomType{Fraction·Integer}·It·is·an·error·if·\\spad{n}·is·not·coercible·to·Fraction·Integer"))·(|df2fi|·(((|Fraction|·(|Integer|))·(|DoubleFloat|))·"\\spad{df2fi(n)}·is·a·function·to·convert·a·\\axiomType{DoubleFloat}·to·a·\\axiomType{Fraction·Integer}"))·(|convert|·(((|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|List|·(|Segment|·(|OrderedCompletion|·(|Float|)))))·"\\spad{convert(l)}·is·a·function·to·convert·a·\\axiomType{Segment·OrderedCompletion·Float}·to·a·\\axiomType{Segment·OrderedCompletion·DoubleFloat}"))·(|socf2socdf|·(((|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))·(|Segment|·(|OrderedCompletion|·(|Float|))))·"\\spad{socf2socdf(a)}·is·a·function·to·convert·a·\\axiomType{Segment·OrderedCompletion·Float}·to·a·\\axiomType{Segment·OrderedCompletion·DoubleFloat}"))·(|ocf2ocdf|·(((|OrderedCompletion|·(|DoubleFloat|))·(|OrderedCompletion|·(|Float|)))·"\\spad{ocf2ocdf(a)}·is·a·function·to·convert·an·\\axiomType{OrderedCompletion·Float}·to·an·\\axiomType{OrderedCompletion·DoubleFloat}"))·(|ef2edf|·(((|Expression|·(|DoubleFloat|))·(|Expression|·(|Float|)))·"\\spad{ef2edf(f)}·is·a·function·to·convert·an·\\axiomType{Expression·Float}·to·an·\\axiomType{Expression·DoubleFloat}"))·(|f2df|·(((|DoubleFloat|)·(|Float|))·"\\spad{f2df(f)}·is·a·function·to·convert·a·\\axiomType{Float}·to·a·\\axiomType{DoubleFloat}")))· 
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Offset 1, 19 lines modifiedOffset 1, 19 lines modified
  
1 (224388·.·3949095641)········1 (224388·.·3914694191)········
2 ((((|SparseUnivariateTaylorSeries|·|#1|·|#2|·|#3|))·|has|·|#1|·(|Field|)))·2 ((((|SparseUnivariateTaylorSeries|·|#1|·|#2|·|#3|))·|has|·|#1|·(|Field|)))·
3 (|has|·$·(|CharacteristicZero|))·3 (|has|·$·(|CharacteristicZero|))·
4 (((|#1|)·.·T))·4 (((|#1|)·.·T))·
5 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))· 
6 ((((|OutputForm|))·.·T))·5 ((((|OutputForm|))·.·T))·
 6 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·
7 ((($·$)·.·T))·7 ((($·$)·.·T))·
8 ((($)·.·T))·8 ((($)·.·T))·
9 (OR·(|has|·|#1|·(|CharacteristicZero|))·(AND·(|has|·|#1|·(|Field|))·(|has|·|#2|·(|CharacteristicZero|))))·9 (OR·(|has|·|#1|·(|CharacteristicZero|))·(AND·(|has|·|#1|·(|Field|))·(|has|·|#2|·(|CharacteristicZero|))))·
10 ((($)·.·T)·(((|PAdicInteger|·|#1|))·.·T)·(((|Fraction|·(|Integer|)))·.·T))· 
11 (((|#1|)·.·T))·10 (((|#1|)·.·T))·
 11 ((($)·.·T)·(((|PAdicInteger|·|#1|))·.·T)·(((|Fraction|·(|Integer|)))·.·T))·
12 (((|#1|)·.·T))·12 (((|#1|)·.·T))·
13 (|has|·|#1|·(|Field|))·13 (|has|·|#1|·(|Field|))·
14 ((($)·.·T)·(((|Fraction|·(|Integer|)))·OR·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(|has|·|#1|·(|Field|)))·((|#1|)·.·T))·14 ((($)·.·T)·(((|Fraction|·(|Integer|)))·OR·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(|has|·|#1|·(|Field|)))·((|#1|)·.·T))·
15 ((((|OutputForm|))·.·T))·15 ((((|OutputForm|))·.·T))·
16 ((((|OutputForm|))·|has|·|#1|·(|SetCategory|)))·16 ((((|OutputForm|))·|has|·|#1|·(|SetCategory|)))·
17 ((((|OutputForm|))·.·T))·17 ((((|OutputForm|))·.·T))·
18 (|has|·|#1|·(|TranscendentalFunctionCategory|))·18 (|has|·|#1|·(|TranscendentalFunctionCategory|))·
Offset 22, 125 lines modifiedOffset 22, 125 lines modified
22 (|has|·|#1|·(|SetCategory|))·22 (|has|·|#1|·(|SetCategory|))·
23 (((|#1|·(|Integer|))·.·T))·23 (((|#1|·(|Integer|))·.·T))·
24 ((((|OutputForm|))·.·T))·24 ((((|OutputForm|))·.·T))·
25 (|has|·|#1|·(|CharacteristicNonZero|))·25 (|has|·|#1|·(|CharacteristicNonZero|))·
26 ((($)·.·T))·26 ((($)·.·T))·
27 ((($)·OR·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|GcdDomain|))·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|PolynomialFactorizationExplicit|)))·((|#2|)·.·T)·(((|Fraction|·(|Integer|)))·|has|·|#2|·(|Algebra|·(|Fraction|·(|Integer|)))))·27 ((($)·OR·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|GcdDomain|))·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|PolynomialFactorizationExplicit|)))·((|#2|)·.·T)·(((|Fraction|·(|Integer|)))·|has|·|#2|·(|Algebra|·(|Fraction|·(|Integer|)))))·
28 ((((|NewSparseMultivariatePolynomial|·|#1|·(|OrderedVariableList|·|#2|)))·.·T))·28 ((((|NewSparseMultivariatePolynomial|·|#1|·(|OrderedVariableList|·|#2|)))·.·T))·
 29 (((|#1|)·.·T))·
29 (((|#1|·|#1|)·.·T)·(($·$)·.·T)·(((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·.·T))· 
30 ((((|InputForm|))·.·T))· 
31 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·30 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·
 31 (((|#1|·(|Integer|))·.·T))·
32 (((|#1|)·|has|·|#1|·(|CommutativeRing|)))·32 (((|#1|)·|has|·|#1|·(|CommutativeRing|)))·
33 (((|#1|)·.·T))·33 (((|#1|·|#1|)·.·T)·(($·$)·.·T)·(((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·.·T))·
34 ((((|Boolean|))·.·T))·34 ((((|Boolean|))·.·T))·
 35 (OR·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Monoid|))·(|has|·|#2|·(|OrderedRing|))·(|has|·|#2|·(|Ring|)))·
35 (OR·(|has|·|#2|·(|AbelianSemiGroup|))·(|has|·|#2|·(|CancellationAbelianMonoid|))·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|OrderedAbelianMonoidSup|))·(|has|·|#2|·(|OrderedRing|))·(|has|·|#2|·(|Ring|)))·36 (OR·(|has|·|#2|·(|AbelianSemiGroup|))·(|has|·|#2|·(|CancellationAbelianMonoid|))·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|OrderedAbelianMonoidSup|))·(|has|·|#2|·(|OrderedRing|))·(|has|·|#2|·(|Ring|)))·
36 ((((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T))·37 ((((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T))·
37 (|has|·|#1|·(|FiniteFieldCategory|))·38 (|has|·|#1|·(|FiniteFieldCategory|))·
 39 ((((|InputForm|))·.·T))·
38 ((($)·OR·(|has|·|#1|·(|GcdDomain|))·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|PolynomialFactorizationExplicit|)))·((|#1|)·|has|·|#1|·(|CommutativeRing|))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·40 ((($)·OR·(|has|·|#1|·(|GcdDomain|))·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|PolynomialFactorizationExplicit|)))·((|#1|)·|has|·|#1|·(|CommutativeRing|))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·
39 (OR·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Monoid|))·(|has|·|#2|·(|OrderedRing|))·(|has|·|#2|·(|Ring|)))· 
40 (((|#1|·(|Integer|))·.·T))· 
41 ((((|SparseUnivariateTaylorSeries|·|#1|·|#2|·|#3|))·|has|·|#1|·(|Field|)))·41 ((((|SparseUnivariateTaylorSeries|·|#1|·|#2|·|#3|))·|has|·|#1|·(|Field|)))·
42 (((|#1|)·.·T))·42 (((|#1|)·.·T))·
43 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·43 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·
44 (OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|IntegralDomain|)))·44 (OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|IntegralDomain|)))·
45 ((($)·OR·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|GcdDomain|))·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|PolynomialFactorizationExplicit|)))·((|#2|)·|has|·|#2|·(|CommutativeRing|))·(((|Fraction|·(|Integer|)))·|has|·|#2|·(|Algebra|·(|Fraction|·(|Integer|)))))· 
46 (|has|·|#1|·(|IntegralDomain|))·45 (|has|·|#1|·(|IntegralDomain|))·
47 ((((|OutputForm|))·.·T))·46 ((((|OutputForm|))·.·T))·
 47 ((($)·OR·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|GcdDomain|))·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|PolynomialFactorizationExplicit|)))·((|#2|)·|has|·|#2|·(|CommutativeRing|))·(((|Fraction|·(|Integer|)))·|has|·|#2|·(|Algebra|·(|Fraction|·(|Integer|)))))·
48 ((((|NonNegativeInteger|))·.·T))·48 ((((|NonNegativeInteger|))·.·T))·
49 ((((|OutputForm|))·.·T))·49 ((((|OutputForm|))·.·T))·
50 (|has|·|#3|·(|Finite|))·50 (|has|·|#3|·(|Finite|))·
51 (((|#1|)·.·T)·(((|Integer|))·|has|·|#1|·(|RetractableTo|·(|Integer|)))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·51 (((|#1|)·.·T)·(((|Integer|))·|has|·|#1|·(|RetractableTo|·(|Integer|)))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·
52 (|has|·|#1|·(|Field|))·52 (|has|·|#1|·(|Field|))·
53 (OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·53 (OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·
54 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·54 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·
55 (|has|·|#1|·(|Finite|))· 
56 (((|#1|·(|IndexedExponents|·|#2|))·.·T))·55 (((|#1|·(|IndexedExponents|·|#2|))·.·T))·
57 (((|#2|·|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|))))·56 (((|#2|·|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|))))·
 57 (|has|·|#1|·(|Finite|))·
58 (OR·(|has|·|#3|·(|CancellationAbelianMonoid|))·(|has|·|#3|·(|CommutativeRing|))·(|has|·|#3|·(|Field|))·(|has|·|#3|·(|OrderedAbelianMonoidSup|))·(|has|·|#3|·(|OrderedRing|))·(|has|·|#3|·(|Ring|)))·58 (OR·(|has|·|#3|·(|CancellationAbelianMonoid|))·(|has|·|#3|·(|CommutativeRing|))·(|has|·|#3|·(|Field|))·(|has|·|#3|·(|OrderedAbelianMonoidSup|))·(|has|·|#3|·(|OrderedRing|))·(|has|·|#3|·(|Ring|)))·
59 ((((|OutputForm|))·.·T))·59 ((((|OutputForm|))·.·T))·
60 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·60 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·
61 (((|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))))·61 (((|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))))·
62 ((((|OutputForm|))·.·T))·62 ((((|OutputForm|))·.·T))·
63 (OR·(|has|·|#2|·(|AbelianSemiGroup|))·(|has|·|#2|·(|CancellationAbelianMonoid|))·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|OrderedAbelianMonoidSup|))·(|has|·|#2|·(|OrderedRing|))·(|has|·|#2|·(|Ring|)))· 
64 (OR·(|has|·|#2|·(|OrderedAbelianMonoidSup|))·(|has|·|#2|·(|OrderedRing|)))·63 (OR·(|has|·|#2|·(|OrderedAbelianMonoidSup|))·(|has|·|#2|·(|OrderedRing|)))·
 64 (OR·(|has|·|#2|·(|AbelianSemiGroup|))·(|has|·|#2|·(|CancellationAbelianMonoid|))·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|OrderedAbelianMonoidSup|))·(|has|·|#2|·(|OrderedRing|))·(|has|·|#2|·(|Ring|)))·
65 ((((|InnerPrimeField|·|#1|))·.·T))·65 ((((|InnerPrimeField|·|#1|))·.·T))·
 66 (((|#3|)·AND·(|has|·|#3|·(|Evalable|·|#3|))·(|has|·|#3|·(|SetCategory|))))·
66 (((|#1|·|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))·(((|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|))·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|)))·|has|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|))·(|Evalable|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|)))))· 
67 (OR·(|has|·|#1|·(|CharacteristicNonZero|))·(|has|·|#1|·(|CharacteristicZero|))·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Group|))·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|Ring|))·(|has|·|#1|·(|SemiGroup|)))· 
68 (|has|·|#2|·(|OrderedIntegralDomain|))·67 (|has|·|#2|·(|OrderedIntegralDomain|))·
 68 (OR·(|has|·|#1|·(|CharacteristicNonZero|))·(|has|·|#1|·(|CharacteristicZero|))·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|Group|))·(|has|·|#1|·(|IntegralDomain|))·(|has|·|#1|·(|Ring|))·(|has|·|#1|·(|SemiGroup|)))·
69 (((|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))))·69 (((|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))))·
70 (|has|·|#1|·(|TranscendentalFunctionCategory|))·70 (((|#1|·|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))·(((|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|))·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|)))·|has|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|))·(|Evalable[·...·truncated·by·diffoscope;·len:·55,·SHA:·b150790ffd7b1c37c9ac5871e3c2781594aa8e84ebf16551a7f32294da2bfe94·...·]))·
71 (((|#2|)·|has|·|#2|·(|Evalable|·|#2|)))·71 (((|#2|)·|has|·|#2|·(|Evalable|·|#2|)))·
72 (((|#3|)·AND·(|has|·|#3|·(|Evalable|·|#3|))·(|has|·|#3|·(|SetCategory|))))·72 (|has|·|#1|·(|TranscendentalFunctionCategory|))·
73 (OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·73 (OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·
74 ((((|OutputForm|))·.·T))·74 ((((|OutputForm|))·.·T))·
75 ((((|Symbol|)·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|))·|has|·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|)·(|InnerEvalable|·(|Symbol|)·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|)))·(((|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|)·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|))·|has|·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|)·(|Evalable|·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|))))·75 ((((|Symbol|)·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|))·|has|·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|)·(|InnerEvalable|·(|Symbol|)·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|)))·(((|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|)·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|))·|has|·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|)·(|Evalable|·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|))))·
76 ((((|OutputForm|))·.·T))·76 ((((|OutputForm|))·.·T))·
77 (|has|·|#1|·(|Field|))·77 (|has|·|#1|·(|Field|))·
78 ((((|OutputForm|))·.·T))·78 ((((|OutputForm|))·.·T))·
79 (((|#1|·|#2|)·.·T))·79 (((|#1|·|#2|)·.·T))·
80 (((|#1|)·.·T))·80 (((|#1|)·.·T))·
81 ((((|Integer|)·(|U8Vector|)·(|U8Vector|))·.·T))·81 ((((|Integer|)·(|U8Vector|)·(|U8Vector|))·.·T))·
82 ((($)·.·T))· 
83 ((((|OutputForm|))·.·T))·82 ((((|OutputForm|))·.·T))·
 83 ((($)·.·T))·
84 (((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(($)·.·T))·84 (((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(($)·.·T))·
85 ((((|OutputForm|))·.·T))·85 ((((|OutputForm|))·.·T))·
86 ((((|Fraction|·$)·(|Fraction|·$))·|has|·|#1|·(|IntegralDomain|))·(($·$)·.·T)·((|#1|·|#1|)·.·T))·86 ((((|Fraction|·$)·(|Fraction|·$))·|has|·|#1|·(|IntegralDomain|))·(($·$)·.·T)·((|#1|·|#1|)·.·T))·
87 (((|#1|)·|has|·|#1|·(|CommutativeRing|))·(($)·|has|·|#1|·(|CommutativeRing|)))·87 (((|#1|)·|has|·|#1|·(|CommutativeRing|))·(($)·|has|·|#1|·(|CommutativeRing|)))·
88 (|has|·|#1|·(|OrderedRing|))·88 (|has|·|#1|·(|OrderedRing|))·
89 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·89 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·
90 ((((|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·(|Any|))))·|has|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·(|Any|)))·(|Evalable|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·(|Any|))))))· 
91 (OR·(|has|·|#1|·(|CharacteristicNonZero|))·(|has|·|#1|·(|Finite|)))·90 (OR·(|has|·|#1|·(|CharacteristicNonZero|))·(|has|·|#1|·(|Finite|)))·
 91 ((((|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·(|Any|))))·|has|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·(|Any|)))·(|Evalable|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·(|Any|))))))·
92 (((|#3|)·.·T))·92 (((|#3|)·.·T))·
93 (|has|·|#2|·(|RealConstant|))·93 (|has|·|#2|·(|RealConstant|))·
94 (((|#1|)·.·T))·94 (((|#1|)·.·T))·
95 (((|#2|)·OR·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Field|))))·95 (((|#2|)·OR·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Field|))))·
96 (|has|·|#2|·(|OrderedAbelianMonoidSup|))·96 (|has|·|#2|·(|OrderedAbelianMonoidSup|))·
97 (((|#1|·(|NonNegativeInteger|)·(|SingletonAsOrderedSet|))·.·T))·97 (((|#1|·(|NonNegativeInteger|)·(|SingletonAsOrderedSet|))·.·T))·
98 ((((|OutputForm|))·|has|·|#1|·(|SetCategory|)))·98 ((((|OutputForm|))·|has|·|#1|·(|SetCategory|)))·
99 ((((|Integer|)·(|Integer|))·.·T))·99 (((|#1|·|#2|)·.·T))·
100 ((((|Fraction|·(|Integer|)))·.·T)·(($)·.·T))·100 ((((|Fraction|·(|Integer|)))·.·T)·(($)·.·T))·
101 (|has|·|#1|·(|TranscendentalFunctionCategory|))·101 (|has|·|#1|·(|TranscendentalFunctionCategory|))·
102 ((((|SparseMultivariatePolynomial|·|#1|·(|Symbol|)))·.·T)·(((|SequentialDifferentialVariable|·(|Symbol|)))·.·T)·((|#1|)·.·T)·(((|Integer|))·|has|·|#1|·(|RetractableTo|·(|Integer|)))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|))))·(((|Symbol|))·.·T))·102 ((((|SparseMultivariatePolynomial|·|#1|·(|Symbol|)))·.·T)·(((|SequentialDifferentialVariable|·(|Symbol|)))·.·T)·((|#1|)·.·T)·(((|Integer|))·|has|·|#1|·(|RetractableTo|·(|Integer|)))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|))))·(((|Symbol|))·.·T))·
 103 ((((|Integer|)·(|Integer|))·.·T))·
103 (((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·.·T)·(($)·.·T))· 
104 (|has|·|#1|·(|Finite|))· 
105 (((|#1|)·.·T))·104 (((|#1|)·.·T))·
106 (((|#1|·|#2|)·.·T))·105 (((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·.·T)·(($)·.·T))·
107 ((((|Fraction|·(|Integer|)))·.·T)·(((|MachineFloat|))·.·T)·(($)·.·T))·106 ((((|Fraction|·(|Integer|)))·.·T)·(((|MachineFloat|))·.·T)·(($)·.·T))·
 107 (|has|·|#1|·(|Finite|))·
108 (|has|·|#2|·(|CharacteristicNonZero|))·108 (|has|·|#2|·(|CharacteristicNonZero|))·
109 (((|#1|)·.·T))·109 (((|#1|)·.·T))·
110 ((($)·|has|·|#1|·(|IntegralDomain|))·((|#1|)·|has|·|#1|·(|CommutativeRing|))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·110 ((($)·|has|·|#1|·(|IntegralDomain|))·((|#1|)·|has|·|#1|·(|CommutativeRing|))·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·
111 (|has|·|#1|·(|Finite|))· 
112 ((((|OutputForm|))·.·T))· 
113 ((((|Fraction|·(|Integer|)))·OR·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(|has|·|#1|·(|Field|)))·(($)·OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·((|#2|)·|has|·|#1|·(|Field|))·((|#1|)·|has|·|#1|·(|CommutativeRing|)))·111 ((((|Fraction|·(|Integer|)))·OR·(|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·(|has|·|#1|·(|Field|)))·(($)·OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·((|#2|)·|has|·|#1|·(|Field|))·((|#1|)·|has|·|#1|·(|CommutativeRing|)))·
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1 (5966021·.·3949095641)·······1 (5966021·.·3914694192)·······
 2 ((|splitSquarefree|·(((|Record|·(|:|·|normal|·(|Factored|·|#2|))·(|:|·|special|·(|Factored|·|#2|)))·|#2|·(|Mapping|·|#2|·|#2|))·38))·(|split|·(((|Record|·(|:|·|normal|·|#2|)·(|:|·|special|·|#2|))·|#2|·(|Mapping|·|#2|·|#2|))·12))·(|normalDenom|·((|#2|·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|))·13))·(|decompose|·(((|Record|·(|:|·|poly|·|#2|)·(|:|·|normal|·(|Fraction|·|#2|))·(|:|·|special|·(|Fraction|·|#2|)))·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|))·47)))·
 3 (((|MonomialExtensionTools|·|#1|·|#2|)·(CATEGORY·|package|·(SIGNATURE·|split|·((|Record|·(|:|·|normal|·|#2|)·(|:|·|special|·|#2|))·|#2|·(|Mapping|·|#2|·|#2|)))·(SIGNATURE·|splitSquarefree|·((|Record|·(|:|·|normal|·(|Factored|·|#2|))·(|:|·|special|·(|Factored|·|#2|)))·|#2|·(|Mapping|·|#2|·|#2|)))·(SIGNATURE·|normalDenom|·(|#2|·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|)))·(SIGNATURE·|decompose|·((|Record|·(|:|·|poly|·|#2|)·(|:|·|normal|·(|Fraction|·|#2|))·(|:|·|special|·(|Fraction|·|#2|)))·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|))))·(|Field|)·(|UnivariatePolynomialCategory|·|#1|))·(T·|MonomialExtensionTools|))·
 4 ((|decompose|·(*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Mapping|·*6·*6))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*2·(|Record|·(|:|·|poly|·*6)·(|:|·|normal|·(|Fraction|·*6))·(|:|·|special|·(|Fraction|·*6))))·(|isDomain|·*1·(|MonomialExtensionTools|·*5·*6))·(|isDomain|·*3·(|Fraction|·*6))))·(|normalDenom|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Fraction|·*2))·(|isDomain|·*4·(|Mapping|·*2·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*1·(|MonomialExtensionTools|·*5·*2))·(|ofCategory|·*5·(|Field|))))·(|splitSquarefree|·(*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*2·(|Record|·(|:|·|normal|·(|Factored|·*3))·(|:|·|special|·(|Factored|·*3))))·(|isDomain|·*1·(|MonomialExtensionTools|·*5·*3))))·(|split|·(*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*2·(|Record|·(|:|·|normal|·*3)·(|:|·|special|·*3)))·(|isDomain|·*1·(|MonomialExtensionTools|·*5·*3)))))·
 5 (CATEGORY·|package|·(SIGNATURE·|split|·((|Record|·(|:|·|normal|·|#2|)·(|:|·|special|·|#2|))·|#2|·(|Mapping|·|#2|·|#2|)))·(SIGNATURE·|splitSquarefree|·((|Record|·(|:|·|normal|·(|Factored|·|#2|))·(|:|·|special|·(|Factored|·|#2|)))·|#2|·(|Mapping|·|#2|·|#2|)))·(SIGNATURE·|normalDenom|·(|#2|·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|)))·(SIGNATURE·|decompose|·((|Record|·(|:|·|poly|·|#2|)·(|:|·|normal|·(|Fraction|·|#2|))·(|:|·|special|·(|Fraction|·|#2|)))·(|Fraction|·|#2|)·(|Mapping|·|#2|·|#2|))))·
 6 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·NIL))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|sample|·(($)·NIL·T·CONST))·(|reductum|·(($·$)·NIL))·(|recip|·(((|Union|·$·"failed")·$)·NIL))·(|po|·((|#1|·$)·10))·(|op|·(($·|#1|)·9))·(|one?|·(((|Boolean|)·$)·NIL))·(|monomial|·(($·|#2|·(|NonNegativeInteger|))·NIL))·(|minimumDegree|·(((|NonNegativeInteger|)·$)·NIL))·(|leadingCoefficient|·((|#2|·$)·NIL))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|differentiate|·(($·$·(|NonNegativeInteger|))·NIL·(|has|·|#1|·(|DifferentialRing|)))·(($·$)·NIL·(|has|·|#1|·(|DifferentialRing|))))·(|degree|·(((|NonNegativeInteger|)·$)·NIL))·(|coerce|·(((|OutputForm|)·$)·17)·(($·(|Integer|))·NIL)·(($·|#2|)·NIL·(|has|·|#2|·(|CommutativeRing|))))·(|coefficient|·((|#2|·$·(|NonNegativeInteger|))·NIL))·(|characteristic|·(((|NonNegativeInteger|))·NIL))·(^·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(|Zero|·(($)·NIL·T·CONST))·(|One|·(($)·NIL·T·CONST))·(D·(($·$·(|NonNegativeInteger|))·NIL·(|has|·|#1|·(|DifferentialRing|)))·(($·$)·NIL·(|has|·|#1|·(|DifferentialRing|))))·(=·(((|Boolean|)·$·$)·NIL))·(-·(($·$)·NIL)·(($·$·$)·NIL))·(+·(($·$·$)·NIL))·(**·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·NIL)·(($·$·$)·12)·(($·$·|#2|)·NIL)·(($·|#2|·$)·NIL)))·
 7 (((|OppositeMonogenicLinearOperator|·|#1|·|#2|)·(|Join|·(|MonogenicLinearOperator|·|#2|)·(CATEGORY·|domain|·(IF·(|has|·|#1|·(|DifferentialRing|))·(ATTRIBUTE·(|DifferentialRing|))·|noBranch|)·(SIGNATURE·|op|·($·|#1|))·(SIGNATURE·|po|·(|#1|·$))))·(|MonogenicLinearOperator|·|#2|)·(|Ring|))·(T·|OppositeMonogenicLinearOperator|))·
 8 ((|op|·(*1·*1·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|OppositeMonogenicLinearOperator|·*2·*3))·(|ofCategory|·*2·(|MonogenicLinearOperator|·*3))))·(|po|·(*1·*2·*1)·(AND·(|ofCategory|·*2·(|MonogenicLinearOperator|·*3))·(|isDomain|·*1·(|OppositeMonogenicLinearOperator|·*2·*3))·(|ofCategory|·*3·(|Ring|)))))·
 9 (|Join|·(|MonogenicLinearOperator|·|#2|)·(CATEGORY·|domain|·(IF·(|has|·|#1|·(|DifferentialRing|))·(ATTRIBUTE·(|DifferentialRing|))·|noBranch|)·(SIGNATURE·|op|·($·|#1|))·(SIGNATURE·|po|·(|#1|·$))))·
 10 ((|atan|·(($·$)·11))·(|asin|·(($·$)·10))·(|asec|·(($·$)·9))·(|acsc|·(($·$)·8))·(|acot|·(($·$)·7))·(|acos|·(($·$)·6)))·
2 ((/·(((|Mapping|·(|Expression|·(|Integer|))·|#1|)·(|Mapping|·(|Expression|·(|Integer|))·|#1|)·(|Mapping|·(|Expression|·(|Integer|))·|#1|))·18))·(-·(((|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|))·12))·(+·(((|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|))·10))·(*·(((|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|))·14)))· 
3 (((|MappingPackage4|·|#1|·|#2|)·(CATEGORY·|package|·(SIGNATURE·+·((|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)))·(SIGNATURE·-·((|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)))·(SIGNATURE·*·((|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)))·(SIGNATURE·/·((|Mapping|·(|Expression|·(|Integer|))·|#1|)·(|Mapping|·(|Expression|·(|Integer|))·|#1|)·(|Mapping|·(|Expression|·(|Integer|))·|#1|))))·(|SetCategory|)·(|Ring|))·(T·|MappingPackage4|))· 
4 ((/·(*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|Mapping|·(|Expression|·(|Integer|))·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|MappingPackage4|·*3·*4))·(|ofCategory|·*4·(|Ring|))))·(*·(*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|Mapping|·*4·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|MappingPackage4|·*3·*4))))·(-·(*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|Mapping|·*4·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|MappingPackage4|·*3·*4))))·(+·(*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|Mapping|·*4·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|MappingPackage4|·*3·*4)))))· 
5 (CATEGORY·|package|·(SIGNATURE·+·((|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)))·(SIGNATURE·-·((|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)))·(SIGNATURE·*·((|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)·(|Mapping|·|#2|·|#1|)))·(SIGNATURE·/·((|Mapping|·(|Expression|·(|Integer|))·|#1|)·(|Mapping|·(|Expression|·(|Integer|))·|#1|)·(|Mapping|·(|Expression|·(|Integer|))·|#1|))))· 
6 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·15))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|sample|·(($)·NIL·T·CONST))·(|numer|·((|#1|·$)·21))·(|min|·(($·$·$)·NIL·(|has|·|#1|·(|OrderedAbelianGroup|))))·(|max|·(($·$·$)·NIL·(|has|·|#1|·(|OrderedAbelianGroup|))))·(|latex|·(((|String|)·$)·46))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|denom|·((|#3|·$)·22))·(|coerce|·(((|OutputForm|)·$)·42))·(|Zero|·(($)·10·T·CONST))·(>=·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|OrderedAbelianGroup|))))·(>·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|OrderedAbelianGroup|))))·(=·(((|Boolean|)·$·$)·20))·(<=·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|OrderedAbelianGroup|))))·(<·(((|Boolean|)·$·$)·24·(|has|·|#1|·(|OrderedAbelianGroup|))))·(/·(($·$·|#3|)·34)·(($·|#1|·|#3|)·35))·(-·(($·$)·17)·(($·$·$)·NIL))·(+·(($·$·$)·27))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·30)·(($·|#2|·$)·32)·(($·$·|#2|)·NIL)))· 
7 (((|Localize|·|#1|·|#2|·|#3|)·(|Join|·(|Module|·|#2|)·(CATEGORY·|domain|·(IF·(|has|·|#1|·(|OrderedAbelianGroup|))·(ATTRIBUTE·(|OrderedAbelianGroup|))·|noBranch|)·(SIGNATURE·/·($·$·|#3|))·(SIGNATURE·/·($·|#1|·|#3|))·(SIGNATURE·|numer|·(|#1|·$))·(SIGNATURE·|denom|·(|#3|·$))))·(|Module|·|#2|)·(|CommutativeRing|)·(|SubsetCategory|·(|Monoid|)·|#2|))·(T·|Localize|))· 
8 ((/·(*1·*1·*1·*2)·(AND·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*1·(|Localize|·*3·*4·*2))·(|ofCategory|·*3·(|Module|·*4))·(|ofCategory|·*2·(|SubsetCategory|·(|Monoid|)·*4))))·(/·(*1·*1·*2·*3)·(AND·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*1·(|Localize|·*2·*4·*3))·(|ofCategory|·*2·(|Module|·*4))·(|ofCategory|·*3·(|SubsetCategory|·(|Monoid|)·*4))))·(|numer|·(*1·*2·*1)·(AND·(|ofCategory|·*3·(|CommutativeRing|))·(|ofCategory|·*2·(|Module|·*3))·(|isDomain|·*1·(|Localize|·*2·*3·*4))·(|ofCategory|·*4·(|SubsetCategory|·(|Monoid|)·*3))))·(|denom|·(*1·*2·*1)·(AND·(|ofCategory|·*4·(|CommutativeRing|))·(|ofCategory|·*2·(|SubsetCategory|·(|Monoid|)·*4))·(|isDomain|·*1·(|Localize|·*3·*4·*2))·(|ofCategory|·*3·(|Module|·*4)))))· 
9 (|Join|·(|Module|·|#2|)·(CATEGORY·|domain|·(IF·(|has|·|#1|·(|OrderedAbelianGroup|))·(ATTRIBUTE·(|OrderedAbelianGroup|))·|noBranch|)·(SIGNATURE·/·($·$·|#3|))·(SIGNATURE·/·($·|#1|·|#3|))·(SIGNATURE·|numer|·(|#1|·$))·(SIGNATURE·|denom|·(|#3|·$))))· 
10 ((|map|·(((|ParametricSpaceCurve|·|#2|)·(|Mapping|·|#2|·|#1|)·(|ParametricSpaceCurve|·|#1|))·14)))· 
11 (((|ParametricSpaceCurveFunctions2|·|#1|·|#2|)·(CATEGORY·|package|·(SIGNATURE·|map|·((|ParametricSpaceCurve|·|#2|)·(|Mapping|·|#2|·|#1|)·(|ParametricSpaceCurve|·|#1|))))·(|Type|)·(|Type|))·(T·|ParametricSpaceCurveFunctions2|))· 
12 ((|map|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|ParametricSpaceCurve|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|ParametricSpaceCurve|·*6))·(|isDomain|·*1·(|ParametricSpaceCurveFunctions2|·*5·*6)))))· 
13 (CATEGORY·|package|·(SIGNATURE·|map|·((|ParametricSpaceCurve|·|#2|)·(|Mapping|·|#2|·|#1|)·(|ParametricSpaceCurve|·|#1|))))· 
14 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·NIL))·(|variables|·(((|List|·(|Symbol|))·$)·NIL))·(|univariate|·(((|Fraction|·(|SparseUnivariatePolynomial|·$))·$·(|Kernel|·$))·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|unitNormal|·(((|Record|·(|:|·|unit|·$)·(|:|·|canonical|·$)·(|:|·|associate|·$))·$)·NIL))·(|unitCanonical|·(($·$)·NIL))·(|unit?|·(((|Boolean|)·$)·NIL))·(|tower|·(((|List|·(|Kernel|·$))·$)·NIL))·(|summation|·(($·$·(|SegmentBinding|·$))·NIL)·(($·$·(|Symbol|))·NIL))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|subst|·(($·$·(|Equation|·$))·NIL)·(($·$·(|List|·(|Equation|·$)))·NIL)·(($·$·(|List|·(|Kernel|·$))·(|List|·$))·NIL))·(|squareFreePart|·(($·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|squareFree|·(((|Factored|·$)·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|sizeLess?|·(((|Boolean|)·$·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|sample|·(($)·NIL·T·CONST))·(|retractIfCan|·(((|Union|·(|Kernel|·$)·"failed")·$)·NIL)·(((|Union|·(|Symbol|)·"failed")·$)·NIL)·(((|Union|·|#2|·"failed")·$)·NIL)·(((|Union|·(|Fraction|·(|Polynomial|·|#2|))·"failed")·$)·NIL·(|has|·|#2|·(|IntegralDomain|)))·(((|Union|·(|Polynomial|·|#2|)·"failed")·$)·NIL·(|has|·|#2|·(|Ring|)))·(((|Union|·(|MyUnivariatePolynomial|·|#1|·|#2|)·"failed")·$)·NIL)·(((|Union|·(|Integer|)·"failed")·$)·NIL)·(((|Union|·(|Fraction|·(|Integer|))·"failed")·$)·NIL·(OR·(AND·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|RetractableTo|·(|Integer|))))·(|has|·|#2|·(|RetractableTo|·(|Fraction|·(|Integer|)))))))·(|retract|·(((|Kernel|·$)·$)·NIL)·(((|Symbol|)·$)·NIL)·((|#2|·$)·NIL)·(((|Fraction|·(|Polynomial|·|#2|))·$)·20·(|has|·|#2|·(|IntegralDomain|)))·(((|Polynomial|·|#2|)·$)·26·(|has|·|#2|·(|Ring|)))·(((|MyUnivariatePolynomial|·|#1|·|#2|)·$)·27)·(((|Integer|)·$)·NIL)·(((|Fraction|·(|MyUnivariatePolynomial|·|#1|·|#2|))·$)·25)·(((|Fraction|·(|Integer|))·$)·NIL·(OR·(AND·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|RetractableTo|·(|Integer|))))·(|has|·|#2|·(|RetractableTo|·(|Fraction|·(|Integer|)))))))·(|rem|·(($·$·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|reducedSystem|·(((|Record|·(|:|·|mat|·(|Matrix|·|#2|))·(|:|·|vec|·(|Vector|·|#2|)))·(|Matrix|·$)·(|Vector|·$))·NIL·(|has|·|#2|·(|Ring|)))·(((|Matrix|·|#2|)·(|Matrix|·$))·NIL·(|has|·|#2|·(|Ring|)))·(((|Record|·(|:|·|mat|·(|Matrix|·(|Integer|)))·(|:|·|vec|·(|Vector|·(|Integer|))))·(|Matrix|·$)·(|Vector|·$))·NIL·(AND·(|has|·|#2|·(|LinearlyExplicitRingOver|·(|Integer|)))·(|has|·|#2|·(|Ring|))))·(((|Matrix|·(|Integer|))·(|Matrix|·$))·NIL·(AND·(|has|·|#2|·(|LinearlyExplicitRingOver|·(|Integer|)))·(|has|·|#2|·(|Ring|)))))·(|recip|·(((|Union|·$·"failed")·$)·NIL))·(|quo|·(($·$·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|product|·(($·$·(|SegmentBinding|·$))·NIL)·(($·$·(|Symbol|))·NIL))·(|principalIdeal|·(((|Record|·(|:|·|coef|·(|List|·$))·(|:|·|generator|·$))·(|List|·$))·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|prime?|·(((|Boolean|)·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|permutation|·(($·$·$)·NIL))·(|patternMatch|·(((|PatternMatchResult|·(|Integer|)·$)·$·(|Pattern|·(|Integer|))·(|PatternMatchResult|·(|Integer|)·$))·NIL·(|has|·|#2|·(|PatternMatchable|·(|Integer|))))·(((|PatternMatchResult|·(|Float|)·$)·$·(|Pattern|·(|Float|))·(|PatternMatchResult|·(|Float|)·$))·NIL·(|has|·|#2|·(|PatternMatchable|·(|Float|)))))·(|paren|·(($·$)·NIL)·(($·(|List|·$))·NIL))·(|operators|·(((|List|·(|BasicOperator|))·$)·NIL))·(|operator|·(((|BasicOperator|)·(|BasicOperator|))·NIL))·(|one?|·(((|Boolean|)·$)·NIL))·(|odd?|·(((|Boolean|)·$)·NIL·(|has|·$·(|RetractableTo|·(|Integer|)))))·(|numerator|·(($·$)·NIL))·(|numer|·(((|SparseMultivariatePolynomial|·|#2|·(|Kernel|·$))·$)·NIL·(|has|·|#2|·(|Ring|))))·(|multiEuclidean|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|minPoly|·(((|SparseUnivariatePolynomial|·$)·(|Kernel|·$))·NIL·(|has|·$·(|Ring|))))·(|min|·(($·$·$)·NIL))·(|max|·(($·$·$)·NIL))·(|map|·(($·(|Mapping|·$·$)·(|Kernel|·$))·NIL))·(|mainKernel|·(((|Union|·(|Kernel|·$)·"failed")·$)·NIL))·(|lcmCoef|·(((|Record|·(|:|·|llcmres|·$)·(|:|·|coeff1|·$)·(|:|·|coeff2|·$))·$·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|lcm|·(($·(|List|·$))·NIL·(|has|·|#2|·(|IntegralDomain|)))·(($·$·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|latex|·(((|String|)·$)·NIL))·(|kernels|·(((|List|·(|Kernel|·$))·$)·NIL))·(|kernel|·(($·(|BasicOperator|)·$)·NIL)·(($·(|BasicOperator|)·(|List|·$))·NIL))·(|isTimes|·(((|Union|·(|List|·$)·"failed")·$)·NIL·(|has|·|#2|·(|SemiGroup|))))·(|isPower|·(((|Union|·(|Record|·(|:|·|val|·$)·(|:|·|exponent|·(|Integer|)))·"failed")·$)·NIL·(|has|·|#2|·(|Ring|))))·(|isPlus|·(((|Union|·(|List|·$)·"failed")·$)·NIL·(|has|·|#2|·(|AbelianSemiGroup|))))·(|isMult|·(((|Union|·(|Record|·(|:|·|coef|·(|Integer|))·(|:|·|var|·(|Kernel|·$)))·"failed")·$)·NIL·(|has|·|#2|·(|AbelianSemiGroup|))))·(|isExpt|·(((|Union|·(|Record|·(|:|·|var|·(|Kernel|·$))·(|:|·|exponent|·(|Integer|)))·"failed")·$)·NIL·(|has|·|#2|·(|SemiGroup|)))·(((|Union|·(|Record|·(|:|·|var|·(|Kernel|·$))·(|:|·|exponent|·(|Integer|)))·"failed")·$·(|BasicOperator|))·NIL·(|has|·|#2|·(|Ring|)))·(((|Union|·(|Record|·(|:|·|var|·(|Kernel|·$))·(|:|·|exponent|·(|Integer|)))·"failed")·$·(|Symbol|))·NIL·(|has|·|#2|·(|Ring|))))·(|is?|·(((|Boolean|)·$·(|BasicOperator|))·NIL)·(((|Boolean|)·$·(|Symbol|))·NIL))·(|inv|·(($·$)·NIL·(OR·(|has|·|#2|·(|Group|))·(|has|·|#2|·(|IntegralDomain|)))))·(|height|·(((|NonNegativeInteger|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|ground?|·(((|Boolean|)·$)·NIL))·(|ground|·((|#2|·$)·NIL))·(|gcdPolynomial|·(((|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$))·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|gcd|·(($·(|List|·$))·NIL·(|has|·|#2|·(|IntegralDomain|)))·(($·$·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|freeOf?|·(((|Boolean|)·$·$)·NIL)·(((|Boolean|)·$·(|Symbol|))·NIL))·(|factorials|·(($·$·(|Symbol|))·NIL)·(($·$)·NIL))·(|factorial|·(($·$)·NIL))·(|factor|·(((|Factored|·$)·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|extendedEuclidean|·(((|Union|·(|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$))·"failed")·$·$·$)·NIL·(|has|·|#2|·(|IntegralDomain|)))·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|exquo|·(((|Union|·$·"failed")·$·$)·NIL))·(|expressIdealMember|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|even?|·(((|Boolean|)·$)·NIL·(|has|·$·(|RetractableTo|·(|Integer|)))))·(|eval|·(($·$·(|Kernel|·$)·$)·NIL)·(($·$·(|List|·(|Kernel|·$))·(|List|·$))·NIL)·(($·$·(|List|·(|Equation|·$)))·NIL)·(($·$·(|Equation|·$))·NIL)·(($·$·$·$)·NIL)·(($·$·(|List|·$)·(|List|·$))·NIL)·(($·$·(|List|·(|Symbol|))·(|List|·(|Mapping|·$·$)))·NIL)·(($·$·(|List|·(|Symbol|))·(|List|·(|Mapping|·$·(|List|·$))))·NIL)·(($·$·(|Symbol|)·(|Mapping|·$·(|List|·$)))·NIL)·(($·$·(|Symbol|)·(|Mapping|·$·$))·NIL)·(($·$·(|List|·(|BasicOperator|))·(|List|·(|Mapping|·$·$)))·NIL)·(($·$·(|List|·(|BasicOperator|))·(|List|·(|Mapping|·$·(|List|·$))))·NIL)·(($·$·(|BasicOperator|)·(|Mapping|·$·(|List|·$)))·NIL)·(($·$·(|BasicOperator|)·(|Mapping|·$·$))·NIL)·(($·$·(|Symbol|))·NIL·(|has|·|#2|·(|ConvertibleTo|·(|InputForm|))))·(($·$·(|List|·(|Symbol|)))·NIL·(|has|·|#2|·(|ConvertibleTo|·(|InputForm|))))·(($·$)·NIL·(|has|·|#2|·(|ConvertibleTo|·(|InputForm|))))·(($·$·(|BasicOperator|)·$·(|Symbol|))·NIL·(|has|·|#2|·(|ConvertibleTo|·(|InputForm|))))·(($·$·(|List|·(|BasicOperator|))·(|List|·$)·(|Symbol|))·NIL·(|has|·|#2|·(|ConvertibleTo|·(|InputForm|))))·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|))·(|List|·(|Mapping|·$·$)))·NIL·(|has|·|#2|·(|Ring|)))·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|))·(|List|·(|Mapping|·$·(|List|·$))))·NIL·(|has|·|#2|·(|Ring|)))·(($·$·(|Symbol|)·(|NonNegativeInteger|)·(|Mapping|·$·(|List|·$)))·NIL·(|has|·|#2|·(|Ring|)))·(($·$·(|Symbol|)·(|NonNegativeInteger|)·(|Mapping|·$·$))·NIL·(|has|·|#2|·(|Ring|))))·(|euclideanSize|·(((|NonNegativeInteger|)·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|elt|·(($·(|BasicOperator|)·$)·NIL)·(($·(|BasicOperator|)·$·$)·NIL)·(($·(|BasicOperator|)·$·$·$)·NIL)·(($·(|BasicOperator|)·$·$·$·$)·NIL)·(($·(|BasicOperator|)·(|List|·$))·NIL))·(|divide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|distribute|·(($·$)·NIL)·(($·$·$)·NIL))·(|differentiate|·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|)))·NIL)·(($·$·(|Symbol|)·(|NonNegativeInteger|))·NIL)·(($·$·(|List|·(|Symbol|)))·NIL)·(($·$·(|Symbol|))·NIL))·(|denominator|·(($·$)·NIL))·(|denom|·(((|SparseMultivariatePolynomial|·|#2|·(|Kernel|·$))·$)·NIL·(|has|·|#2|·(|IntegralDomain|))))·(|definingPolynomial|·(($·$)·NIL·(|has|·$·(|Ring|))))·(|convert|·(((|Pattern|·(|Integer|))·$)·NIL·(|has|·|#2|·(|ConvertibleTo|·(|Pattern|·(|Integer|)))))·(((|Pattern|·(|Float|))·$)·NIL·(|has|·|#2|·(|ConvertibleTo|·(|Pattern|·(|Float|)))))·(($·(|Factored|·$))·NIL·(|has|·|#2|·(|IntegralDomain|)))·(((|InputForm|)·$)·NIL·(|has|·|#2|·(|ConvertibleTo|·(|InputForm|)))))·(|conjugate|·(($·$·$)·NIL·(|has|·|#2|·(|Group|))))·(|commutator|·(($·$·$)·NIL·(|has|·|#2|·(|Group|))))·(|coerce|·(((|OutputForm|)·$)·NIL)·(($·(|Kernel|·$))·NIL)·(($·(|Symbol|))·NIL)·(($·|#2|)·NIL)·(($·(|SparseMultivariatePolynomial|·|#2|·(|Kernel|·$)))·NIL·(|has|·|#2|·(|Ring|)))·(($·(|Fraction|·|#2|))·NIL·(|has|·|#2|·(|IntegralDomain|)))·(($·(|Polynomial|·(|Fraction|·|#2|)))·NIL·(|has|·|#2|·(|IntegralDomain|)))·(($·(|Fraction|·(|Polynomial|·(|Fraction|·|#2|))))·NIL·(|has|·|#2|·(|IntegralDomain|)))·(($·(|Fraction|·(|Polynomial|·|#2|)))·NIL·(|has|·|#2|·(|IntegralDomain|)))·(($·(|Polynomial|·|#2|))·NIL·(|has|·|#2|·(|Ring|)))·(($·$)·NIL)·(($·(|Integer|))·NIL)·(($·(|MyUnivariatePolynomial|·|#1|·|#2|))·NIL)·(($·(|Fraction|·(|MyUnivariatePolynomial|·|#1|·|#2|)))·35)·(($·(|Fraction|·(|Integer|)))·NIL·(OR·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|RetractableTo|·(|Fraction|·(|Integer|)))))))·(|charthRoot|·(((|Union|·$·"failed")·$)·NIL·(|has|·|#2|·(|CharacteristicNonZero|))))·(|characteristic|·(((|NonNegativeInteger|))·NIL))·(|box|·(($·$)·NIL)·(($·(|List|·$))·NIL))·(|binomial|·(($·$·$)·NIL))·(|belong?|·(((|Boolean|)·(|BasicOperator|))·NIL))·(|associates?|·(((|Boolean|)·$·$)·NIL))·(|applyQuote|·(($·(|Symbol|)·$)·NIL)·(($·(|Symbol|)·$·$)·NIL)·(($·(|Symbol|)·$·$·$)·NIL)·(($·(|Symbol|)·$·$·$·$)·NIL)·(($·(|Symbol|)·(|List|·$))·NIL))·(^·(($·$·(|NonNegativeInteger|))·NIL)·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|Integer|))·NIL·(OR·(|has|·|#2|·(|Group|))·(|has|·|#2|·(|IntegralDomain|)))))·(|Zero|·(($)·NIL·T·CONST))·(|One|·(($)·NIL·T·CONST))·(D·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|)))·NIL)·(($·$·(|Symbol|)·(|NonNegativeInteger|))·NIL)·(($·$·(|List|·(|Symbol|)))·NIL)·(($·$·(|Symbol|))·NIL))·(>=·(((|Boolean|)·$·$)·NIL))·(>·(((|Boolean|)·$·$)·NIL))·(=·(((|Boolean|)·$·$)·NIL))·(<=·(((|Boolean|)·$·$)·NIL))·(<·(((|Boolean|)·$·$)·NIL))·(/·(($·(|SparseMultivariatePolynomial|·|#2|·(|Kernel|·$))·(|SparseMultivariatePolynomial|·|#2|·(|Kernel|·$)))·NIL·(|has|·|#2|·(|IntegralDomain|)))·(($·$·$)·NIL))·(-·(($·$·$)·NIL)·(($·$)·NIL))·(+·(($·$·$)·NIL))·(**·(($·$·(|NonNegativeInteger|))·NIL)·(($·$·(|PositiveInteger|))·NIL)·(($·$·$)·NIL)·(($·$·(|Integer|))·NIL·(OR·(|has|·|#2|·(|Group|))·(|has|·|#2|·(|IntegralDomain|)))))·(*·(($·(|Fraction|·(|Integer|))·$)·NIL·(|has|·|#2|·(|IntegralDomain|)))·(($·$·(|Fraction|·(|Integer|)))·NIL·(|has|·|#2|·(|IntegralDomain|)))·(($·|#2|·$)·NIL·(|has|·|#2|·(|CommutativeRing|)))·(($·$·|#2|)·NIL·(|has|·|#2|·(|CommutativeRing|)))·(($·$·$)·NIL)·(($·(|Integer|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|PositiveInteger|)·$)·NIL)))· 
15 (((|MyExpression|·|#1|·|#2|)·(|Join|·(|FunctionSpace|·|#2|)·(|IntegralDomain|)·(|RetractableTo|·(|MyUnivariatePolynomial|·|#1|·|#2|))·(|RetractableTo|·(|Symbol|))·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·(|Symbol|))·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$))·(SIGNATURE·|coerce|·($·(|Fraction|·(|MyUnivariatePolynomial|·|#1|·|#2|))))·(SIGNATURE·|retract|·((|Fraction|·(|MyUnivariatePolynomial|·|#1|·|#2|))·$))))·(|Symbol|)·(|Join|·(|Ring|)·(|OrderedSet|)·(|IntegralDomain|)))·(T·|MyExpression|))· 
16 ((|ground?|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|MyExpression|·*3·*4))·(|ofType|·*3·(|Symbol|))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|OrderedSet|)·(|IntegralDomain|)))))·(*·(*1·*1·*1·*1)·(AND·(|isDomain|·*1·(|MyExpression|·*2·*3))·(|ofType|·*2·(|Symbol|))·(|ofCategory|·*3·(|Join|·(|Ring|)·(|OrderedSet|)·(|IntegralDomain|)))))·(/·(*1·*1·*1·*1)·(AND·(|isDomain|·*1·(|MyExpression|·*2·*3))·(|ofType|·*2·(|Symbol|))·(|ofCategory|·*3·(|Join|·(|Ring|)·(|OrderedSet|)·(|IntegralDomain|)))))·(**·(*1·*1·*1·*1)·(AND·(|isDomain|·*1·(|MyExpression|·*2·*3))·(|ofType|·*2·(|Symbol|))·(|ofCategory|·*3·(|Join|·(|Ring|)·(|OrderedSet|)·(|IntegralDomain|)))))·(|numerator|·(*1·*1·*1)·(AND·(|isDomain|·*1·(|MyExpression|·*2·*3))·(|ofType|·*2·(|Symbol|))·(|ofCategory|·*3·(|Join|·(|Ring|)·(|OrderedSet|)·(|IntegralDomain|)))))·(|denominator|·(*1·*1·*1)·(AND·(|isDomain|·*1·(|MyExpression|·*2·*3))·(|ofType|·*2·(|Symbol|))·(|ofCategory|·*3·(|Join|·(|Ring|)·(|OrderedSet|)·(|IntegralDomain|)))))·(|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·(|MyUnivariatePolynomial|·*3·*4)))·(|ofType|·*3·(|Symbol|))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|MyExpression|·*3·*4))))·(|retract|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·(|MyUnivariatePolynomial|·*3·*4)))·(|isDomain|·*1·(|MyExpression|·*3·*4))·(|ofType|·*3·(|Symbol|))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|OrderedSet|)·(|IntegralDomain|))))))· 
17 (|Join|·(|FunctionSpace|·|#2|)·(|IntegralDomain|)·(|RetractableTo|·(|MyUnivariatePolynomial|·|#1|·|#2|))·(|RetractableTo|·(|Symbol|))·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·(|Symbol|))·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$))·(SIGNATURE·|coerce|·($·(|Fraction|·(|MyUnivariatePolynomial|·|#1|·|#2|))))·(SIGNATURE·|retract|·((|Fraction|·(|MyUnivariatePolynomial|·|#1|·|#2|))·$))))· 
18 ((~=·(((|Boolean|)·$·$)·18·(OR·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·|#2|·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|)))))·(|value|·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·117))·(|third|·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·140))·(|tail|·(($·$)·138))·(|table|·(($)·66)·(($·(|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·65))·(|swap!|·(((|Void|)·$·|#1|·|#1|)·93·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(((|Void|)·$·(|Integer|)·(|Integer|))·170·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|split!|·(($·$·(|Integer|))·151·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|sorted?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·201)·(((|Boolean|)·$)·195·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|))))·(|sort!|·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·192·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(($·$)·191·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|))·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))))·(|sort|·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·202)·(($·$)·196·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|))))·(|size?|·(((|Boolean|)·$·(|NonNegativeInteger|))·8))·(|setvalue!|·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·126·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|setrest!|·(($·$·$)·147·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|setlast!|·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·149·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|setfirst!|·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·145·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|setelt|·((|#2|·$·|#1|·|#2|)·67)·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·(|Integer|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·181·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·(|UniversalSegment|·(|Integer|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·152·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·"last"·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·150·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(($·$·"rest"·$)·148·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·"first"·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·146·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·"value"·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·125·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|setchildren!|·(($·$·(|List|·$))·124·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|select!|·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·42·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·208))·(|select|·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·52·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·167·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|second|·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·139))·(|search|·(((|Union|·|#2|·"failed")·|#1|·$)·57))·(|sample|·(($)·7·T·CONST))·(|reverse!|·(($·$)·193·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|reverse|·(($·$)·203))·(|rest|·(($·$·(|NonNegativeInteger|))·134)·(($·$)·132))·(|removeDuplicates!|·(($·$)·206·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))))·(|removeDuplicates|·(($·$)·55·(OR·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))))·(|remove!|·(($·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·44·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·43·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|Union|·|#2|·"failed")·|#1|·$)·58)·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·212)·(($·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·207·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))))·(|remove|·(($·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·54·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·51·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(($·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·169·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·166·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|reduce|·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Mapping|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·53·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Mapping|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·50·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Mapping|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·49·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Mapping|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·168·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Mapping|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·165·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Mapping|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·164·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|qsetelt!|·((|#2|·$·|#1|·|#2|)·81·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·(|Integer|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·182·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|qelt|·((|#2|·$·|#1|)·82)·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·(|Integer|))·180))·(|possiblyInfinite?|·(((|Boolean|)·$)·184))·(|position|·(((|Integer|)·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·200)·(((|Integer|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·199·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|)))·(((|Integer|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·(|Integer|))·198·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))))·(|parts|·(((|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·30·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|List|·|#2|)·$)·73·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·106·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|nodes|·(((|List|·$)·$)·115))·(|node?|·(((|Boolean|)·$·$)·123·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))))·(|new|·(($·(|NonNegativeInteger|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·161))·(|more?|·(((|Boolean|)·$·(|NonNegativeInteger|))·9))·(|minIndex|·((|#1|·$)·90·(|has|·|#1|·(|OrderedSet|)))·(((|Integer|)·$)·172·(|has|·(|Integer|)·(|OrderedSet|))))·(|min|·(($·$·$)·190·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|))))·(|merge!|·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$·$)·209)·(($·$·$)·205·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|))))·(|merge|·(($·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$·$)·204)·(($·$·$)·197·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|))))·(|members|·(((|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·29·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|List|·|#2|)·$)·74·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·107·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|member?|·(((|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·27·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(((|Boolean|)·|#2|·$)·76·(AND·(|has|·|#2|·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(((|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·109·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))))·(|maxIndex|·((|#1|·$)·89·(|has|·|#1|·(|OrderedSet|)))·(((|Integer|)·$)·173·(|has|·(|Integer|)·(|OrderedSet|))))·(|max|·(($·$·$)·189·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|))))·(|map!|·(($·(|Mapping|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·34·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(($·(|Mapping|·|#2|·|#2|)·$)·69·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(($·(|Mapping|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·102·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|map|·(($·(|Mapping|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·35)·(($·(|Mapping|·|#2|·|#2|)·$)·68)·(($·(|Mapping|·|#2|·|#2|·|#2|)·$·$)·64)·(($·(|Mapping|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$·$)·158)·(($·(|Mapping|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·101))·(|list|·(($·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·217))·(|less?|·(((|Boolean|)·$·(|NonNegativeInteger|))·10))·(|leaves|·(((|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·120))·(|leaf?|·(((|Boolean|)·$)·116))·(|latex|·(((|String|)·$)·22·(OR·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·|#2|·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|)))))·(|last|·(($·$·(|NonNegativeInteger|))·137)·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·135))·(|keys|·(((|List|·|#1|)·$)·59))·(|key?|·(((|Boolean|)·|#1|·$)·60))·(|inspect|·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·36))·(|insert!|·(($·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·37)·(($·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·(|Integer|))·211)·(($·$·$·(|Integer|))·210))·(|insert|·(($·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·(|Integer|))·154)·(($·$·$·(|Integer|))·153))·(|indices|·(((|List|·|#1|)·$)·87)·(((|List|·(|Integer|))·$)·175))·(|index?|·(((|Boolean|)·|#1|·$)·86)·(((|Boolean|)·(|Integer|)·$)·176))·(|hash|·(((|SingleInteger|)·$)·21·(OR·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·|#2|·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|)))))·(|first|·((|#2|·$)·91·(|has|·|#1|·(|OrderedSet|)))·(($·$·(|NonNegativeInteger|))·131)·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·129))·(|find|·(((|Union|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·"failed")·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·48)·(((|Union|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·"failed")·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·163))·(|fill!|·(($·$·|#2|)·92·(|has|·$·(ATTRIBUTE·|shallowlyMutable|)))·(($·$·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·171·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|extract!|·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·38))·(|explicitlyFinite?|·(((|Boolean|)·$)·183))·(|every?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·32·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#2|)·$)·71·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|Boolean|)·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·104·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|eval|·(($·$·(|List|·(|Equation|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))))·26·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))))·(($·$·(|Equation|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·25·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))))·(($·$·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·24·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))))·(($·$·(|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·(|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·23·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))))·(($·$·(|List|·|#2|)·(|List|·|#2|))·80·(AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|))))·(($·$·|#2|·|#2|)·79·(AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|))))·(($·$·(|Equation|·|#2|))·78·(AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|))))·(($·$·(|List|·(|Equation|·|#2|)))·77·(AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|))))·(($·$·(|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·(|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·113·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))))·(($·$·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·112·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))))·(($·$·(|Equation|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·111·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))))·(($·$·(|List|·(|Equation|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))))·110·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|)))))·(|eq?|·(((|Boolean|)·$·$)·14))·(|entry?|·(((|Boolean|)·|#2|·$)·88·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·|#2|·(|SetCategory|))))·(((|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·174·(AND·(|has|·$·(ATTRIBUTE·|finiteAggregate|))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|)))))·(|entries|·(((|List|·|#2|)·$)·85)·(((|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·177))·(|empty?|·(((|Boolean|)·$)·11))·(|empty|·(($)·12))·(|elt|·((|#2|·$·|#1|)·84)·((|#2|·$·|#1|·|#2|)·83)·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·(|Integer|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·179)·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·(|Integer|))·178)·(($·$·(|UniversalSegment|·(|Integer|)))·157)·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·"last")·136)·(($·$·"rest")·133)·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·"first")·130)·(((|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$·"value")·118))·(|distance|·(((|Integer|)·$·$)·121))·(|dictionary|·(($)·46)·(($·(|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·45))·(|delete!|·(($·$·(|Integer|))·214)·(($·$·(|UniversalSegment|·(|Integer|)))·213))·(|delete|·(($·$·(|Integer|))·156)·(($·$·(|UniversalSegment|·(|Integer|)))·155))·(|cyclic?|·(((|Boolean|)·$)·119))·(|cycleTail|·(($·$)·143))·(|cycleSplit!|·(($·$)·144·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|cycleLength|·(((|NonNegativeInteger|)·$)·142))·(|cycleEntry|·(($·$)·141))·(|count|·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·31·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|NonNegativeInteger|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·28·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(((|NonNegativeInteger|)·|#2|·$)·75·(AND·(|has|·|#2|·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·|#2|)·$)·72·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|NonNegativeInteger|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·108·(AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(((|NonNegativeInteger|)·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·105·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(|copyInto!|·(($·$·$·(|Integer|))·194·(|has|·$·(ATTRIBUTE·|shallowlyMutable|))))·(|copy|·(($·$)·13))·(|convert|·(((|InputForm|)·$)·56·(OR·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|ConvertibleTo|·(|InputForm|)))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|ConvertibleTo|·(|InputForm|))))))·(|construct|·(($·(|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·47)·(($·(|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·162))·(|concat!|·(($·$·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·216)·(($·$·$)·215))·(|concat|·(($·$·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·160)·(($·(|List|·$))·159)·(($·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·$)·128)·(($·$·$)·127))·(|coerce|·(((|OutputForm|)·$)·20·(OR·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·|#2|·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|)))))·(|children|·(((|List|·$)·$)·114))·(|child?|·(((|Boolean|)·$·$)·122·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))))·(|bag|·(($·(|List|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·39))·(|assoc|·(((|Union|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·"failed")·|#1|·$)·100))·(|any?|·(((|Boolean|)·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·33·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|Boolean|)·(|Mapping|·(|Boolean|)·|#2|)·$)·70·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))·(((|Boolean|)·(|Mapping|·(|Boolean|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·$)·103·(|has|·$·(ATTRIBUTE·|finiteAggregate|))))·(>=·(((|Boolean|)·$·$)·187·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|))))·(>·(((|Boolean|)·$·$)·186·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|))))·(=·(((|Boolean|)·$·$)·19·(OR·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·|#2|·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|)))))·(<=·(((|Boolean|)·$·$)·188·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|))))·(<·(((|Boolean|)·$·$)·185·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|))))·(|#|·(((|NonNegativeInteger|)·$)·6·(|has|·$·(ATTRIBUTE·|finiteAggregate|)))))· 
19 (((|AssociationListAggregate|·|#1|·|#2|)·(|Category|)·(|SetCategory|)·(|SetCategory|))·(T·|AssociationListAggregate|))· 
20 ((|assoc|·(*1·*2·*3·*1)·(|partial|·AND·(|ofCategory|·*1·(|AssociationListAggregate|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|Record|·(|:|·|key|·*3)·(|:|·|entry|·*4))))))· 
21 (|Join|·(|TableAggregate|·|t#1|·|t#2|)·(|ListAggregate|·(|Record|·(|:|·|key|·|t#1|)·(|:|·|entry|·|t#2|)))·(CATEGORY·|domain|·(SIGNATURE·|assoc|·((|Union|·(|Record|·(|:|·|key|·|t#1|)·(|:|·|entry|·|t#2|))·"failed")·|t#1|·$))))· 
22 (((|Aggregate|)·.·T)·((|BagAggregate|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|BasicType|)·OR·(|has|·|#2|·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|)))·((|CoercibleTo|·(|OutputForm|))·OR·(|has|·|#2|·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|)))·((|Collection|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|ConvertibleTo|·(|InputForm|))·|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|ConvertibleTo|·(|InputForm|)))·((|Dictionary|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|DictionaryOperations|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|Eltable|·(|Integer|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|Eltable|·|#1|·|#2|)·.·T)·((|EltableAggregate|·(|Integer|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|EltableAggregate|·|#1|·|#2|)·.·T)·((|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|)))·((|Evalable|·|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|)))·((|ExtensibleLinearAggregate|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|FiniteLinearAggregate|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|HomogeneousAggregate|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|HomogeneousAggregate|·|#2|)·.·T)·((|IndexedAggregate|·(|Integer|)·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|IndexedAggregate|·|#1|·|#2|)·.·T)·((|InnerEvalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·AND·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|Evalable|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|)))·((|InnerEvalable|·|#2|·|#2|)·AND·(|has|·|#2|·(|Evalable|·|#2|))·(|has|·|#2|·(|SetCategory|)))·((|KeyedDictionary|·|#1|·|#2|)·.·T)·((|LinearAggregate|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|ListAggregate|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|OrderedSet|)·|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|))·((|RecursiveAggregate|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|SetCategory|)·OR·(|has|·|#2|·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|SetCategory|))·(|has|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|))·(|OrderedSet|)))·((|StreamAggregate|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T)·((|TableAggregate|·|#1|·|#2|)·.·T)·((|Type|)·.·T)·((|UnaryRecursiveAggregate|·(|Record|·(|:|·|key|·|#1|)·(|:|·|entry|·|#2|)))·.·T))· 
23 ((|GospersMethod|·(((|Union|·|#5|·"failed")·|#5|·|#2|·(|Mapping|·|#2|))·35)))· 
24 (((|GosperSummationMethod|·|#1|·|#2|·|#3|·|#4|·|#5|)·(CATEGORY·|package|·(SIGNATURE·|GospersMethod|·((|Union|·|#5|·"failed")·|#5|·|#2|·(|Mapping|·|#2|))))·(|OrderedAbelianMonoidSup|)·(|OrderedSet|)·(|IntegralDomain|)·(|PolynomialCategory|·|#3|·|#1|·|#2|)·(|Join|·(|RetractableTo|·(|Fraction|·(|Integer|)))·(|Field|)·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·|#4|))·(SIGNATURE·|numer|·(|#4|·$))·(SIGNATURE·|denom|·(|#4|·$)))))·(T·|GosperSummationMethod|))· 
25 ((|GospersMethod|·(*1·*2·*2·*3·*4)·(|partial|·AND·(|isDomain|·*4·(|Mapping|·*3))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|IntegralDomain|))·(|ofCategory|·*7·(|PolynomialCategory|·*6·*5·*3))·(|isDomain|·*1·(|GosperSummationMethod|·*5·*3·*6·*7·*2))·(|ofCategory|·*2·(|Join|·(|RetractableTo|·(|Fraction|·(|Integer|)))·(|Field|)·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·*7))·(SIGNATURE·|numer|·(*7·$))·(SIGNATURE·|denom|·(*7·$))))))))· 
26 (CATEGORY·|package|·(SIGNATURE·|GospersMethod|·((|Union|·|#5|·"failed")·|#5|·|#2|·(|Mapping|·|#2|))))· 
27 ((|operator|·(((|BasicOperator|)·(|Symbol|))·99)))· 
28 (((|CommonOperators|)·(CATEGORY·|package|·(SIGNATURE·|operator|·((|BasicOperator|)·(|Symbol|)))))·(T·|CommonOperators|))· 
29 ((|operator|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|BasicOperator|))·(|isDomain|·*1·(|CommonOperators|)))))· 
30 (CATEGORY·|package|·(SIGNATURE·|operator|·((|BasicOperator|)·(|Symbol|))))· 
31 ((|retractIfCan|·(((|Union|·$·"failed")·(|Expression|·(|Float|)))·19)·(((|Union|·$·"failed")·(|Expression|·(|Integer|)))·17)·(((|Union|·$·"failed")·(|Polynomial|·(|Float|)))·15)·(((|Union|·$·"failed")·(|Polynomial|·(|Integer|)))·13)·(((|Union|·$·"failed")·(|Fraction|·(|Polynomial|·(|Float|))))·11)·(((|Union|·$·"failed")·(|Fraction|·(|Polynomial|·(|Integer|))))·9))·(|retract|·(($·(|Expression|·(|Float|)))·20)·(($·(|Expression|·(|Integer|)))·18)·(($·(|Polynomial|·(|Float|)))·16)·(($·(|Polynomial|·(|Integer|)))·14)·(($·(|Fraction|·(|Polynomial|·(|Float|))))·12)·(($·(|Fraction|·(|Polynomial|·(|Integer|))))·10))·(|outputAsFortran|·(((|Void|)·$)·7))·(|coerce|·(((|OutputForm|)·$)·8)·(($·(|List|·(|FortranCode|)))·23)·(($·(|FortranCode|))·22)·(($·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·21)))· 
32 (((|FortranFunctionCategory|)·(|Category|))·(T·|FortranFunctionCategory|))·11 (((|ArcTrigonometricFunctionCategory|)·(|Category|))·(T·|ArcTrigonometricFunctionCategory|))·
33 ((|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|FortranCode|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|FortranCode|))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|)))))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|retract|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|Float|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|retractIfCan|·(*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Expression|·(|Float|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|retract|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Expression|·(|Integer|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|retractIfCan|·(*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Expression|·(|Integer|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|retract|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Polynomial|·(|Float|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|retractIfCan|·(*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Polynomial|·(|Float|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|retract|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Polynomial|·(|Integer|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|retractIfCan|·(*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Polynomial|·(|Integer|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|retract|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·(|Float|))))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|retractIfCan|·(*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·(|Float|))))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|retract|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·(|Integer|))))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·(|retractIfCan|·(*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·(|Integer|))))·(|ofCategory|·*1·(|FortranFunctionCategory|)))))· 
34 (|Join|·(|FortranProgramCategory|)·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·(|List|·(|FortranCode|))))·(SIGNATURE·|coerce|·($·(|FortranCode|)))·(SIGNATURE·|coerce|·($·(|Record|·(|:|·|localSymbols|·(|SymbolTable|))·(|:|·|code|·(|List|·(|FortranCode|))))))·(SIGNATURE·|retract|·($·(|Expression|·(|Float|))))·(SIGNATURE·|retractIfCan|·((|Union|·$·"failed")·(|Expression|·(|Float|))))·(SIGNATURE·|retract|·($·(|Expression|·(|Integer|))))·(SIGNATURE·|retractIfCan|·((|Union|·$·"failed")·(|Expression|·(|Integer|))))·(SIGNATURE·|retract|·($·(|Polynomial|·(|Float|))))·(SIGNATURE·|retractIfCan|·((|Union|·$·"failed")·(|Polynomial|·(|Float|))))·(SIGNATURE·|retract|·($·(|Polynomial|·(|Integer|))))·(SIGNATURE·|retractIfCan|·((|Union|·$·"failed")·(|Polynomial|·(|Integer|))))·(SIGNATURE·|retract|·($·(|Fraction|·(|Polynomial|·(|Float|)))))·(SIGNATURE·|retractIfCan|·((|Union|·$·"failed")·(|Fraction|·(|Polynomial|·(|Float|)))))·(SIGNATURE·|retract|·($·(|Fraction|·(|Polynomial|·(|Integer|)))))·(SIGNATURE·|retractIfCan|·((|Union|·$·"failed")·(|Fraction|·(|Polynomial|·(|Integer|)))))))· 
35 (((|CoercibleTo|·(|OutputForm|))·.·T)·((|FortranProgramCategory|)·.·T)·((|Type|)·.·T))· 
36 ((|convert|·(((|DoubleFloat|)·$)·6)·(((|Float|)·$)·8)))· 
37 (((|RealConstant|)·(|Category|))·(T·|RealConstant|))·12 ((|atan|·(*1·*1·*1)·(|ofCategory|·*1·(|ArcTrigonometricFunctionCategory|)))·(|asin|·(*1·*1·*1)·(|ofCategory|·*1·(|ArcTrigonometricFunctionCategory|)))·(|asec|·(*1·*1·*1)·(|ofCategory|·*1·(|ArcTrigonometricFunctionCategory|)))·(|acsc|·(*1·*1·*1)·(|ofCategory|[·...·truncated·by·diffoscope;·len:·191,·SHA:·b96249aa41f0b7f1f52bb73de9eae801ae9b697f4bf58f57262abfb8159c7e00·...·]))·
 13 (|Join|·(CATEGORY·|domain|·(SIGNATURE·|acos|·($·$))·(SIGNATURE·|acot|·($·$))·(SIGNATURE·|acsc|·($·$))·(SIGNATURE·|asec|·($·$))·(SIGNATURE·|asin|·($·$))·(SIGNATURE·|atan|·($·$))))·
 14 ((|outputList|·(((|Void|)·(|List|·(|Any|)))·24))·(|output|·(((|Void|)·(|String|)·(|OutputForm|))·14)·(((|Void|)·(|OutputForm|))·9)·(((|Void|)·(|String|))·11)))·
 15 (((|OutputPackage|)·(CATEGORY·|package|·(SIGNATURE·|output|·((|Void|)·(|String|)))·(SIGNATURE·|output|·((|Void|)·(|OutputForm|)))·(SIGNATURE·|output|·((|Void|)·(|String|)·(|OutputForm|)))·(SIGNATURE·|outputList|·((|Void|)·(|List|·(|Any|))))))·(T·|OutputPackage|))·
 16 ((|outputList|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Any|)))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|OutputPackage|))))·(|output|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|String|))·(|isDomain|·*4·(|OutputForm|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|OutputPackage|))))·(|output|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|OutputForm|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|OutputPackage|))))·(|output|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|String|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|OutputPackage|)))))·
 17 (CATEGORY·|package|·(SIGNATURE·|output|·((|Void|)·(|String|)))·(SIGNATURE·|output|·((|Void|)·(|OutputForm|)))·(SIGNATURE·|output|·((|Void|)·(|String|)·(|OutputForm|)))·(SIGNATURE·|outputList|·((|Void|)·(|List|·(|Any|)))))·
 18 ((~=·(((|Boolean|)·$·$)·7))·(|zero?|·(((|Boolean|)·$)·15))·(|symmetricSquare|·(($·$)·79·(|has|·|#1|·(|Field|))))·(|symmetricProduct|·(($·$·$)·81·(|has|·|#1|·(|Field|))))·(|symmetricPower|·(($·$·(|NonNegativeInteger|))·80·(|has|·|#1|·(|Field|))))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·18))·(|sample|·(($)·16·T·CONST))·(|rightRemainder|·(($·$·$)·44·(|has|·|#1|·(|Field|))))·(|rightQuotient|·(($·$·$)·45·(|has|·|#1|·(|Field|))))·(|rightLcm|·(($·$·$)·47·(|has|·|#1|·(|Field|))))·(|rightGcd|·(($·$·$)·42·(|has|·|#1|·(|Field|))))·(|rightExtendedGcd|·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·41·(|has|·|#1|·(|Field|))))·(|rightExactQuotient|·(((|Union|·$·"failed")·$·$)·43·(|has|·|#1|·(|Field|))))·(|rightDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·46·(|has|·|#1|·(|Field|))))·(|retractIfCan|·(((|Union|·(|Integer|)·"failed")·$)·73·(|has|·|#1|·(|RetractableTo|·(|Integer|))))·(((|Union|·(|Fraction|·(|Integer|))·"failed")·$)·71·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(((|Union|·|#1|·"failed")·$)·68))·(|retract|·(((|Integer|)·$)·74·(|has|·|#1|·(|RetractableTo|·(|Integer|))))·(((|Fraction|·(|Integer|))·$)·72·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·((|#1|·$)·67))·(|reductum|·(($·$)·63))·(|recip|·(((|Union|·$·"failed")·$)·33))·(|primitivePart|·(($·$)·54·(|has|·|#1|·(|GcdDomain|))))·(|one?|·(((|Boolean|)·$)·30))·(|monomial|·(($·|#1|·(|NonNegativeInteger|))·61))·(|monicRightDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·56·(|has|·|#1|·(|IntegralDomain|))))·(|monicLeftDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·57·(|has|·|#1|·(|IntegralDomain|))))·(|minimumDegree|·(((|NonNegativeInteger|)·$)·65))·(|leftRemainder|·(($·$·$)·51·(|has|·|#1|·(|Field|))))·(|leftQuotient|·(($·$·$)·52·(|has|·|#1|·(|Field|))))·(|leftLcm|·(($·$·$)·40·(|has|·|#1|·(|Field|))))·(|leftGcd|·(($·$·$)·49·(|has|·|#1|·(|Field|))))·(|leftExtendedGcd|·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·48·(|has|·|#1|·(|Field|))))·(|leftExactQuotient|·(((|Union|·$·"failed")·$·$)·50·(|has|·|#1|·(|Field|))))·(|leftDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·53·(|has|·|#1|·(|Field|))))·(|leadingCoefficient|·((|#1|·$)·64))·(|latex|·(((|String|)·$)·9))·(|hash|·(((|SingleInteger|)·$)·10))·(|exquo|·(((|Union|·$·"failed")·$·|#1|)·58·(|has|·|#1|·(|IntegralDomain|))))·(|elt|·((|#1|·$·|#1|)·84))·(|directSum|·(($·$·$)·78·(|has|·|#1|·(|Field|))))·(|degree|·(((|NonNegativeInteger|)·$)·66))·(|content|·((|#1|·$)·55·(|has|·|#1|·(|GcdDomain|))))·(|coerce|·(((|OutputForm|)·$)·11)·(($·(|Integer|))·27)·(($·(|Fraction|·(|Integer|)))·70·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(($·|#1|)·69))·(|coefficients|·(((|List|·|#1|)·$)·60))·(|coefficient|·((|#1|·$·(|NonNegativeInteger|))·62))·(|characteristic|·(((|NonNegativeInteger|))·28))·(|apply|·((|#1|·$·|#1|·|#1|)·59))·(|adjoint|·(($·$)·82))·(^·(($·$·(|PositiveInteger|))·25)·(($·$·(|NonNegativeInteger|))·32))·(|Zero|·(($)·17·T·CONST))·(|One|·(($)·29·T·CONST))·(D·(($)·83))·(=·(((|Boolean|)·$·$)·6))·(-·(($·$)·21)·(($·$·$)·20))·(+·(($·$·$)·13))·(**·(($·$·(|PositiveInteger|))·24)·(($·$·(|NonNegativeInteger|))·31))·(*·(($·(|PositiveInteger|)·$)·12)·(($·(|NonNegativeInteger|)·$)·14)·(($·(|Integer|)·$)·19)·(($·$·$)·23)·(($·$·|#1|)·76)·(($·|#1|·$)·75)))·
 19 (((|LinearOrdinaryDifferentialOperatorCategory|·|#1|)·(|Category|)·(|Ring|))·(T·|LinearOrdinaryDifferentialOperatorCategory|))·
 20 ((D·(*1·*1)·(AND·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*2·(|Ring|))))·(|adjoint|·(*1·*1·*1)·(AND·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*2·(|Ring|))))·(|symmetricProduct|·(*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|Field|))))·(|symmetricPower|·(*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*3))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*3·(|Field|))))·(|symmetricSquare|·(*1·*1·*1)·(AND·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|Field|))))·(|directSum|·(*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*2·(|Field|)))))·
 21 (|Join|·(|UnivariateSkewPolynomialCategory|·|t#1|)·(|Eltable|·|t#1|·|t#1|)·(CATEGORY·|domain|·(SIGNATURE·D·($))·(SIGNATURE·|adjoint|·($·$))·(IF·(|has|·|t#1|·(|Field|))·(PROGN·(SIGNATURE·|symmetricProduct|·($·$·$))·(SIGNATURE·|symmetricPower|·($·$·(|NonNegativeInteger|)))·(SIGNATURE·|symmetricSquare|·($·$))·(SIGNATURE·|directSum|·($·$·$)))·|noBranch|)))·
 22 (((|AbelianGroup|)·.·T)·((|AbelianMonoid|)·.·T)·((|AbelianSemiGroup|)·.·T)·((|Algebra|·|#1|)·|has|·|#1|·(|CommutativeRing|))·((|BasicType|)·.·T)·((|BiModule|·|#1|·|#1|)·.·T)·((|CancellationAbelianMonoid|)·.·T)·((|CoercibleTo|·(|OutputForm|))·.·T)·((|Eltable|·|#1|·|#1|)·.·T)·((|FullyRetractableTo|·|#1|)·.·T)·((|LeftModule|·|#1|)·.·T)·((|LeftModule|·$)·.·T)·((|Module|·|#1|)·|has|·|#1|·(|CommutativeRing|))·((|Monoid|)·.·T)·((|RetractableTo|·(|Fraction|·(|Integer|)))·|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|))))·((|RetractableTo|·(|Integer|))·|has|·|#1|·(|RetractableTo|·(|Integer|)))·((|RetractableTo|·|#1|)·.·T)·((|RightModule|·|#1|)·.·T)·((|Ring|)·.·T)·((|Rng|)·.·T)·((|SemiGroup|)·.·T)·((|SetCategory|)·.·T)·((|UnivariateSkewPolynomialCategory|·|#1|)·.·T))·
 23 ((~=·(((|Boolean|)·$·$)·NIL))·(|omError|·(($·(|OpenMathErrorKind|)·(|List|·(|Symbol|)))·24))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|errorKind|·(((|OpenMathErrorKind|)·$)·25))·(|errorInfo|·(((|List|·(|Symbol|))·$)·26))·(|coerce|·(((|OutputForm|)·$)·23))·(=·(((|Boolean|)·$·$)·NIL)))·
 24 (((|OpenMathError|)·(|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|errorKind|·((|OpenMathErrorKind|)·$))·(SIGNATURE·|errorInfo|·((|List|·(|Symbol|))·$))·(SIGNATURE·|omError|·($·(|OpenMathErrorKind|)·(|List|·(|Symbol|)))))))·(T·|OpenMathError|))·
 25 ((|errorKind|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|OpenMathErrorKind|))·(|isDomain|·*1·(|OpenMathError|))))·(|errorInfo|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|Symbol|)))·(|isDomain|·*1·(|OpenMathError|))))·(|omError|·(*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|OpenMathErrorKind|))·(|isDomain|·*3·(|List|·(|Symbol|)))·(|isDomain|·*1·(|OpenMathError|)))))·
 26 (|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|errorKind|·((|OpenMathErrorKind|)·$))·(SIGNATURE·|errorInfo|·((|List|·(|Symbol|))·$))·(SIGNATURE·|omError|·($·(|OpenMathErrorKind|)·(|List|·(|Symbol|))))))·
 27 ((|coerce|·(((|OutputForm|)·$)·22)·(($·(|Symbol|))·24))·(OR·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·35))·(NOT·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·28)·(($·$)·29))·(LT·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·30))·(LE·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·32))·(GT·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·31))·(GE·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·33))·(EQ·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·36))·(AND·(($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$)))·34)))·
 28 (((|Switch|)·(|Join|·(|CoercibleTo|·(|OutputForm|))·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·(|Symbol|)))·(SIGNATURE·LT·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·GT·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·LE·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·GE·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·OR·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·EQ·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·AND·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·NOT·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·NOT·($·$)))))·(T·|Switch|))·
 29 ((|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|Switch|))))·(LT·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(GT·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(LE·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(GE·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(OR·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(EQ·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(AND·(*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(NOT·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·(|Switch|))))·(|isDomain|·*1·(|Switch|))))·(NOT·(*1·*1·*1)·(|isDomain|·*1·(|Switch|))))·
 30 (|Join|·(|CoercibleTo|·(|OutputForm|))·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·(|Symbol|)))·(SIGNATURE·LT·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·GT·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·LE·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·GE·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·OR·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·EQ·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·AND·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·NOT·($·(|Union|·(|:|·I·(|Expression|·(|Integer|)))·(|:|·F·(|Expression|·(|Float|)))·(|:|·CF·(|Expression|·(|Complex|·(|Float|))))·(|:|·|switch|·$))))·(SIGNATURE·NOT·($·$))))·
 31 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·125))·(|unitNormal|·(((|Record|·(|:|·|unit|·$)·(|:|·|canonical|·$)·(|:|·|associate|·$))·$)·NIL·(|has|·|#1|·(|Field|))))·(|unitCanonical|·(($·$)·NIL·(|has|·|#1|·(|Field|))))·(|unit?|·(((|Boolean|)·$)·NIL·(|has|·|#1|·(|Field|))))·(|traceMatrix|·(((|Matrix|·|#1|)·(|Vector|·$))·NIL)·(((|Matrix|·|#1|))·115))·(|trace|·((|#1|·$)·119))·(|tableForDiscreteLogarithm|·(((|Table|·(|PositiveInteger|)·(|NonNegativeInteger|))·(|Integer|))·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|squareFreePart|·(($·$)·NIL·(|has|·|#1|·(|Field|))))·(|squareFree|·(((|Factored|·$)·$)·NIL·(|has|·|#1|·(|Field|))))·(|sizeLess?|·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|size|·(((|NonNegativeInteger|))·40·(|has|·|#1|·(|Finite|))))·(|sample|·(($)·NIL·T·CONST))·(|retractIfCan|·(((|Union|·(|Integer|)·"failed")·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Integer|))))·(((|Union|·(|Fraction|·(|Integer|))·"failed")·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(((|Union|·|#1|·"failed")·$)·NIL))·(|retract|·(((|Integer|)·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Integer|))))·(((|Fraction|·(|Integer|))·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·((|#1|·$)·NIL))·(|represents|·(($·(|Vector|·|#1|)·(|Vector|·$))·NIL)·(($·(|Vector|·|#1|))·43))·(|representationType|·(((|Union|·"prime"·"polynomial"·"normal"·"cyclic"))·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|rem|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|regularRepresentation|·(((|Matrix|·|#1|)·$·(|Vector|·$))·NIL)·(((|Matrix|·|#1|)·$)·NIL))·(|reducedSystem|·(((|Matrix|·(|Integer|))·(|Matrix|·$))·NIL·(|has|·|#1|·(|LinearlyExplicitRingOver|·(|Integer|))))·(((|Record|·(|:|·|mat|·(|Matrix|·(|Integer|)))·(|:|·|vec|·(|Vector|·(|Integer|))))·(|Matrix|·$)·(|Vector|·$))·NIL·(|has|·|#1|·(|LinearlyExplicitRingOver|·(|Integer|))))·(((|Record|·(|:|·|mat|·(|Matrix|·|#1|))·(|:|·|vec|·(|Vector|·|#1|)))·(|Matrix|·$)·(|Vector|·$))·106)·(((|Matrix|·|#1|)·(|Matrix|·$))·100))·(|reduce|·(($·|#2|)·61)·(((|Union|·$·"failed")·(|Fraction|·|#2|))·NIL·(|has|·|#1|·(|Field|))))·(|recip|·(((|Union|·$·"failed")·$)·NIL))·(|rank|·(((|PositiveInteger|))·77))·(|random|·(($)·44·(|has|·|#1|·(|Finite|))))·(|quo|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|principalIdeal|·(((|Record|·(|:|·|coef|·(|List|·$))·(|:|·|generator|·$))·(|List|·$))·NIL·(|has|·|#1|·(|Field|))))·(|primitiveElement|·(($)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|primitive?|·(((|Boolean|)·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|primeFrobenius|·(($·$·(|NonNegativeInteger|))·NIL·(|has|·|#1|·(|FiniteFieldCategory|)))·(($·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|prime?|·(((|Boolean|)·$)·NIL·(|has|·|#1|·(|Field|))))·(|order|·(((|PositiveInteger|)·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|)))·(((|OnePointCompletion|·(|PositiveInteger|))·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|one?|·(((|Boolean|)·$)·NIL))·(|norm|·((|#1|·$)·NIL))·(|nextItem|·(((|Union|·$·"failed")·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|multiEuclidean|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·NIL·(|has|·|#1|·(|Field|))))·(|minimalPolynomial|·((|#2|·$)·84·(|has|·|#1|·(|Field|))))·(|lookup|·(((|PositiveInteger|)·$)·129·(|has|·|#1|·(|Finite|))))·(|lift|·((|#2|·$)·58))·(|lcmCoef|·(((|Record|·(|:|·|llcmres|·$)·(|:|·|coeff1|·$)·(|:|·|coeff2|·$))·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|lcm|·(($·(|List|·$))·NIL·(|has|·|#1|·(|Field|)))·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|latex|·(((|String|)·$)·NIL))·(|inv|·(($·$)·NIL·(|has|·|#1|·(|Field|))))·(|init|·(($)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))·CONST))·(|index|·(($·(|PositiveInteger|))·124·(|has|·|#1|·(|Finite|))))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|generator|·(($)·121))·(|gcdPolynomial|·(((|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$))·NIL·(|has|·|#1|·(|Field|))))·(|gcd|·(($·(|List|·$))·NIL·(|has|·|#1|·(|Field|)))·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|factorsOfCyclicGroupSize|·(((|List|·(|Record|·(|:|·|factor|·(|Integer|))·(|:|·|exponent|·(|Integer|)))))·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|factor|·(((|Factored|·$)·$)·NIL·(|has|·|#1|·(|Field|))))·(|extendedEuclidean|·(((|Union|·(|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$))·"failed")·$·$·$)·NIL·(|has|·|#1|·(|Field|)))·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|exquo|·(((|Union|·$·"failed")·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|expressIdealMember|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·NIL·(|has|·|#1|·(|Field|))))·(|euclideanSize|·(((|NonNegativeInteger|)·$)·NIL·(|has|·|#1|·(|Field|))))·(|enumerate|·(((|List|·$))·NIL·(|has|·|#1|·(|Finite|))))·(|divide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|discriminant|·((|#1|·(|Vector|·$))·NIL)·((|#1|)·109))·(|discreteLog|·(((|NonNegativeInteger|)·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|)))·(((|Union|·(|NonNegativeInteger|)·"failed")·$·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|differentiate|·(($·$)·NIL·(OR·(AND·(|has|·|#1|·(|DifferentialRing|))·(|has|·|#1|·(|Field|)))·(|has|·|#1|·(|FiniteFieldCategory|))))·(($·$·(|NonNegativeInteger|))·NIL·(OR·(AND·(|has|·|#1|·(|DifferentialRing|))·(|has|·|#1|·(|Field|)))·(|has|·|#1|·(|FiniteFieldCategory|))))·(($·$·(|Symbol|))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|List|·(|Symbol|)))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|Symbol|)·(|NonNegativeInteger|))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|)))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|Mapping|·|#1|·|#1|)·(|NonNegativeInteger|))·NIL·(|has|·|#1|·(|Field|)))·(($·$·(|Mapping|·|#1|·|#1|))·NIL·(|has|·|#1|·(|Field|))))·(|derivationCoordinates|·(((|Matrix|·|#1|)·(|Vector|·$)·(|Mapping|·|#1|·|#1|))·NIL·(|has|·|#1|·(|Field|))))·(|definingPolynomial|·((|#2|)·73))·(|createPrimitiveElement|·(($)·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|coordinates|·(((|Vector|·|#1|)·$·(|Vector|·$))·89)·(((|Matrix|·|#1|)·(|Vector|·$)·(|Vector|·$))·NIL)·(((|Vector|·|#1|)·$)·71)·(((|Matrix|·|#1|)·(|Vector|·$))·85))·(|convert|·(((|Vector|·|#1|)·$)·NIL)·(($·(|Vector|·|#1|))·NIL)·((|#2|·$)·NIL)·(($·|#2|)·NIL))·(|conditionP|·(((|Union|·(|Vector|·$)·"failed")·(|Matrix|·$))·NIL·(|has|·|#1|·(|FiniteFieldCategory|))))·(|coerce|·(((|OutputForm|)·$)·57)·(($·(|Integer|))·53)·(($·|#1|)·54)·(($·$)·NIL·(|has|·|#1|·(|Field|)))·(($·(|Fraction|·(|Integer|)))·NIL·(OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))))·(|charthRoot|·(($·$)·NIL·(|has|·|#1|·(|FiniteFieldCategory|)))·(((|Union|·$·"failed")·$)·NIL·(|has|·|#1|·(|CharacteristicNonZero|))))·(|characteristicPolynomial|·((|#2|·$)·82))·(|characteristic|·(((|NonNegativeInteger|))·75))·(|basis|·(((|Vector|·$))·81))·(|associates?|·(((|Boolean|)·$·$)·NIL·(|has|·|#1|·(|Field|))))·(^·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL)·(($·$·(|Integer|))·NIL·(|has|·|#1|·(|Field|))))·(|Zero|·(($)·30·T·CONST))·(|One|·(($)·19·T·CONST))·(D·(($·$)·NIL·(OR·(AND·(|has|·|#1|·(|DifferentialRing|))·(|has|·|#1|·(|Field|)))·(|has|·|#1|·(|FiniteFieldCategory|))))·(($·$·(|NonNegativeInteger|))·NIL·(OR·(AND·(|has|·|#1|·(|DifferentialRing|))·(|has|·|#1|·(|Field|)))·(|has|·|#1|·(|FiniteFieldCategory|))))·(($·$·(|Symbol|))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|List|·(|Symbol|)))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|Symbol|)·(|NonNegativeInteger|))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|)))·NIL·(AND·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·(($·$·(|Mapping|·|#1|·|#1|)·(|NonNegativeInteger|))·NIL·(|has|·|#1|·(|Field|)))·(($·$·(|Mapping|·|#1|·|#1|))·NIL·(|has|·|#1|·(|Field|))))·(=·(((|Boolean|)·$·$)·63))·(/·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(-·(($·$)·67)·(($·$·$)·NIL))·(+·(($·$·$)·65))·(**·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL)·(($·$·(|Integer|))·NIL·(|has|·|#1|·(|Field|))))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·51)·(($·$·$)·69)·(($·$·|#1|)·NIL)·(($·|#1|·$)·48)·(($·(|Fraction|·(|Integer|))·$)·NIL·(|has|·|#1|·(|Field|)))·(($·$·(|Fraction|·(|Integer|)))·NIL·(|has|·|#1|·(|Field|)))))·
 32 (((|SimpleAlgebraicExtension|·|#1|·|#2|·|#3|)·(|MonogenicAlgebra|·|#1|·|#2|)·(|CommutativeRing|)·(|UnivariatePolynomialCategory|·|#1|)·|#2|)·(T·|SimpleAlgebraicExtension|))·
38 NIL·33 NIL·
39 (|Join|·(|ConvertibleTo|·(|DoubleFloat|))·(|ConvertibleTo|·(|Float|)))· 
40 (((|ConvertibleTo|·(|DoubleFloat|))·.·T)·((|ConvertibleTo|·(|Float|))·.·T))· 
41 ((|gnuDraw|·(((|Void|)·(|Expression|·(|Float|))·(|SegmentBinding|·(|Float|))·(|SegmentBinding|·(|Float|))·(|String|))·49)·(((|Void|)·(|Expression|·(|Float|))·(|SegmentBinding|·(|Float|))·(|SegmentBinding|·(|Float|))·(|String|)·(|List|·(|DrawOption|)))·48)·(((|Void|)·(|Expression|·(|Float|))·(|SegmentBinding|·(|Float|))·(|String|))·42)·(((|Void|)·(|Expression|·(|Float|))·(|SegmentBinding|·(|Float|))·(|String|)·(|List|·(|DrawOption|)))·39)))· 
42 (((|GnuDraw|)·(CATEGORY·|package|·(SIGNATURE·|gnuDraw|·((|Void|)·(|Expression|·(|Float|))·(|SegmentBinding|·(|Float|))·(|String|)·(|List|·(|DrawOption|))))·(SIGNATURE·|gnuDraw|·((|Void|)·(|Expression|·(|Float|))·(|SegmentBinding|·(|Float|))·(|String|)))·(SIGNATURE·|gnuDraw|·((|Void|)·(|Expression|·(|Float|))·(|SegmentBinding|·(|Float|))·(|SegmentBinding|·(|Float|))·(|String|)·(|List|·(|DrawOption|))))·(SIGNATURE·|gnuDraw|·((|Void|)·(|Expression|·(|Float|))·(|SegmentBinding|·(|Float|))·(|SegmentBinding|·(|Float|))·(|String|)))))·(T·|GnuDraw|))· 
43 ((|gnuDraw|·(*1·*2·*3·*4·*4·*5)·(AND·(|isDomain|·*3·(|Expression|·(|Float|)))·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|isDomain|·*5·(|String|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|GnuDraw|))))·(|gnuDraw|·(*1·*2·*3·*4·*4·*5·*6)·(AND·(|isDomain|·*3·(|Expression|·(|Float|)))·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|isDomain|·*5·(|String|))·(|isDomain|·*6·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|GnuDraw|))))·(|gnuDraw|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Expression|·(|Float|)))·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|isDomain|·*5·(|String|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|GnuDraw|))))·(|gnuDraw|·(*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*3·(|Expression|·(|Float|)))·(|isDomain|·*4·(|SegmentBinding|·(|Float|)))·(|isDomain|·*5·(|String|))·(|isDomain|·*6·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|GnuDraw|)))))· 
44 (CATEGORY·|package|·(SIGNATURE·|gnuDraw|·((|Void|)·(|Expression|·(|Float|))·(|SegmentBinding|·(|Float|))·(|String|)·(|List|·(|DrawOption|))))·(SIGNATURE·|gnuDraw|·((|Void|)·(|Expression|·(|Float|))·(|SegmentBinding|·(|Float|))·(|String|)))·(SIGNATURE·|gnuDr[·...·truncated·by·diffoscope;·len:·260,·SHA:·7b5eeb1d48d7ca5ae08a52c74d66d769e6e0b51d0b58fbfefb452edafd769658·...·])·34 (|MonogenicAlgebra|·|#1|·|#2|)·
 35 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·NIL))·(|unitNormal|·(((|Record|·(|:|·|unit|·$)·(|:|·|canonical|·$)·(|:|·|associate|·$))·$)·NIL))·(|unitCanonical|·(($·$)·NIL))·(|unit?|·(((|Boolean|)·$)·NIL))·(|traceMatrix|·(((|Matrix|·(|MachineFloat|)))·NIL)·(((|Matrix|·(|MachineFloat|))·(|Vector|·$))·NIL))·(|trace|·(((|MachineFloat|)·$)·NIL))·(|tanh|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|tan|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|tableForDiscreteLogarithm|·(((|Table|·(|PositiveInteger|)·(|NonNegativeInteger|))·(|Integer|))·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|))))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|squareFreePolynomial|·(((|Factored|·(|SparseUnivariatePolynomial|·$))·(|SparseUnivariatePolynomial|·$))·NIL·(AND·(|has|·(|MachineFloat|)·(|EuclideanDomain|))·(|has|·(|MachineFloat|)·(|PolynomialFactorizationExplicit|)))))·(|squareFreePart|·(($·$)·NIL·(OR·(AND·(|has|·(|MachineFloat|)·(|EuclideanDomain|))·(|has|·(|MachineFloat|)·(|PolynomialFactorizationExplicit|)))·(|has|·(|MachineFloat|)·(|Field|)))))·(|squareFree|·(((|Factored|·$)·$)·NIL·(OR·(AND·(|has|·(|MachineFloat|)·(|EuclideanDomain|))·(|has|·(|MachineFloat|)·(|PolynomialFactorizationExplicit|)))·(|has|·(|MachineFloat|)·(|Field|)))))·(|sqrt|·(($·$)·NIL·(AND·(|has|·(|MachineFloat|)·(|RadicalCategory|))·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|)))))·(|solveLinearPolynomialEquation|·(((|Union|·(|List|·(|SparseUnivariatePolynomial|·$))·"failed")·(|List|·(|SparseUnivariatePolynomial|·$))·(|SparseUnivariatePolynomial|·$))·NIL·(AND·(|has|·(|MachineFloat|)·(|EuclideanDomain|))·(|has|·(|MachineFloat|)·(|PolynomialFactorizationExplicit|)))))·(|sizeLess?|·(((|Boolean|)·$·$)·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|))))·(|size|·(((|NonNegativeInteger|))·NIL·(|has|·(|MachineFloat|)·(|Finite|))))·(|sinh|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|sin|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|sech|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|sec|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|sample|·(($)·NIL·T·CONST))·(|retractIfCan|·(((|Union|·(|Integer|)·"failed")·$)·NIL)·(((|Union|·(|MachineFloat|)·"failed")·$)·NIL)·(((|Union|·(|Fraction|·(|Integer|))·"failed")·$)·NIL·(|has|·(|MachineFloat|)·(|RetractableTo|·(|Fraction|·(|Integer|))))))·(|retract|·(((|Integer|)·$)·NIL)·(((|MachineFloat|)·$)·NIL)·(((|Fraction|·(|Integer|))·$)·NIL·(|has|·(|MachineFloat|)·(|RetractableTo|·(|Fraction|·(|Integer|))))))·(|represents|·(($·(|Vector|·(|MachineFloat|)))·NIL)·(($·(|Vector|·(|MachineFloat|))·(|Vector|·$))·NIL))·(|representationType|·(((|Union|·"prime"·"polynomial"·"normal"·"cyclic"))·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|))))·(|rem|·(($·$·$)·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|))))·(|regularRepresentation|·(((|Matrix|·(|MachineFloat|))·$)·NIL)·(((|Matrix|·(|MachineFloat|))·$·(|Vector|·$))·NIL))·(|reducedSystem|·(((|Matrix|·(|MachineFloat|))·(|Matrix|·$))·NIL)·(((|Record|·(|:|·|mat|·(|Matrix|·(|MachineFloat|)))·(|:|·|vec|·(|Vector|·(|MachineFloat|))))·(|Matrix|·$)·(|Vector|·$))·NIL)·(((|Record|·(|:|·|mat|·(|Matrix|·(|Integer|)))·(|:|·|vec|·(|Vector|·(|Integer|))))·(|Matrix|·$)·(|Vector|·$))·NIL·(|has|·(|MachineFloat|)·(|LinearlyExplicitRingOver|·(|Integer|))))·(((|Matrix|·(|Integer|))·(|Matrix|·$))·NIL·(|has|·(|MachineFloat|)·(|LinearlyExplicitRingOver|·(|Integer|)))))·(|reduce|·(((|Union|·$·"failed")·(|Fraction|·(|SparseUnivariatePolynomial|·(|MachineFloat|))))·NIL·(|has|·(|MachineFloat|)·(|Field|)))·(($·(|SparseUnivariatePolynomial|·(|MachineFloat|)))·NIL))·(|recip|·(((|Union|·$·"failed")·$)·NIL))·(|real|·(((|MachineFloat|)·$)·29))·(|rationalIfCan|·(((|Union|·(|Fraction|·(|Integer|))·"failed")·$)·NIL·(|has|·(|MachineFloat|)·(|IntegerNumberSystem|))))·(|rational?|·(((|Boolean|)·$)·NIL·(|has|·(|MachineFloat|)·(|IntegerNumberSystem|))))·(|rational|·(((|Fraction|·(|Integer|))·$)·NIL·(|has|·(|MachineFloat|)·(|IntegerNumberSystem|))))·(|rank|·(((|PositiveInteger|))·NIL))·(|random|·(($)·NIL·(|has|·(|MachineFloat|)·(|Finite|))))·(|quo|·(($·$·$)·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|))))·(|principalIdeal|·(((|Record|·(|:|·|coef|·(|List|·$))·(|:|·|generator|·$))·(|List|·$))·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|))))·(|primitiveElement|·(($)·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|))))·(|primitive?|·(((|Boolean|)·$)·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|))))·(|primeFrobenius|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|)))·(($·$·(|NonNegativeInteger|))·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|))))·(|prime?|·(((|Boolean|)·$)·NIL·(OR·(AND·(|has|·(|MachineFloat|)·(|EuclideanDomain|))·(|has|·(|MachineFloat|)·(|PolynomialFactorizationExplicit|)))·(|has|·(|MachineFloat|)·(|Field|)))))·(|polarCoordinates|·(((|Record|·(|:|·|r|·(|MachineFloat|))·(|:|·|phi|·(|MachineFloat|)))·$)·NIL·(AND·(|has|·(|MachineFloat|)·(|RealNumberSystem|))·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|)))))·(|pi|·(($)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|patternMatch|·(((|PatternMatchResult|·(|Float|)·$)·$·(|Pattern|·(|Float|))·(|PatternMatchResult|·(|Float|)·$))·NIL·(|has|·(|MachineFloat|)·(|PatternMatchable|·(|Float|))))·(((|PatternMatchResult|·(|Integer|)·$)·$·(|Pattern|·(|Integer|))·(|PatternMatchResult|·(|Integer|)·$))·NIL·(|has|·(|MachineFloat|)·(|PatternMatchable|·(|Integer|)))))·(|order|·(((|OnePointCompletion|·(|PositiveInteger|))·$)·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|)))·(((|PositiveInteger|)·$)·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|))))·(|one?|·(((|Boolean|)·$)·NIL))·(|nthRoot|·(($·$·(|Integer|))·NIL·(AND·(|has|·(|MachineFloat|)·(|RadicalCategory|))·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|)))))·(|norm|·(((|MachineFloat|)·$)·NIL))·(|nextItem|·(((|Union|·$·"failed")·$)·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|))))·(|multiEuclidean|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|))))·(|minimalPolynomial|·(((|SparseUnivariatePolynomial|·(|MachineFloat|))·$)·NIL·(|has|·(|MachineFloat|)·(|Field|))))·(|min|·(($·$·$)·NIL))·(|max|·(($·$·$)·NIL))·(|map|·(($·(|Mapping|·(|MachineFloat|)·(|MachineFloat|))·$)·NIL))·(|lookup|·(((|PositiveInteger|)·$)·NIL·(|has|·(|MachineFloat|)·(|Finite|))))·(|log|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|lift|·(((|SparseUnivariatePolynomial|·(|MachineFloat|))·$)·NIL))·(|lcmCoef|·(((|Record|·(|:|·|llcmres|·$)·(|:|·|coeff1|·$)·(|:|·|coeff2|·$))·$·$)·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|))))·(|lcm|·(($·(|List|·$))·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|)))·(($·$·$)·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|))))·(|latex|·(((|String|)·$)·NIL))·(|inv|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|Field|))))·(|init|·(($)·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|))·CONST))·(|index|·(($·(|PositiveInteger|))·NIL·(|has|·(|MachineFloat|)·(|Finite|))))·(|imaginary|·(($)·NIL))·(|imag|·(((|MachineFloat|)·$)·31))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|generator|·(($)·NIL))·(|gcdPolynomial|·(((|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$))·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|))))·(|gcd|·(($·(|List|·$))·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|)))·(($·$·$)·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|))))·(|factorsOfCyclicGroupSize|·(((|List|·(|Record|·(|:|·|factor|·(|Integer|))·(|:|·|exponent|·(|Integer|)))))·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|))))·(|factorSquareFreePolynomial|·(((|Factored|·(|SparseUnivariatePolynomial|·$))·(|SparseUnivariatePolynomial|·$))·NIL·(AND·(|has|·(|MachineFloat|)·(|EuclideanDomain|))·(|has|·(|MachineFloat|)·(|PolynomialFactorizationExplicit|)))))·(|factorPolynomial|·(((|Factored|·(|SparseUnivariatePolynomial|·$))·(|SparseUnivariatePolynomial|·$))·NIL·(AND·(|has|·(|MachineFloat|)·(|EuclideanDomain|))·(|has|·(|MachineFloat|)·(|PolynomialFactorizationExplicit|)))))·(|factor|·(((|Factored|·$)·$)·NIL·(OR·(AND·(|has|·(|MachineFloat|)·(|EuclideanDomain|))·(|has|·(|MachineFloat|)·(|PolynomialFactorizationExplicit|)))·(|has|·(|MachineFloat|)·(|Field|)))))·(|extendedEuclidean|·(((|Union|·(|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$))·"failed")·$·$·$)·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|)))·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|))))·(|exquo|·(((|Union|·$·"failed")·$·$)·NIL)·(((|Union|·$·"failed")·$·(|MachineFloat|))·NIL·(|has|·(|MachineFloat|)·(|IntegralDomain|))))·(|expressIdealMember|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|))))·(|exp|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|eval|·(($·$·(|Symbol|)·(|MachineFloat|))·NIL·(|has|·(|MachineFloat|)·(|InnerEvalable|·(|Symbol|)·(|MachineFloat|))))·(($·$·(|List|·(|Symbol|))·(|List|·(|MachineFloat|)))·NIL·(|has|·(|MachineFloat|)·(|InnerEvalable|·(|Symbol|)·(|MachineFloat|))))·(($·$·(|List|·(|Equation|·(|MachineFloat|))))·NIL·(|has|·(|MachineFloat|)·(|Evalable|·(|MachineFloat|))))·(($·$·(|Equation|·(|MachineFloat|)))·NIL·(|has|·(|MachineFloat|)·(|Evalable|·(|MachineFloat|))))·(($·$·(|MachineFloat|)·(|MachineFloat|))·NIL·(|has|·(|MachineFloat|)·(|Evalable|·(|MachineFloat|))))·(($·$·(|List|·(|MachineFloat|))·(|List|·(|MachineFloat|)))·NIL·(|has|·(|MachineFloat|)·(|Evalable|·(|MachineFloat|)))))·(|euclideanSize|·(((|NonNegativeInteger|)·$)·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|))))·(|enumerate|·(((|List|·$))·NIL·(|has|·(|MachineFloat|)·(|Finite|))))·(|elt|·(($·$·(|MachineFloat|))·NIL·(|has|·(|MachineFloat|)·(|Eltable|·(|MachineFloat|)·(|MachineFloat|)))))·(|divide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·NIL·(|has|·(|MachineFloat|)·(|EuclideanDomain|))))·(|discriminant|·(((|MachineFloat|))·NIL)·(((|MachineFloat|)·(|Vector|·$))·NIL))·(|discreteLog|·(((|Union|·(|NonNegativeInteger|)·"failed")·$·$)·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|)))·(((|NonNegativeInteger|)·$)·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|))))·(|differentiate|·(($·$·(|Mapping|·(|MachineFloat|)·(|MachineFloat|)))·NIL)·(($·$·(|Mapping|·(|MachineFloat|)·(|MachineFloat|))·(|NonNegativeInteger|))·NIL)·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|)))·NIL·(|has|·(|MachineFloat|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|Symbol|)·(|NonNegativeInteger|))·NIL·(|has|·(|MachineFloat|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|List|·(|Symbol|)))·NIL·(|has|·(|MachineFloat|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|Symbol|))·NIL·(|has|·(|MachineFloat|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|NonNegativeInteger|))·NIL·(|has|·(|MachineFloat|)·(|DifferentialRing|)))·(($·$)·NIL·(|has|·(|MachineFloat|)·(|DifferentialRing|))))·(|derivationCoordinates|·(((|Matrix|·(|MachineFloat|))·(|Vector|·$)·(|Mapping|·(|MachineFloat|)·(|MachineFloat|)))·NIL·(|has|·(|MachineFloat|)·(|Field|))))·(|definingPolynomial|·(((|SparseUnivariatePolynomial|·(|MachineFloat|)))·NIL))·(|csch|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|csc|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|createPrimitiveElement|·(($)·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|))))·(|coth|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|cot|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|cosh|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|cos|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|coordinates|·(((|Matrix|·(|MachineFloat|))·(|Vector|·$))·NIL)·(((|Vector|·(|MachineFloat|))·$)·NIL)·(((|Matrix|·(|MachineFloat|))·(|Vector|·$)·(|Vector|·$))·NIL)·(((|Vector|·(|MachineFloat|))·$·(|Vector|·$))·NIL))·(|convert|·(((|InputForm|)·$)·NIL·(|has|·(|MachineFloat|)·(|ConvertibleTo|·(|InputForm|))))·(((|Complex|·(|DoubleFloat|))·$)·NIL·(|has|·(|MachineFloat|)·(|RealConstant|)))·(((|Complex|·(|Float|))·$)·NIL·(|has|·(|MachineFloat|)·(|RealConstant|)))·(((|Pattern|·(|Float|))·$)·NIL·(|has|·(|MachineFloat|)·(|ConvertibleTo|·(|Pattern|·(|Float|)))))·(((|Pattern|·(|Integer|))·$)·NIL·(|has|·(|MachineFloat|)·(|ConvertibleTo|·(|Pattern|·(|Integer|)))))·(($·(|SparseUnivariatePolynomial|·(|MachineFloat|)))·NIL)·(((|SparseUnivariatePolynomial|·(|MachineFloat|))·$)·NIL)·(($·(|Vector|·(|MachineFloat|)))·NIL)·(((|Vector|·(|MachineFloat|))·$)·NIL))·(|conjugate|·(($·$)·NIL))·(|conditionP|·(((|Union|·(|Vector|·$)·"failed")·(|Matrix|·$))·NIL·(OR·(AND·(|has|·$·(|CharacteristicNonZero|))·(|has|·(|MachineFloat|)·(|EuclideanDomain|))·(|has|·(|MachineFloat|)·(|PolynomialFactorizationExplicit|)))·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|)))))·(|complex|·(($·(|MachineFloat|)·(|MachineFloat|))·12))·(|coerce|·(((|OutputForm|)·$)·NIL)·(($·(|Integer|))·NIL)·(($·$)·NIL)·(($·(|Integer|))·NIL)·(($·(|MachineFloat|))·NIL)·(($·(|Complex|·(|Float|)))·13)·(($·(|Complex|·(|Integer|)))·19)·(($·(|Complex|·(|MachineFloat|)))·28)·(($·(|Complex|·(|MachineInteger|)))·25)·(((|Complex|·(|Float|))·$)·33)·(($·(|Fraction|·(|Integer|)))·NIL·(OR·(|has|·(|MachineFloat|)·(|Field|))·(|has|·(|MachineFloat|)·(|RetractableTo|·(|Fraction|·(|Integer|)))))))·(|charthRoot|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|FiniteFieldCategory|)))·(((|Union|·$·"failed")·$)·NIL·(OR·(AND·(|has|·$·(|CharacteristicNonZero|))·(|has|·(|MachineFloat|)·(|EuclideanDomain|))·(|has|·(|MachineFloat|)·(|PolynomialFactorizationExplicit|)))·(|has|·(|MachineFloat|)·(|CharacteristicNonZero|)))))·(|characteristicPolynomial|·(((|SparseUnivariatePolynomial|·(|MachineFloat|))·$)·NIL))·(|characteristic|·(((|NonNegativeInteger|))·NIL))·(|basis|·(((|Vector|·$))·NIL))·(|atanh|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|atan|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|associates?|·(((|Boolean|)·$·$)·NIL))·(|asinh|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|asin|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|asech|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|asec|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|argument|·(((|MachineFloat|)·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|acsch|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|acsc|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|acoth|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|acot|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|acosh|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|acos|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(|abs|·(($·$)·NIL·(|has|·(|MachineFloat|)·(|RealNumberSystem|))))·(^·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL)·(($·$·(|Integer|))·NIL·(|has|·(|MachineFloat|)·(|Field|))))·(|Zero|·(($)·NIL·T·CONST))·(|One|·(($)·NIL·T·CONST))·(D·(($·$·(|Mapping|·(|MachineFloat|)·(|MachineFloat|)))·NIL)·(($·$·(|Mapping|·(|MachineFloat|)·(|MachineFloat|))·(|NonNegativeInteger|))·NIL)·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|)))·NIL·(|has|·(|MachineFloat|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|Symbol|)·(|NonNegativeInteger|))·NIL·(|has|·(|MachineFloat|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|List|·(|Symbol|)))·NIL·(|has|·(|MachineFloat|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|Symbol|))·NIL·(|has|·(|MachineFloat|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|NonNegativeInteger|))·NIL·(|has|·(|MachineFloat|)·(|DifferentialRing|)))·(($·$)·NIL·(|has|·(|MachineFloat|)·(|DifferentialRing|))))·(>=·(((|Boolean|)·$·$)·NIL))·(>·(((|Boolean|)·$·$)·NIL))·(=·(((|Boolean|)·$·$)·NIL))·(<=·(((|Boolean|)·$·$)·NIL))·(<·(((|Boolean|)·$·$)·NIL))·(/·(($·$·$)·NIL·(|has|·(|MachineFloat|)·(|Field|))))·(-·(($·$)·NIL)·(($·$·$)·NIL))·(+·(($·$·$)·NIL))·(**·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL)·(($·$·$)·NIL·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|)))·(($·$·(|Fraction|·(|Integer|)))·NIL·(AND·(|has|·(|MachineFloat|)·(|RadicalCategory|))·(|has|·(|MachineFloat|)·(|TranscendentalFunctionCategory|))))·(($·$·(|Integer|))·NIL·(|has|·(|MachineFloat|)·(|Field|))))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·NIL)·(($·$·$)·NIL)·(($·(|MachineFloat|)·$)·NIL)·(($·$·(|MachineFloat|))·NIL)·(($·(|Fraction|·(|Integer|))·$)·NIL·(|has|·(|MachineFloat|)·(|Field|)))·(($·$·(|Fraction|·(|Integer|)))·NIL·(|has|·(|MachineFloat|)·(|Field|)))))·
 36 (((|MachineComplex|)·(|Join|·(|FortranMachineTypeCategory|)·(|ComplexCategory|·(|MachineFloat|))·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·(|Complex|·(|Float|))))·(SIGNATURE·|coerce|·($·(|Complex|·(|Integer|))))·(SIGNATURE·|coerce|·($·(|Complex|·(|MachineFloat|))))·(SIGNATURE·|coerce|·($·(|Complex|·(|MachineInteger|))))·(SIGNATURE·|coerce|·((|Complex|·(|Float|))·$)))))·(T·|MachineComplex|))·
 37 ((|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Complex|·(|Float|)))·(|isDomain|·*1·(|MachineComplex|))))·(|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Complex|·(|Integer|)))·(|isDomain|·*1·(|MachineComplex|))))·(|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Complex|·(|MachineFloat|)))·(|isDomain|·*1·(|MachineComplex|))))·(|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Complex|·(|MachineInteger|)))·(|isDomain|·*1·(|MachineComplex|))))·(|coerce|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Complex|·(|Float|)))·(|isDomain|·*1·(|MachineComplex|)))))·
 38 (|Join|·(|FortranMachineTypeCategory|)·(|ComplexCategory|·(|MachineFloat|))·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·(|Complex|·(|Float|))))·(SIGNATURE·|coerce|·($·(|Complex|·(|Integer|))))·(SIGNATURE·|coerce|·($·(|Complex|·(|MachineFloat|))))·(SIGNATURE·|coerce|·($·(|Complex|·(|MachineInteger|))))·(SIGNATURE·|coerce|·((|Complex|·(|Float|))·$))))·
 39 ((|integrate|·(((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Fraction|·(|Polynomial|·|#1|))))·(|String|))·44)·(((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Fraction|·(|Polynomial|·|#1|)))))·41)·(((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|String|))·45)·(((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Expression|·|#1|))))·17)))·
 40 (((|RationalFunctionDefiniteIntegration|·|#1|)·(CATEGORY·|package|·(SIGNATURE·|integrate|·((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Expression|·|#1|)))))·(SIGNATURE·|integrate|·((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|String|)))·(SIGNATURE·|integrate|·((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Fraction|·(|Polynomial|·|#1|))))))·(SIGNATURE·|integrate|·((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Fraction|·(|Polynomial|·|#1|))))·(|String|))))·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(T·|RationalFunctionDefiniteIntegration|))·
 41 ((|integrate|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*4·(|SegmentBinding|·(|OrderedCompletion|·(|Fraction|·(|Polynomial|·*6)))))·(|isDomain|·*5·(|String|))·(|isDomain|·*3·(|Fraction|·(|Polynomial|·*6)))·(|ofCategory|·*6·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·*6)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·*6))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole")))·(|isDomain|·*1·(|RationalFunctionDefiniteIntegration|·*6))))·(|integrate|·(*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|SegmentBinding|·(|OrderedCompletion|·(|Fraction|·(|Polynomial|·*5)))))·(|isDomain|·*3·(|Fraction|·(|Polynomial|·*5)))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·*5)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·*5))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole")))·(|isDomain|·*1·(|RationalFunctionDefiniteIntegration|·*5))))·(|integrate|·(*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Fraction|·(|Polynomial|·*6)))·(|isDomain|·*4·(|SegmentBinding|·(|OrderedCompletion|·(|Expression|·*6))))·(|isDomain|·*5·(|String|))·(|ofCategory|·*6·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·*6)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·*6))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole")))·(|isDomain|·*1·(|RationalFunctionDefiniteIntegration|·*6))))·(|integrate|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Fraction|·(|Polynomial|·*5)))·(|isDomain|·*4·(|SegmentBinding|·(|OrderedCompletion|·(|Expression|·*5))))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·*5)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·*5))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole")))·(|isDomain|·*1·(|RationalFunctionDefiniteIntegration|·*5)))))·
 42 (CATEGORY·|package|·(SIGNATURE·|integrate|·((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Expression|·|#1|)))))·(SIGNATURE·|integrate|·((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|String|)))·(SIGNATURE·|integrate|·((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Fraction|·(|Polynomial|·|#1|))))))·(SIGNATURE·|integrate|·((|Union|·(|:|·|f1|·(|OrderedCompletion|·(|Expression|·|#1|)))·(|:|·|f2|·(|List|·(|OrderedCompletion|·(|Expression|·|#1|))))·(|:|·|fail|·"failed")·(|:|·|pole|·"potentialPole"))·(|Fraction|·(|Polynomial|·|#1|))·(|SegmentBinding|·(|OrderedCompletion|·(|Fraction|·(|Polynomial|·|#1|))))·(|String|))))·
 43 ((~=·(((|Boolean|)·$·$)·NIL))·(|retract|·(((|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))))·$)·15))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|coerce|·(((|OutputForm|)·$)·14)·(($·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·8)·(($·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·10)·(($·(|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))))·12))·(=·(((|Boolean|)·$·$)·NIL)))·
 44 (((|NumericalIntegrationProblem|)·(|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))))·(SIGNATURE·|coerce|·($·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))))·(SIGNATURE·|coerce|·($·(|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))))))·(SIGNATURE·|coerce|·((|OutputForm|)·$))·(SIGNATURE·|retract|·((|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))))·$)))))·(T·|NumericalIntegrationProblem|))·
 45 ((|coerce|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|NumericalIntegrationProblem|))))·(|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*1·(|NumericalIntegrationProblem|))))·(|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*1·(|NumericalIntegrationProblem|))))·(|coerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))))·(|isDomain|·*1·(|NumericalIntegrationProblem|))))·(|retract|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))))·(|isDomain|·*1·(|NumericalIntegrationProblem|)))))·
 46 (|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·|coerce|·($·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))))·(SIGNATURE·|coerce|·($·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))))·(SIGNATURE·|coerce|·($·(|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))))))·(SIGNATURE·|coerce|·((|OutputForm|)·$))·(SIGNATURE·|retract|·((|Union|·(|:|·|nia|·(|Record|·(|:|·|var|·(|Symbol|))·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|:|·|mdnia|·(|Record|·(|:|·|fn|·(|Expression|·(|DoubleFloat|)))·(|:|·|range|·(|List|·(|Segment|·(|OrderedCompletion|·(|DoubleFloat|)))))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|)))))·$))))·
 47 ((|in?|·(((|Boolean|)·(|DoubleFloat|))·10)))·
 48 (((|ExpertSystemContinuityPackage1|·|#1|·|#2|)·(CATEGORY·|package|·(SIGNATURE·|in?|·((|Boolean|)·(|DoubleFloat|))))·(|DoubleFloat|)·(|DoubleFloat|))·(T·|ExpertSystemContinuityPackage1|))·
 49 ((|in?|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ExpertSystemContinuityPackage1|·*4·*5))·(|ofType|·*4·*3)·(|ofType|·*5·*3))))·
 50 (CATEGORY·|package|·(SIGNATURE·|in?|·((|Boolean|)·(|DoubleFloat|))))·
 51 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·NIL))·(|sup|·(($·$·$)·6))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·10))·(|shift|·(($·$·(|Integer|))·7))·(|sample|·(($)·NIL·T·CONST))·(|rem|·(($·$·$)·NIL))·(|recip|·(((|Union|·$·"failed")·$)·NIL))·(|random|·(($·$)·NIL))·(|quo|·(($·$·$)·NIL))·(|qcoerce|·(($·(|Integer|))·8))·(|one?|·(((|Boolean|)·$)·NIL))·(|min|·(($·$·$)·NIL))·(|max|·(($·$·$)·NIL))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|gcd|·(($·$·$)·11))·(|exquo|·(((|Union|·$·"failed")·$·$)·NIL))·(|divide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·NIL))·(|coerce|·(((|OutputForm|)·$)·NIL))·(^·(($·$·(|NonNegativeInteger|))·NIL)·(($·$·(|PositiveInteger|))·NIL))·(|Zero|·(($)·NIL·T·CONST))·(|One|·(($)·NIL·T·CONST))·(>=·(((|Boolean|)·$·$)·NIL))·(>·(((|Boolean|)·$·$)·NIL))·(=·(((|Boolean|)·$·$)·NIL))·(<=·(((|Boolean|)·$·$)·NIL))·(<·(((|Boolean|)·$·$)·NIL))·(+·(($·$·$)·NIL))·(**·(($·$·(|NonNegativeInteger|))·NIL)·(($·$·(|PositiveInteger|))·NIL))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·$·$)·NIL)))·
 52 (((|NonNegativeInteger|)·(|Join|·(|OrderedAbelianMonoidSup|)·(|Monoid|)·(CATEGORY·|domain|·(SIGNATURE·|quo|·($·$·$))·(SIGNATURE·|rem|·($·$·$))·(SIGNATURE·|gcd|·($·$·$))·(SIGNATURE·|divide|·((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$))·(SIGNATURE·|exquo|·((|Union|·$·"failed")·$·$))·(SIGNATURE·|shift|·($·$·(|Integer|)))·(SIGNATURE·|random|·($·$))·(SIGNATURE·|qcoerce|·($·(|Integer|))))))·(T·|NonNegativeInteger|))·
 53 ((|quo|·(*1·*1·*1·*1)·(|isDomain|·*1·(|NonNegativeInteger|)))·(|rem|·(*1·*1·*1·*1)·(|isDomain|·*1·(|NonNegativeInteger|)))·(|gcd|·(*1·*1·*1·*1)·(|isDomain|·*1·(|NonNegativeInteger|)))·(|divide|·(*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Record|·(|:|·|quotient|·(|NonNegativeInteger|))·(|:|·|remainder|·(|NonNegativeInteger|))))·(|isDomain|·*1·(|NonNegativeInteger|))))·(|exquo|·(*1·*1·*1·*1)·(|partial|·|isDomain|·*1·(|NonNegativeInteger|)))·(|shift|·(*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|NonNegativeInteger|))))·(|random|·(*1·*1·*1)·(|isDomain|·*1·(|NonNegativeInteger|)))·(|qcoerce|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|NonNegativeInteger|)))))·
 54 (|Join|·(|OrderedAbelianMonoidSup|)·(|Monoid|)·(CATEGORY·|domain|·(SIGNATURE·|quo|·($·$·$))·(SIGNATURE·|rem|·($·$·$))·(SIGNATURE·|gcd|·($·$·$))·(SIGNATURE·|divide|·((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$))·(SIGNATURE·|exquo|·((|Union|·$·"failed")·$·$))·(SIGNATURE·|shift|·($·$·(|Integer|)))·(SIGNATURE·|random|·($·$))·(SIGNATURE·|qcoerce|·($·(|Integer|)))))·
 55 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·NIL))·(|wholePart|·(((|Integer|)·$)·NIL·(|has|·(|Integer|)·(|EuclideanDomain|))))·(|unitNormal|·(((|Record|·(|:|·|unit|·$)·(|:|·|canonical|·$)·(|:|·|associate|·$))·$)·NIL))·(|unitCanonical|·(($·$)·NIL))·(|unit?|·(((|Boolean|)·$)·NIL))·(|toint|·(((|Integer|)·(|String|))·19))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|squareFreePolynomial|·(((|Factored|·(|SparseUnivariatePolynomial|·$))·(|SparseUnivariatePolynomial|·$))·NIL·(|has|·(|Integer|)·(|PolynomialFactorizationExplicit|))))·(|squareFreePart|·(($·$)·NIL))·(|squareFree|·(((|Factored|·$)·$)·NIL))·(|solveLinearPolynomialEquation|·(((|Union|·(|List|·(|SparseUnivariatePolynomial|·$))·"failed")·(|List|·(|SparseUnivariatePolynomial|·$))·(|SparseUnivariatePolynomial|·$))·NIL·(|has|·(|Integer|)·(|PolynomialFactorizationExplicit|))))·(|sizeLess?|·(((|Boolean|)·$·$)·NIL))·(|sign|·(((|Integer|)·$)·NIL·(|has|·(|Integer|)·(|OrderedIntegralDomain|))))·(|sample|·(($)·NIL·T·CONST))·(|retractIfCan|·(((|Union|·(|Integer|)·"failed")·$)·NIL)·(((|Union|·(|Symbol|)·"failed")·$)·NIL·(|has|·(|Integer|)·(|RetractableTo|·(|Symbol|))))·(((|Union|·(|Fraction|·(|Integer|))·"failed")·$)·NIL·(|has|·(|Integer|)·(|RetractableTo|·(|Integer|))))·(((|Union|·(|Integer|)·"failed")·$)·NIL·(|has|·(|Integer|)·(|RetractableTo|·(|Integer|)))))·(|retract|·(((|Integer|)·$)·NIL)·(((|Symbol|)·$)·NIL·(|has|·(|Integer|)·(|RetractableTo|·(|Symbol|))))·(((|Fraction|·(|Integer|))·$)·NIL·(|has|·(|Integer|)·(|RetractableTo|·(|Integer|))))·(((|Integer|)·$)·NIL·(|has|·(|Integer|)·(|RetractableTo|·(|Integer|)))))·(|rem|·(($·$·$)·NIL))·(|reducedSystem|·(((|Matrix|·(|Integer|))·(|Matrix|·$))·NIL·(|has|·(|Integer|)·(|LinearlyExplicitRingOver|·(|Integer|))))·(((|Record|·(|:|·|mat|·(|Matrix|·(|Integer|)))·(|:|·|vec|·(|Vector|·(|Integer|))))·(|Matrix|·$)·(|Vector|·$))·NIL·(|has|·(|Integer|)·(|LinearlyExplicitRingOver|·(|Integer|))))·(((|Record|·(|:|·|mat|·(|Matrix|·(|Integer|)))·(|:|·|vec|·(|Vector|·(|Integer|))))·(|Matrix|·$)·(|Vector|·$))·NIL)·(((|Matrix|·(|Integer|))·(|Matrix|·$))·NIL))·(|recip|·(((|Union|·$·"failed")·$)·NIL))·(|random|·(($)·NIL·(|has|·(|Integer|)·(|IntegerNumberSystem|))))·(|quo|·(($·$·$)·NIL))·(|principalIdeal|·(((|Record|·(|:|·|coef|·(|List|·$))·(|:|·|generator|·$))·(|List|·$))·NIL))·(|prime?|·(((|Boolean|)·$)·NIL))·(|positive?|·(((|Boolean|)·$)·NIL·(|has|·(|Integer|)·(|OrderedIntegralDomain|))))·(|patternMatch|·(((|PatternMatchResult|·(|Integer|)·$)·$·(|Pattern|·(|Integer|))·(|PatternMatchResult|·(|Integer|)·$))·NIL·(|has|·(|Integer|)·(|PatternMatchable|·(|Integer|))))·(((|PatternMatchResult|·(|Float|)·$)·$·(|Pattern|·(|Float|))·(|PatternMatchResult|·(|Float|)·$))·NIL·(|has|·(|Integer|)·(|PatternMatchable|·(|Float|)))))·(|one?|·(((|Boolean|)·$)·NIL))·(|numerator|·(($·$)·NIL))·(|numer|·(((|Integer|)·$)·NIL))·(|nextItem|·(((|Union|·$·"failed")·$)·NIL·(|has|·(|Integer|)·(|StepThrough|))))·(|negative?|·(((|Boolean|)·$)·NIL·(|has|·(|Integer|)·(|OrderedIntegralDomain|))))·(|multiEuclidean|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·NIL))·(|min|·(($·$·$)·NIL·(|has|·(|Integer|)·(|OrderedSet|))))·(|max|·(($·$·$)·NIL·(|has|·(|Integer|)·(|OrderedSet|))))·(|map|·(($·(|Mapping|·(|Integer|)·(|Integer|))·$)·NIL))·(|lcmCoef|·(((|Record|·(|:|·|llcmres|·$)·(|:|·|coeff1|·$)·(|:|·|coeff2|·$))·$·$)·NIL))·(|lcm|·(($·$·$)·NIL)·(($·(|List|·$))·NIL))·(|latex|·(((|String|)·$)·NIL))·(|inv|·(($·$)·NIL))·(|init|·(($)·NIL·(|has|·(|Integer|)·(|StepThrough|))·CONST))·(|hex|·(($·(|Fraction|·(|Integer|)))·8))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|gcdPolynomial|·(((|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$)·(|SparseUnivariatePolynomial|·$))·NIL))·(|gcd|·(($·$·$)·NIL)·(($·(|List|·$))·NIL))·(|fractionPart|·(($·$)·NIL·(|has|·(|Integer|)·(|EuclideanDomain|)))·(((|Fraction|·(|Integer|))·$)·NIL))·(|floor|·(((|Integer|)·$)·NIL·(|has|·(|Integer|)·(|IntegerNumberSystem|))))·(|factorSquareFreePolynomial|·(((|Factored|·(|SparseUnivariatePolynomial|·$))·(|SparseUnivariatePolynomial|·$))·NIL·(|has|·(|Integer|)·(|PolynomialFactorizationExplicit|))))·(|factorPolynomial|·(((|Factored|·(|SparseUnivariatePolynomial|·$))·(|SparseUnivariatePolynomial|·$))·NIL·(|has|·(|Integer|)·(|PolynomialFactorizationExplicit|))))·(|factor|·(((|Factored|·$)·$)·NIL))·(|extendedEuclidean|·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·NIL)·(((|Union|·(|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$))·"failed")·$·$·$)·NIL))·(|exquo|·(((|Union|·$·"failed")·$·$)·NIL))·(|expressIdealMember|·(((|Union|·(|List|·$)·"failed")·(|List|·$)·$)·NIL))·(|eval|·(($·$·(|List|·(|Integer|))·(|List|·(|Integer|)))·NIL·(|has|·(|Integer|)·(|Evalable|·(|Integer|))))·(($·$·(|Integer|)·(|Integer|))·NIL·(|has|·(|Integer|)·(|Evalable|·(|Integer|))))·(($·$·(|Equation|·(|Integer|)))·NIL·(|has|·(|Integer|)·(|Evalable|·(|Integer|))))·(($·$·(|List|·(|Equation|·(|Integer|))))·NIL·(|has|·(|Integer|)·(|Evalable|·(|Integer|))))·(($·$·(|List|·(|Symbol|))·(|List|·(|Integer|)))·NIL·(|has|·(|Integer|)·(|InnerEvalable|·(|Symbol|)·(|Integer|))))·(($·$·(|Symbol|)·(|Integer|))·NIL·(|has|·(|Integer|)·(|InnerEvalable|·(|Symbol|)·(|Integer|)))))·(|euclideanSize|·(((|NonNegativeInteger|)·$)·NIL))·(|elt|·(($·$·(|Integer|))·NIL·(|has|·(|Integer|)·(|Eltable|·(|Integer|)·(|Integer|)))))·(|divide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·NIL))·(|differentiate|·(($·$)·NIL·(|has|·(|Integer|)·(|DifferentialRing|)))·(($·$·(|NonNegativeInteger|))·NIL·(|has|·(|Integer|)·(|DifferentialRing|)))·(($·$·(|Symbol|))·NIL·(|has|·(|Integer|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|List|·(|Symbol|)))·NIL·(|has|·(|Integer|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|Symbol|)·(|NonNegativeInteger|))·NIL·(|has|·(|Integer|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|)))·NIL·(|has|·(|Integer|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|Mapping|·(|Integer|)·(|Integer|))·(|NonNegativeInteger|))·NIL)·(($·$·(|Mapping|·(|Integer|)·(|Integer|)))·NIL))·(|denominator|·(($·$)·NIL))·(|denom|·(((|Integer|)·$)·NIL))·(|convert|·(((|Pattern|·(|Integer|))·$)·NIL·(|has|·(|Integer|)·(|ConvertibleTo|·(|Pattern|·(|Integer|)))))·(((|Pattern|·(|Float|))·$)·NIL·(|has|·(|Integer|)·(|ConvertibleTo|·(|Pattern|·(|Float|)))))·(((|InputForm|)·$)·NIL·(|has|·(|Integer|)·(|ConvertibleTo|·(|InputForm|))))·(((|Float|)·$)·NIL·(|has|·(|Integer|)·(|RealConstant|)))·(((|DoubleFloat|)·$)·NIL·(|has|·(|Integer|)·(|RealConstant|))))·(|conditionP|·(((|Union|·(|Vector|·$)·"failed")·(|Matrix|·$))·NIL·(AND·(|has|·$·(|CharacteristicNonZero|))·(|has|·(|Integer|)·(|PolynomialFactorizationExplicit|)))))·(|coerce|·(((|OutputForm|)·$)·NIL)·(($·(|Integer|))·NIL)·(($·$)·NIL)·(($·(|Fraction|·(|Integer|)))·7)·(($·(|Integer|))·NIL)·(($·(|Symbol|))·NIL·(|has|·(|Integer|)·(|RetractableTo|·(|Symbol|))))·(((|Fraction|·(|Integer|))·$)·NIL)·(((|RadixExpansion|·16)·$)·9))·(|charthRoot|·(((|Union|·$·"failed")·$)·NIL·(OR·(AND·(|has|·$·(|CharacteristicNonZero|))·(|has|·(|Integer|)·(|PolynomialFactorizationExplicit|)))·(|has|·(|Integer|)·(|CharacteristicNonZero|)))))·(|characteristic|·(((|NonNegativeInteger|))·NIL))·(|ceiling|·(((|Integer|)·$)·NIL·(|has|·(|Integer|)·(|IntegerNumberSystem|))))·(|associates?|·(((|Boolean|)·$·$)·NIL))·(|abs|·(($·$)·NIL·(|has|·(|Integer|)·(|OrderedIntegralDomain|))))·(^·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL)·(($·$·(|Integer|))·NIL))·(|Zero|·(($)·NIL·T·CONST))·(|One|·(($)·NIL·T·CONST))·(D·(($·$)·NIL·(|has|·(|Integer|)·(|DifferentialRing|)))·(($·$·(|NonNegativeInteger|))·NIL·(|has|·(|Integer|)·(|DifferentialRing|)))·(($·$·(|Symbol|))·NIL·(|has|·(|Integer|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|List|·(|Symbol|)))·NIL·(|has|·(|Integer|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|Symbol|)·(|NonNegativeInteger|))·NIL·(|has|·(|Integer|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|List|·(|Symbol|))·(|List|·(|NonNegativeInteger|)))·NIL·(|has|·(|Integer|)·(|PartialDifferentialRing|·(|Symbol|))))·(($·$·(|Mapping|·(|Integer|)·(|Integer|))·(|NonNegativeInteger|))·NIL)·(($·$·(|Mapping|·(|Integer|)·(|Integer|)))·NIL))·(>=·(((|Boolean|)·$·$)·NIL·(|has|·(|Integer|)·(|OrderedSet|))))·(>·(((|Boolean|)·$·$)·NIL·(|has|·(|Integer|)·(|OrderedSet|))))·(=·(((|Boolean|)·$·$)·NIL))·(<=·(((|Boolean|)·$·$)·NIL·(|has|·(|Integer|)·(|OrderedSet|))))·(<·(((|Boolean|)·$·$)·NIL·(|has|·(|Integer|)·(|OrderedSet|))))·(/·(($·$·$)·NIL)·(($·(|Integer|)·(|Integer|))·NIL))·(-·(($·$)·NIL)·(($·$·$)·NIL))·(+·(($·$·$)·NIL))·(**·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL)·(($·$·(|Integer|))·NIL))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·NIL)·(($·$·$)·NIL)·(($·$·(|Fraction|·(|Integer|)))·NIL)·(($·(|Fraction|·(|Integer|))·$)·NIL)·(($·(|Integer|)·$)·NIL)·(($·$·(|Integer|))·NIL)))·
 56 (((|HexadecimalExpansion|)·(|Join|·(|QuotientFieldCategory|·(|Integer|))·(CATEGORY·|domain|·(SIGNATURE·|coerce|·((|Fraction|·(|Integer|))·$))·(SIGNATURE·|coerce|·((|RadixExpansion|·16)·$))·(SIGNATURE·|fractionPart|·((|Fraction|·(|Integer|))·$))·(SIGNATURE·|hex|·($·(|Fraction|·(|Integer|))))·(SIGNATURE·|toint|·((|Integer|)·(|String|))))))·(T·|HexadecimalExpansion|))·
 57 ((|coerce|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|HexadecimalExpansion|))))·(|coerce|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|RadixExpansion|·16))·(|isDomain|·*1·(|HexadecimalExpansion|))))·(|fractionPart|·(*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|HexadecimalExpansion|))))·(|hex|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|HexadecimalExpansion|))))·(|toint|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|String|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|HexadecimalExpansion|)))))·
 58 (|Join|·(|QuotientFieldCategory|·(|Integer|))·(CATEGORY·|domain|·(SIGNATURE·|coerce|·((|Fraction|·(|Integer|))·$))·(SIGNATURE·|coerce|·((|RadixExpansion|·16)·$))·(SIGNATURE·|fractionPart|·((|Fraction|·(|Integer|))·$))·(SIGNATURE·|hex|·($·(|Fraction|·(|Integer|))))·(SIGNATURE·|toint|·((|Integer|)·(|String|)))))·
 59 ((|f02xef|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|Complex|·(|DoubleFloat|)))·(|Matrix|·(|Complex|·(|DoubleFloat|)))·(|Integer|))·64))·(|f02wef|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·60))·(|f02fjf|·(((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp27|·DOT)))·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp28|·IMAGE)))·(|FileName|))·56)·(((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp27|·DOT)))·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp28|·IMAGE))))·55))·(|f02bjf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·37))·(|f02bbf|·(((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|))·33))·(|f02axf|·(((|Result|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|))·29))·(|f02awf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·28))·(|f02akf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·27))·(|f02ajf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·26))·(|f02agf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|))·25))·(|f02aff|·(((|Result|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|))·24))·(|f02aef|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·23))·(|f02adf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|))·22))·(|f02abf|·(((|Result|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|))·21))·(|f02aaf|·(((|Result|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|))·20)))·
 60 (((|NagEigenPackage|)·(CATEGORY·|package|·(SIGNATURE·|f02aaf|·((|Result|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02abf|·((|Result|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)))·(SIGNATURE·|f02adf|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02aef|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02aff|·((|Result|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02agf|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02ajf|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02akf|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02awf|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02axf|·((|Result|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)))·(SIGNATURE·|f02bbf|·((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02bjf|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02fjf|·((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp27|·DOT)))·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp28|·IMAGE)))))·(SIGNATURE·|f02fjf|·((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp27|·DOT)))·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp28|·IMAGE)))·(|FileName|)))·(SIGNATURE·|f02wef|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02xef|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|Complex|·(|DoubleFloat|)))·(|Matrix|·(|Complex|·(|DoubleFloat|)))·(|Integer|)))))·(T·|NagEigenPackage|))·
 61 ((|f02xef|·(*1·*2·*3·*3·*3·*3·*3·*4·*3·*4·*3·*5·*5·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Boolean|))·(|isDomain|·*5·(|Matrix|·(|Complex|·(|DoubleFloat|))))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02wef|·(*1·*2·*3·*3·*3·*3·*3·*4·*3·*4·*3·*5·*5·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Boolean|))·(|isDomain|·*5·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02fjf|·(*1·*2·*3·*3·*4·*3·*3·*3·*3·*3·*3·*3·*5·*3·*6·*7·*8)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*5·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*6·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp27|·DOT))))·(|isDomain|·*7·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp28|·IMAGE))))·(|isDomain|·*8·(|FileName|))·(|isDomain|·*4·(|DoubleFloat|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02fjf|·(*1·*2·*3·*3·*4·*3·*3·*3·*3·*3·*3·*3·*5·*3·*6·*7)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*5·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*6·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp27|·DOT))))·(|isDomain|·*7·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp28|·IMAGE))))·(|isDomain|·*4·(|DoubleFloat|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02bjf|·(*1·*2·*3·*3·*3·*4·*5·*3·*6·*6·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*5·(|Boolean|))·(|isDomain|·*6·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*4·(|DoubleFloat|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02bbf|·(*1·*2·*3·*3·*4·*4·*3·*3·*5·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*5·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*4·(|DoubleFloat|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02axf|·(*1·*2·*3·*4·*3·*4·*4·*4·*4·*4)·(AND·(|isDomain|·*3·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02awf|·(*1·*2·*3·*3·*3·*4·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02akf|·(*1·*2·*3·*3·*3·*3·*3·*4·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02ajf|·(*1·*2·*3·*3·*3·*4·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02agf|·(*1·*2·*3·*3·*3·*3·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02aff|·(*1·*2·*3·*3·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02aef|·(*1·*2·*3·*3·*3·*3·*4·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02adf|·(*1·*2·*3·*3·*3·*4·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02abf|·(*1·*2·*3·*4·*4·*4·*4)·(AND·(|isDomain|·*3·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|))))·(|f02aaf|·(*1·*2·*3·*3·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|)))))·
 62 (CATEGORY·|package|·(SIGNATURE·|f02aaf|·((|Result|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02abf|·((|Result|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)))·(SIGNATURE·|f02adf|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02aef|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02aff|·((|Result|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02agf|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02ajf|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02akf|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02awf|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02axf|·((|Result|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)))·(SIGNATURE·|f02bbf|·((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02bjf|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02fjf|·((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp27|·DOT)))·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp28|·IMAGE)))))·(SIGNATURE·|f02fjf|·((|Result|)·(|Integer|)·(|Integer|)·(|DoubleFloat|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Integer|)·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp27|·DOT)))·(|Union|·(|:|·|fn|·(|FileName|))·(|:|·|fp|·(|Asp28|·IMAGE)))·(|FileName|)))·(SIGNATURE·|f02wef|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|DoubleFloat|))·(|Matrix|·(|DoubleFloat|))·(|Integer|)))·(SIGNATURE·|f02xef|·((|Result|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Boolean|)·(|Integer|)·(|Matrix|·(|Complex|·(|DoubleFloat|)))·(|Matrix|·(|Complex|·(|DoubleFloat|)))·(|Integer|))))·
 63 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·NIL))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|sample|·(($)·NIL·T·CONST))·(|rightRemainder|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|rightQuotient|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|rightLcm|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|rightGcd|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|rightExtendedGcd|·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|rightExactQuotient|·(((|Union|·$·"failed")·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|rightDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·25·(|has|·|#1|·(|Field|))))·(|retractIfCan|·(((|Union|·(|Integer|)·"failed")·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Integer|))))·(((|Union|·(|Fraction|·(|Integer|))·"failed")·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(((|Union|·|#1|·"failed")·$)·NIL))·(|retract|·(((|Integer|)·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Integer|))))·(((|Fraction|·(|Integer|))·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·((|#1|·$)·NIL))·(|reductum|·(($·$)·NIL))·(|recip|·(((|Union|·$·"failed")·$)·NIL))·(|primitivePart|·(($·$)·NIL·(|has|·|#1|·(|GcdDomain|))))·(|outputForm|·(((|OutputForm|)·$·(|OutputForm|))·NIL))·(|one?|·(((|Boolean|)·$)·NIL))·(|monomial|·(($·|#1|·(|NonNegativeInteger|))·NIL))·(|monicRightDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·21·(|has|·|#1|·(|IntegralDomain|))))·(|monicLeftDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·19·(|has|·|#1|·(|IntegralDomain|))))·(|minimumDegree|·(((|NonNegativeInteger|)·$)·NIL))·(|leftRemainder|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|leftQuotient|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|leftLcm|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|leftGcd|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|leftExtendedGcd|·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|leftExactQuotient|·(((|Union|·$·"failed")·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|leftDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·23·(|has|·|#1|·(|Field|))))·(|leadingCoefficient|·((|#1|·$)·NIL))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|exquo|·(((|Union|·$·"failed")·$·|#1|)·NIL·(|has|·|#1|·(|IntegralDomain|))))·(|degree|·(((|NonNegativeInteger|)·$)·NIL))·(|content|·((|#1|·$)·NIL·(|has|·|#1|·(|GcdDomain|))))·(|coerce|·(((|OutputForm|)·$)·NIL)·(($·(|Integer|))·NIL)·(($·(|Fraction|·(|Integer|)))·NIL·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(($·|#1|)·NIL))·(|coefficients|·(((|List|·|#1|)·$)·NIL))·(|coefficient|·((|#1|·$·(|NonNegativeInteger|))·NIL))·(|characteristic|·(((|NonNegativeInteger|))·NIL))·(|apply|·((|#1|·$·|#1|·|#1|)·15))·(^·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(|Zero|·(($)·NIL·T·CONST))·(|One|·(($)·NIL·T·CONST))·(=·(((|Boolean|)·$·$)·NIL))·(-·(($·$)·NIL)·(($·$·$)·NIL))·(+·(($·$·$)·NIL))·(**·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·NIL)·(($·$·$)·13)·(($·$·|#1|)·NIL)·(($·|#1|·$)·NIL)))·
 64 (((|SparseUnivariateSkewPolynomial|·|#1|·|#2|·|#3|)·(|Join|·(|UnivariateSkewPolynomialCategory|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·|outputForm|·((|OutputForm|)·$·(|OutputForm|)))))·(|Ring|)·(|Automorphism|·|#1|)·(|Mapping|·|#1|·|#1|))·(T·|SparseUnivariateSkewPolynomial|))·
 65 ((|outputForm|·(*1·*2·*1·*2)·(AND·(|isDomain|·*2·(|OutputForm|))·(|isDomain|·*1·(|SparseUnivariateSkewPolynomial|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofType|·*4·(|Automorphism|·*3))·(|ofType|·*5·(|Mapping|·*3·*3)))))·
 66 (|Join|·(|UnivariateSkewPolynomialCategory|·|#1|)·(CATEGORY·|domain|·(SIGNATURE·|outputForm|·((|OutputForm|)·$·(|OutputForm|)))))·
 67 ((|union|·(($·$·$)·NIL)·(($·$·|#2|)·13)·(($·|#2|·$)·14))·(|symmetricDifference|·(($·$·$)·10))·(|difference|·(($·$·$)·NIL)·(($·$·|#2|)·15)))·
 68 (((|SetAggregate&|·|#1|·|#2|)·(CATEGORY·|domain|·(SIGNATURE·|union|·(|#1|·|#2|·|#1|))·(SIGNATURE·|union|·(|#1|·|#1|·|#2|))·(SIGNATURE·|union|·(|#1|·|#1|·|#1|))·(SIGNATURE·|symmetricDifference|·(|#1|·|#1|·|#1|))·(SIGNATURE·|difference|·(|#1|·|#1|·|#2|))·(SIGNATURE·|difference|·(|#1|·|#1|·|#1|)))·(|SetAggregate|·|#2|)·(|SetCategory|))·(T·|SetAggregate&|))·
 69 NIL·
 70 (CATEGORY·|domain|·(SIGNATURE·|union|·(|#1|·|#2|·|#1|))·(SIGNATURE·|union|·(|#1|·|#1|·|#2|))·(SIGNATURE·|union|·(|#1|·|#1|·|#1|))·(SIGNATURE·|symmetricDifference|·(|#1|·|#1|·|#1|))·(SIGNATURE·|difference|·(|#1|·|#1|·|#2|))·(SIGNATURE·|difference|·(|#1|·|#1|·|#1|)))·
 71 ((|graphCurves|·(((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|List|·(|DrawOption|)))·17)·(((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·16)·(((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|Palette|)·(|Palette|)·(|PositiveInteger|)·(|List|·(|DrawOption|)))·15))·(|drawCurves|·(((|TwoDimensionalViewport|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|List|·(|DrawOption|)))·23)·(((|TwoDimensionalViewport|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|Palette|)·(|Palette|)·(|PositiveInteger|)·(|List|·(|DrawOption|)))·22))·(|coerce|·(((|TwoDimensionalViewport|)·(|GraphImage|))·34)))·
 72 (((|ViewportPackage|)·(CATEGORY·|package|·(SIGNATURE·|graphCurves|·((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|Palette|)·(|Palette|)·(|PositiveInteger|)·(|List|·(|DrawOption|))))·(SIGNATURE·|graphCurves|·((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))))·(SIGNATURE·|graphCurves|·((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|List|·(|DrawOption|))))·(SIGNATURE·|drawCurves|·((|TwoDimensionalViewport|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|Palette|)·(|Palette|)·(|PositiveInteger|)·(|List|·(|DrawOption|))))·(SIGNATURE·|drawCurves|·((|TwoDimensionalViewport|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|List|·(|DrawOption|))))·(SIGNATURE·|coerce|·((|TwoDimensionalViewport|)·(|GraphImage|)))))·(T·|ViewportPackage|))·
 73 ((|coerce|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|GraphImage|))·(|isDomain|·*2·(|TwoDimensionalViewport|))·(|isDomain|·*1·(|ViewportPackage|))))·(|drawCurves|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|isDomain|·*4·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|TwoDimensionalViewport|))·(|isDomain|·*1·(|ViewportPackage|))))·(|drawCurves|·(*1·*2·*3·*4·*4·*5·*6)·(AND·(|isDomain|·*3·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|isDomain|·*4·(|Palette|))·(|isDomain|·*5·(|PositiveInteger|))·(|isDomain|·*6·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|TwoDimensionalViewport|))·(|isDomain|·*1·(|ViewportPackage|))))·(|graphCurves|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|isDomain|·*4·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|GraphImage|))·(|isDomain|·*1·(|ViewportPackage|))))·(|graphCurves|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|isDomain|·*2·(|GraphImage|))·(|isDomain|·*1·(|ViewportPackage|))))·(|graphCurves|·(*1·*2·*3·*4·*4·*5·*6)·(AND·(|isDomain|·*3·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|isDomain|·*4·(|Palette|))·(|isDomain|·*5·(|PositiveInteger|))·(|isDomain|·*6·(|List|·(|DrawOption|)))·(|isDomain|·*2·(|GraphImage|))·(|isDomain|·*1·(|ViewportPackage|)))))·
 74 (CATEGORY·|package|·(SIGNATURE·|graphCurves|·((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|Palette|)·(|Palette|)·(|PositiveInteger|)·(|List|·(|DrawOption|))))·(SIGNATURE·|graphCurves|·((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))))·(SIGNATURE·|graphCurves|·((|GraphImage|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|List|·(|DrawOption|))))·(SIGNATURE·|drawCurves|·((|TwoDimensionalViewport|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|Palette|)·(|Palette|)·(|PositiveInteger|)·(|List|·(|DrawOption|))))·(SIGNATURE·|drawCurves|·((|TwoDimensionalViewport|)·(|List|·(|List|·(|Point|·(|DoubleFloat|))))·(|List|·(|DrawOption|))))·(SIGNATURE·|coerce|·((|TwoDimensionalViewport|)·(|GraphImage|))))·
 75 ((~=·(((|Boolean|)·$·$)·NIL))·(|ruleset|·(($·(|List|·(|RewriteRule|·|#1|·|#2|·|#3|)))·12))·(|rules|·(((|List|·(|RewriteRule|·|#1|·|#2|·|#3|))·$)·19))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|elt|·((|#3|·$·|#3|)·22)·((|#3|·$·|#3|·(|PositiveInteger|))·25))·(|coerce|·(((|OutputForm|)·$)·15))·(=·(((|Boolean|)·$·$)·18)))·
 76 (((|Ruleset|·|#1|·|#2|·|#3|)·(|Join|·(|SetCategory|)·(|Eltable|·|#3|·|#3|)·(CATEGORY·|domain|·(SIGNATURE·|ruleset|·($·(|List|·(|RewriteRule|·|#1|·|#2|·|#3|))))·(SIGNATURE·|rules|·((|List|·(|RewriteRule|·|#1|·|#2|·|#3|))·$))·(SIGNATURE·|elt|·(|#3|·$·|#3|·(|PositiveInteger|)))))·(|SetCategory|)·(|Join|·(|Ring|)·(|PatternMatchable|·|#1|)·(|OrderedSet|)·(|ConvertibleTo|·(|Pattern|·|#1|)))·(|Join|·(|FunctionSpace|·|#2|)·(|PatternMatchable|·|#1|)·(|ConvertibleTo|·(|Pattern|·|#1|))))·(T·|Ruleset|))·
 77 ((|ruleset|·(*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|RewriteRule|·*3·*4·*5)))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|PatternMatchable|·*3)·(|OrderedSet|)·(|ConvertibleTo|·(|Pattern|·*3))))·(|ofCategory|·*5·(|Join|·(|FunctionSpace|·*4)·(|PatternMatchable|·*3)·(|ConvertibleTo|·(|Pattern|·*3))))·(|isDomain|·*1·(|Ruleset|·*3·*4·*5))))·(|rules|·(*1·*2·*1)·(AND·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|PatternMatchable|·*3)·(|OrderedSet|)·(|ConvertibleTo|·(|Pattern|·*3))))·(|isDomain|·*2·(|List|·(|RewriteRule|·*3·*4·*5)))·(|isDomain|·*1·(|Ruleset|·*3·*4·*5))·(|ofCategory|·*5·(|Join|·(|FunctionSpace|·*4)·(|PatternMatchable|·*3)·(|ConvertibleTo|·(|Pattern|·*3))))))·(|elt|·(*1·*2·*1·*2·*3)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|ofCategory|·*4·(|SetCategory|))·(|ofCategory|·*5·(|Join|·(|Ring|)·(|PatternMatchable|·*4)·(|OrderedSet|)·(|ConvertibleTo|·(|Pattern|·*4))))·(|isDomain|·*1·(|Ruleset|·*4·*5·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*5)·(|PatternMatchable|·*4)·(|ConvertibleTo|·(|Pattern|·*4)))))))·
 78 (|Join|·(|SetCategory|)·(|Eltable|·|#3|·|#3|)·(CATEGORY·|domain|·(SIGNATURE·|ruleset|·($·(|List|·(|RewriteRule|·|#1|·|#2|·|#3|))))·(SIGNATURE·|rules|·((|List|·(|RewriteRule|·|#1|·|#2|·|#3|))·$))·(SIGNATURE·|elt|·(|#3|·$·|#3|·(|PositiveInteger|)))))·
 79 ((~=·(((|Boolean|)·$·$)·NIL))·(|zero?|·(((|Boolean|)·$)·NIL))·(|symmetricSquare|·(($·$)·NIL·(|has|·|#1|·(|Field|))))·(|symmetricProduct|·(($·$·$)·28·(|has|·|#1|·(|Field|))))·(|symmetricPower|·(($·$·(|NonNegativeInteger|))·31·(|has|·|#1|·(|Field|))))·(|subtractIfCan|·(((|Union|·$·"failed")·$·$)·NIL))·(|sample|·(($)·NIL·T·CONST))·(|rightRemainder|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|rightQuotient|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|rightLcm|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|rightGcd|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|rightExtendedGcd|·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|rightExactQuotient|·(((|Union|·$·"failed")·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|rightDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|retractIfCan|·(((|Union|·(|Integer|)·"failed")·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Integer|))))·(((|Union|·(|Fraction|·(|Integer|))·"failed")·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(((|Union|·|#1|·"failed")·$)·NIL))·(|retract|·(((|Integer|)·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Integer|))))·(((|Fraction|·(|Integer|))·$)·NIL·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·((|#1|·$)·NIL))·(|reductum|·(($·$)·NIL))·(|recip|·(((|Union|·$·"failed")·$)·NIL))·(|primitivePart|·(($·$)·NIL·(|has|·|#1|·(|GcdDomain|))))·(|one?|·(((|Boolean|)·$)·NIL))·(|monomial|·(($·|#1|·(|NonNegativeInteger|))·NIL))·(|monicRightDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·NIL·(|has|·|#1|·(|IntegralDomain|))))·(|monicLeftDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·NIL·(|has|·|#1|·(|IntegralDomain|))))·(|minimumDegree|·(((|NonNegativeInteger|)·$)·NIL))·(|leftRemainder|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|leftQuotient|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|leftLcm|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|leftGcd|·(($·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|leftExtendedGcd|·(((|Record|·(|:|·|coef1|·$)·(|:|·|coef2|·$)·(|:|·|generator|·$))·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|leftExactQuotient|·(((|Union|·$·"failed")·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|leftDivide|·(((|Record|·(|:|·|quotient|·$)·(|:|·|remainder|·$))·$·$)·NIL·(|has|·|#1|·(|Field|))))·(|leadingCoefficient|·((|#1|·$)·NIL))·(|latex|·(((|String|)·$)·NIL))·(|hash|·(((|SingleInteger|)·$)·NIL))·(|exquo|·(((|Union|·$·"failed")·$·|#1|)·NIL·(|has|·|#1|·(|IntegralDomain|))))·(|elt|·((|#1|·$·|#1|)·24))·(|directSum|·(($·$·$)·33·(|has|·|#1|·(|Field|))))·(|degree|·(((|NonNegativeInteger|)·$)·NIL))·(|content|·((|#1|·$)·NIL·(|has|·|#1|·(|GcdDomain|))))·(|coerce|·(((|OutputForm|)·$)·20)·(($·(|Integer|))·NIL)·(($·(|Fraction|·(|Integer|)))·NIL·(|has|·|#1|·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(($·|#1|)·NIL))·(|coefficients|·(((|List|·|#1|)·$)·NIL))·(|coefficient|·((|#1|·$·(|NonNegativeInteger|))·NIL))·(|characteristic|·(((|NonNegativeInteger|))·NIL))·(|apply|·((|#1|·$·|#1|·|#1|)·23))·(|adjoint|·(($·$)·NIL))·(^·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(|Zero|·(($)·21·T·CONST))·(|One|·(($)·8·T·CONST))·(D·(($)·NIL))·(=·(((|Boolean|)·$·$)·NIL))·(-·(($·$)·NIL)·(($·$·$)·NIL))·(+·(($·$·$)·NIL))·(**·(($·$·(|PositiveInteger|))·NIL)·(($·$·(|NonNegativeInteger|))·NIL))·(*·(($·(|PositiveInteger|)·$)·NIL)·(($·(|NonNegativeInteger|)·$)·NIL)·(($·(|Integer|)·$)·NIL)·(($·$·$)·NIL)·(($·$·|#1|)·NIL)·(($·|#1|·$)·NIL)))·
 80 (((|LinearOrdinaryDifferentialOperator|·|#1|·|#2|)·(|LinearOrdinaryDifferentialOperatorCategory|·|#1|)·(|Ring|)·(|Mapping|·|#1|·|#1|))·(T·|LinearOrdinaryDifferentialOperator|))·
 81 NIL·
 82 (|LinearOrdinaryDifferentialOperatorCategory|·|#1|)·
 83 ((|multiServ|·(((|Void|)·(|SExpression|))·20))·(|getDatabase|·(((|String|)·(|String|)·(|String|))·7))·(|axServer|·(((|Void|)·(|Integer|)·(|Mapping|·(|Void|)·(|SExpression|)))·14)))·
 84 (((|AxiomServer|)·(CATEGORY·|package|·(SIGNATURE·|axServer|·((|Void|)·(|Integer|)·(|Mapping|·(|Void|)·(|SExpression|))))·(SIGNATURE·|multiServ|·((|Void|)·(|SExpression|)))·(SIGNATURE·|getDatabase|·((|String|)·(|String|)·(|String|)))))·(T·|AxiomServer|))·
 85 ((|getDatabase|·(*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|AxiomServer|))))·(|multiServ|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|SExpression|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|AxiomServer|))))·(|axServer|·(*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Mapping|·(|Void|)·(|SExpression|)))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|AxiomServer|)))))·
 86 (CATEGORY·|package|·(SIGNATURE·|axServer|·((|Void|)·(|Integer|)·(|Mapping|·(|Void|)·(|SExpression|))))·(SIGNATURE·|multiServ|·((|Void|)·(|SExpression|)))·(SIGNATURE·|getDatabase|·((|String|)·(|String|)·(|String|))))·
 87 ((|varselect|·(((|List|·(|Kernel|·|#2|))·(|List|·(|Kernel|·|#2|))·(|Symbol|))·18))·(|vark|·(((|List|·(|Kernel|·|#2|))·(|List|·|#2|)·(|Symbol|))·23))·(|union|·(((|List|·(|Kernel|·|#2|))·(|List|·(|Kernel|·|#2|))·(|List|·(|Kernel|·|#2|)))·10))·(|removeConstantTerm|·((|#2|·|#2|·(|Symbol|))·51·(|has|·|#1|·(|IntegralDomain|))))·(|mkPrim|·((|#2|·|#2|·(|Symbol|))·76·(AND·(|has|·|#2|·(|ElementaryFunctionCategory|))·(|has|·|#1|·(|GcdDomain|)))))·(|ksec|·(((|Kernel|·|#2|)·(|Kernel|·|#2|)·(|List|·(|Kernel|·|#2|))·(|Symbol|))·25))·(|kmax|·(((|Kernel|·|#2|)·(|List|·(|Kernel|·|#2|)))·24))·(|intPatternMatch|·(((|IntegrationResult|·|#2|)·|#2|·(|Symbol|)·(|Mapping|·(|IntegrationResult|·|#2|)·|#2|·(|Symbol|))·(|Mapping|·(|Union|·(|Record|·(|:|·|special|·|#2|)·(|:|·|integrand|·|#2|))·"failed")·|#2|·(|Symbol|)))·100·(AND·(|has|·|#2|·(|ElementaryFunctionCategory|))·(|has|·|#2|·(|LiouvillianFunctionCategory|))·(|has|·|#2|·(|RetractableTo|·(|Symbol|)))·(|has|·|#1|·(|ConvertibleTo|·(|Pattern|·(|Integer|))))·(|has|·|#1|·(|GcdDomain|))·(|has|·|#1|·(|PatternMatchable|·(|Integer|)))))))·
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./usr/share/axiom-20170501/algebra/operation.daase
    
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1 (1579299·.·3949095640)·······1 (1579299·.·3914694190)·······
 2 (((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|Vector|·*1))·(|ofCategory|·*1·(|FiniteRankNonAssociativeAlgebra|·*4))·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*2·(|Matrix|·*4))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|Vector|·*1))·(|ofCategory|·*1·(|FiniteRankNonAssociativeAlgebra|·*4))·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*2·(|Vector|·*4))))·((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|Vector|·*1))·(|ofCategory|·*1·(|FiniteRankAlgebra|·*4·*5))·(|ofCategory|·*4·(|CommutativeRing|))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|Matrix|·*4))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|Vector|·*1))·(|ofCategory|·*1·(|FiniteRankAlgebra|·*4·*5))·(|ofCategory|·*4·(|CommutativeRing|))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|Vector|·*4))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Vector|·*1))·(|ofCategory|·*1·(|FramedNonAssociativeAlgebra|·*4))·(|ofCategory|·*4·(|CommutativeRing|))·(|isDomain|·*2·(|Matrix|·*4))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FramedNonAssociativeAlgebra|·*3))·(|ofCategory|·*3·(|CommutativeRing|))·(|isDomain|·*2·(|Vector|·*3))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Vector|·*1))·(|ofCategory|·*1·(|FiniteAlgebraicExtensionField|·*4))·(|ofCategory|·*4·(|Field|))·(|isDomain|·*2·(|Matrix|·*4))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FiniteAlgebraicExtensionField|·*3))·(|ofCategory|·*3·(|Field|))·(|isDomain|·*2·(|Vector|·*3))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Vector|·*1))·(|ofCategory|·*1·(|FramedAlgebra|·*4·*5))·(|ofCategory|·*4·(|CommutativeRing|))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|Matrix|·*4))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FramedAlgebra|·*3·*4))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|isDomain|·*2·(|Vector|·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|List|·(|Matrix|·*5)))·(|isDomain|·*3·(|Matrix|·*5))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*2·(|Vector|·*5))·(|isDomain|·*1·(|StructuralConstantsPackage|·*5))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Mapping|·(|Point|·(|DoubleFloat|))·(|Point|·(|DoubleFloat|))))·(|isDomain|·*1·(|DrawOption|)))))·
 3 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|Dequeue|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|Heap|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|SetCategory|))·(|isDomain|·*2·(|String|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|Queue|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|)))))·
2 (((*1·*2·*2)·(|partial|·AND·(|isDomain|·*2·(|List|·(|NewSparseMultivariatePolynomial|·*3·(|OrderedVariableList|·*4))))·(|ofCategory|·*3·(|GcdDomain|))·(|ofType|·*4·(|List|·(|Symbol|)))·(|isDomain|·*1·(|LexTriangularPackage|·*3·*4))))·((*1·*2·*2)·(|partial|·AND·(|isDomain|·*2·(|List|·(|Polynomial|·*3)))·(|ofCategory|·*3·(|GcdDomain|))·(|isDomain|·*1·(|FGLMIfCanPackage|·*3·*4))·(|ofType|·*4·(|List|·(|Symbol|))))))· 
3 (((*1·*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|)))·((*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|)))·((*1·*1·*1)·(|isDomain|·*1·(|OutputForm|))))· 
4 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|Heap|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|ArrayStack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|Dequeue|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|Queue|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|Stack|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|SetCategory|))·(|isDomain|·*2·(|String|)))))· 
5 (((*1·*2·*1·*2)·(AND·(|ofCategory|·*1·(|InfinitlyClosePointCategory|·*3·*4·*5·*6·*7·*8·*9·*10·*11))·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*5·(|PolynomialCategory|·*3·*6·(|OrderedVariableList|·*4)))·(|ofCategory|·*6·(|DirectProductCategory|·(|#|·*4)·*2))·(|ofCategory|·*7·(|ProjectiveSpaceCategory|·*3))·(|ofCategory|·*8·(|LocalPowerSeriesCategory|·*3))·(|ofCategory|·*9·(|PlacesCategory|·*3·*8))·(|ofCategory|·*11·(|BlowUpMethodCategory|))·(|isDomain|·*2·(|NonNegativeInteger|)))))· 
6 (((*1·*2·*1)·(|partial|·AND·(|ofCategory|·*3·(|AbelianSemiGroup|))·(|ofCategory|·*3·(|OrderedSet|))·(|isDomain|·*2·(|Record|·(|:|·|coef|·(|Integer|))·(|:|·|var|·(|Kernel|·*1))))·(|ofCategory|·*1·(|FunctionSpace|·*3)))))·4 (((*1·*2·*1)·(|partial|·AND·(|ofCategory|·*3·(|AbelianSemiGroup|))·(|ofCategory|·*3·(|OrderedSet|))·(|isDomain|·*2·(|Record|·(|:|·|coef|·(|Integer|))·(|:|·|var|·(|Kernel|·*1))))·(|ofCategory|·*1·(|FunctionSpace|·*3)))))·
7 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|GuessOptionFunctions0|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|GuessOption|)))))· 
8 (((*1·*2·*2)·(|partial|·AND·(|isDomain|·*2·(|SparseUnivariatePolynomial|·*3))·(|ofCategory|·*3·(|FiniteFieldCategory|))·(|isDomain|·*1·(|FiniteFieldPolynomialPackage|·*3)))))·5 (((*1·*2·*2)·(|partial|·AND·(|isDomain|·*2·(|SparseUnivariatePolynomial|·*3))·(|ofCategory|·*3·(|FiniteFieldCategory|))·(|isDomain|·*1·(|FiniteFieldPolynomialPackage|·*3)))))·
9 (((*1·*1·*2·*2)·(AND·(|ofCategory|·*1·(|SegmentCategory|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*1·*2)·(AND·(|isDomain|·*1·(|UniversalSegment|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*1·*1)·(|isDomain|·*1·(|OutputForm|)))·((*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|))))·6 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|GuessOption|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|GuessOptionFunctions0|)))))·
 7 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|IntegerNumberTheoryFunctions|)))))·
 8 (((*1·*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|)))·((*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|)))·((*1·*1·*1)·(|isDomain|·*1·(|OutputForm|))))·
 9 (((*1·*1·*1)·(|isDomain|·*1·(|OutputForm|)))·((*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|)))·((*1·*1·*2·*2)·(AND·(|ofCategory|·*1·(|SegmentCategory|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*1·*2)·(AND·(|isDomain|·*1·(|UniversalSegment|·*2))·(|ofCategory|·*2·(|Type|)))))·
10 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|Polynomial|·*4)))·(|isDomain|·*3·(|List|·(|Symbol|)))·(|ofCategory|·*4·(|GcdDomain|))·(|isDomain|·*1·(|PolyGroebner|·*4)))))·10 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|Polynomial|·*4)))·(|isDomain|·*3·(|List|·(|Symbol|)))·(|ofCategory|·*4·(|GcdDomain|))·(|isDomain|·*1·(|PolyGroebner|·*4)))))·
11 (((*1·*1·*2·*2·*2·*2·*2·*2·*2·*2)·(AND·(|ofCategory|·*1·(|OctonionCategory|·*2))·(|ofCategory|·*2·(|CommutativeRing|))))·((*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Quaternion|·*3))·(|ofCategory|·*3·(|CommutativeRing|))·(|isDomain|·*1·(|Octonion|·*3)))))·11 (((*1·*1·*2·*2·*2·*2·*2·*2·*2·*2)·(AND·(|ofCategory|·*1·(|OctonionCategory|·*2))·(|ofCategory|·*2·(|CommutativeRing|))))·((*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Quaternion|·*3))·(|ofCategory|·*3·(|CommutativeRing|))·(|isDomain|·*1·(|Octonion|·*3)))))·
 12 (((*1·*2·*2)·(|partial|·AND·(|isDomain|·*2·(|List|·(|NewSparseMultivariatePolynomial|·*3·(|OrderedVariableList|·*4))))·(|ofCategory|·*3·(|GcdDomain|))·(|ofType|·*4·(|List|·(|Symbol|)))·(|isDomain|·*1·(|LexTriangularPackage|·*3·*4))))·((*1·*2·*2)·(|partial|·AND·(|isDomain|·*2·(|List|·(|Polynomial|·*3)))·(|ofCategory|·*3·(|GcdDomain|))·(|isDomain|·*1·(|FGLMIfCanPackage|·*3·*4))·(|ofType|·*4·(|List|·(|Symbol|))))))·
 13 (((*1·*2·*1·*2)·(AND·(|ofCategory|·*1·(|InfinitlyClosePointCategory|·*3·*4·*5·*6·*7·*8·*9·*10·*11))·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*5·(|PolynomialCategory|·*3·*6·(|OrderedVariableList|·*4)))·(|ofCategory|·*6·(|DirectProductCategory|·(|#|·*4)·*2))·(|ofCategory|·*7·(|ProjectiveSpaceCategory|·*3))·(|ofCategory|·*8·(|LocalPowerSeriesCategory|·*3))·(|ofCategory|·*9·(|PlacesCategory|·*3·*8))·(|ofCategory|·*11·(|BlowUpMethodCategory|))·(|isDomain|·*2·(|NonNegativeInteger|)))))·
12 (((*1·*1·*1)·(AND·(|ofCategory|·*2·(|EuclideanDomain|))·(|ofCategory|·*3·(|QuotientFieldCategory|·*2))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|isDomain|·*1·(|FractionalIdeal|·*2·*3·*4·*5))·(|ofCategory|·*5·(|Join|·(|FramedAlgebra|·*3·*4)·(|RetractableTo|·*3))))))·14 (((*1·*1·*1)·(AND·(|ofCategory|·*2·(|EuclideanDomain|))·(|ofCategory|·*3·(|QuotientFieldCategory|·*2))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|isDomain|·*1·(|FractionalIdeal|·*2·*3·*4·*5))·(|ofCategory|·*5·(|Join|·(|FramedAlgebra|·*3·*4)·(|RetractableTo|·*3))))))·
13 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|IntegerNumberTheoryFunctions|)))))· 
14 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|OrderedSet|))·(|isDomain|·*2·(|List|·(|List|·*4)))·(|isDomain|·*1·(|TableauxBumpers|·*4))·(|isDomain|·*3·(|List|·*4)))))· 
15 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|OpenMathPackage|))·(|isDomain|·*3·(|String|)))))·15 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|String|)))·(|isDomain|·*1·(|OpenMathPackage|))·(|isDomain|·*3·(|String|)))))·
16 (((*1·*2·*2)·(|partial|·AND·(|isDomain|·*2·(|Fraction|·*4))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|ofCategory|·*3·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Integer|))))·(|isDomain|·*1·(|RationalIntegration|·*3·*4)))))·16 (((*1·*2·*2)·(|partial|·AND·(|isDomain|·*2·(|Fraction|·*4))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|ofCategory|·*3·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Integer|))))·(|isDomain|·*1·(|RationalIntegration|·*3·*4)))))·
17 (((*1·*2·*2·*3)·(AND·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|GaloisGroupPolynomialUtilities|·*3·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*3)))))·17 (((*1·*2·*2·*3)·(AND·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|GaloisGroupPolynomialUtilities|·*3·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*3)))))·
18 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Factored|·*3))·(|ofCategory|·*3·(|IntegerNumberSystem|))·(|ofCategory|·*3·(|IntegralDomain|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|QuaternionCategory|·*3))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofCategory|·*3·(|IntegerNumberSystem|))·(|isDomain|·*2·(|Bo[·...·truncated·by·diffoscope;·len:·1483,·SHA:·2d92a6a0cc9917ef7870a92c1103adba6b63fd6dc47e60a9c1f284c3759d298a·...·]|)))))·18 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|OrderedCompletion|·*3))·(|ofCategory|·*3·(|IntegerNumberSystem|))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|OnePointCompletion|·*3))·(|ofCategory|·*3·(|IntegerNumberSystem|))·(|ofCategory|·*3·(|SetCat[·...·truncated·by·diffoscope;·len:·1483,·SHA:·fc97921f55b844d1488bcc43a60c433972f3c4767d0eb8e7b06ebd7a749d475c·...·]|)))))·
19 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Polynomial|·*5))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*2·(|HomogeneousDistributedMultivariatePolynomial|·*4·*5))·(|isDomain|·*1·(|PolToPol|·*4·*5))·(|ofType|·*4·(|List|·(|Symbol|))))))·19 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Polynomial|·*5))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*2·(|HomogeneousDistributedMultivariatePolynomial|·*4·*5))·(|isDomain|·*1·(|PolToPol|·*4·*5))·(|ofType|·*4·(|List|·(|Symbol|))))))·
20 (((*1·*1·*1·*1)·(AND·(|isDomain|·*1·(|Operator|·*2))·(|ofCategory|·*2·(|CommutativeRing|))·(|ofCategory|·*2·(|Ring|))))·((*1·*1·*1)·(AND·(|isDomain|·*1·(|Operator|·*2))·(|ofCategory|·*2·(|CommutativeRing|))·(|ofCategory|·*2·(|Ring|))))·((*1·*2·*3)·(AND·(|ofCategory|·[·...·truncated·by·diffoscope;·len:·761,·SHA:·0ca5e6f9fe01acc707b8dec4e1ca853c8a489e0c095fb790ac67e73848735ace·...·])))))·20 (((*1·*1·*1)·(AND·(|ofCategory|·*1·(|LinearOrdinaryDifferentialOperatorCategory|·*2))·(|ofCategory|·*2·(|Ring|))))·((*1·*1·*1·*1)·(AND·(|ofCategory|·*2·(|CommutativeRing|))·(|ofCategory|·*2·(|Ring|))·(|isDomain|·*1·(|ModuleOperator|·*2·*3))·(|ofCategory|·*3·(|LeftMod[·...·truncated·by·diffoscope;·len:·761,·SHA:·ff9c63f6927c2d8c01fe232a7a4a7cb5c01ba088d0b761172e69d5e9a0534e87·...·])))))·
21 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Matrix|·*4))·(|ofCategory|·*4·(|Field|))·(|isDomain|·*2·(|SparseUnivariatePolynomial|·*4))·(|isDomain|·*1·(|InnerNumericEigenPackage|·*4·*5·*6))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|Join|·(|Field|)·(|OrderedRing|))))))·21 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Matrix|·*4))·(|ofCategory|·*4·(|Field|))·(|isDomain|·*2·(|SparseUnivariatePolynomial|·*4))·(|isDomain|·*1·(|InnerNumericEigenPackage|·*4·*5·*6))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|Join|·(|Field|)·(|OrderedRing|))))))·
22 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|key|·*3)·(|:|·|entry|·*4))))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|SetCategory|))·(|ofCategory|·*1·(|TableAggregate|·*3·*4))))·((*1·*1)·(AND·(|ofCategory|·*1·(|TableAggregate|·*2·*3))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|)))))·22 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|key|·*3)·(|:|·|entry|·*4))))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|SetCategory|))·(|ofCategory|·*1·(|TableAggregate|·*3·*4))))·((*1·*1)·(AND·(|ofCategory|·*1·(|TableAggregate|·*2·*3))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|)))))·
23 (((*1·*2)·(AND·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|FortranTemplate|)))))· 
24 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|Palette|))·(|isDomain|·*1·(|DrawOption|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|DrawOption|)))))·23 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|Palette|))·(|isDomain|·*1·(|DrawOption|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|DrawOption|)))))·
 24 (((*1·*2)·(AND·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|FortranTemplate|)))))·
25 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|Point|·*3))·(|ofCategory|·*3·(|Join|·(|Field|)·(|TranscendentalFunctionCategory|)·(|RadicalCategory|)))·(|isDomain|·*1·(|CoordinateSystems|·*3)))))·25 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|Point|·*3))·(|ofCategory|·*3·(|Join|·(|Field|)·(|TranscendentalFunctionCategory|)·(|RadicalCategory|)))·(|isDomain|·*1·(|CoordinateSystems|·*3)))))·
26 (((*1·*2·*1·*3)·(|partial|·AND·(|isDomain|·*3·(|String|))·(|isDomain|·*2·(|None|))·(|isDomain|·*1·(|BasicOperator|)))))· 
27 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Stream|·(|Fraction|·*3)))·(|isDomain|·*1·(|ContinuedFraction|·*3))·(|ofCategory|·*3·(|EuclideanDomain|)))))·26 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Stream|·(|Fraction|·*3)))·(|isDomain|·*1·(|ContinuedFraction|·*3))·(|ofCategory|·*3·(|EuclideanDomain|)))))·
28 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|InnerSparseUnivariatePowerSeries|·*2))·(|ofCategory|·*2·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*2·(|Ring|)))))·27 (((*1·*2·*1·*3)·(|partial|·AND·(|isDomain|·*3·(|String|))·(|isDomain|·*2·(|None|))·(|isDomain|·*1·(|BasicOperator|)))))·
 28 (((*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|TriangularSetCategory|·*3·*4·*5·*2))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*2·(|RecursivePolynomialCategory|·*3·*4·*5))))·((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*1·(|PointCategory|·*3))·(|ofCategory|·*3·(|Ring|))))·((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|ofCategory|·*1·(|LazyStreamAggregate|·*3))·(|ofCategory|·*3·(|Type|))))·((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|ofCategory|·*1·(|MultivariateTaylorSeriesCategory|·*3·*4))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedSet|))))·((*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|PAdicIntegerCategory|·*3))·(|isDomain|·*2·(|Integer|))))·((*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|UnivariatePowerSeriesCategory|·*3·*2))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*2·(|OrderedAbelianMonoid|))))·((*1·*2·*3·*2)·(AND·(|isDomain|·*2·(|List|·*1))·(|isDomain|·*3·(|List|·*7))·(|ofCategory|·*1·(|RegularTriangularSetCategory|·*4·*5·*6·*7))·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|ofCategory|·*7·(|RecursivePolynomialCategory|·*4·*5·*6))))·((*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|List|·*7))·(|ofCategory|·*7·(|RecursivePolynomialCategory|·*4·*5·*6))·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*2·(|List|·*1))·(|ofCategory|·*1·(|RegularTriangularSetCategory|·*4·*5·*6·*7))))·((*1·*2·*3·*2)·(AND·(|isDomain|·*2·(|List|·*1))·(|ofCategory|·*1·(|RegularTriangularSetCategory|·*4·*5·*6·*3))·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|ofCategory|·*3·(|RecursivePolynomialCategory|·*4·*5·*6))))·((*1·*2·*3·*1)·(AND·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|ofCategory|·*3·(|RecursivePolynomialCategory|·*4·*5·*6))·(|isDomain|·*2·(|List|·*1))·(|ofCategory|·*1·(|RegularTriangularSetCategory|·*4·*5·*6·*3))))·((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|ContinuedFraction|·*3))·(|ofCategory|·*3·(|EuclideanDomain|)))))·
29 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|Partition|)))))·29 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|Partition|)))))·
30 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|ThreeDimensionalViewport|))))·((*1·*2)·(AND·(|ofCategory|·*3·(|Field|))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*5·(|PolynomialCategory|·*3·*6·(|OrderedVariableList|·*4)))·(|ofCategory|·*6·(|DirectProductCategory|·(|#|·*4)·(|NonNegativeInteger|)))·([·...·truncated·by·diffoscope;·len:·539,·SHA:·b3d3718198fa67de6b0c427ca8ac8d3841a13815cd30d0e26f342ce481c1f386·...·]DimensionalViewport|)))))·30 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|TwoDimensionalViewport|))))·((*1·*2)·(AND·(|ofCategory|·*3·(|Field|))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*5·(|PolynomialCategory|·*3·*6·(|OrderedVariableList|·*4)))·(|ofCategory|·*6·(|DirectProductCategory|·(|#|·*4)·(|NonNegativeInteger|)))·(|o[·...·truncated·by·diffoscope;·len:·539,·SHA:·f2a0267a8d07f3bdbdec7f4fdab8e589916679e37930871025394c28fb32908b·...·]DimensionalViewport|)))))·
31 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|ofCategory|·*1·(|MultivariateTaylorSeriesCategory|·*3·*4))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedSet|))))·((*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|TriangularSetCategory|·*3·*4·*5·*2))·(|ofCate[·...·truncated·by·diffoscope;·len:·1964,·SHA:·bd94216a6cead8326c4645eb5b480780b517a47af8070d4c5c3d1204b04b6132·...·]|)))))·31 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|InnerSparseUnivariatePowerSeries|·*2))·(|ofCategory|·*2·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*2·(|Ring|)))))·
32 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|DeRhamComplex|·*2·*3))·(|ofCategory|·*2·(|Join|·(|Ring|)·(|OrderedSet|)))·(|ofType|·*3·(|List|·(|Symbol|))))))·32 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|DeRhamComplex|·*2·*3))·(|ofCategory|·*2·(|Join|·(|Ring|)·(|OrderedSet|)))·(|ofType|·*3·(|List|·(|Symbol|))))))·
33 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|HomogeneousDistributedMultivariatePolynomial|·*4·*5))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·*4·*5))·(|isDomain|·*1·(|PolToPol|·*4·*5)))))·33 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|HomogeneousDistributedMultivariatePolynomial|·*4·*5))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·*4·*5))·(|isDomain|·*1·(|PolToPol|·*4·*5)))))·
34 (((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*5·(|Integer|))·(|ofCategory|·*6·(|Field|))·(|ofType|·*7·(|List|·(|Symbol|)))·(|ofCategory|·*8·(|DirectProductCategory|·(|#|·*7)·(|NonNegativeInteger|)))·(|ofCategory|·*9·(|LocalPowerSeriesCategory|·*6))·(|isDomain|·*2·(|List|·*9))·(|isDomain|·*1·(|LocalParametrizationOfSimplePointPackage|·*6·*7·*4·*8·*3·*9·*10))·(|ofCategory|·*4·(|PolynomialCategory|·*6·*8·(|OrderedVariableList|·*7)))·(|ofCategory|·*3·(|ProjectiveSpaceCategory|·*6))·(|ofCategory|·*10·(|PlacesCategory|·*6·*9)))))·34 (((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*5·(|Integer|))·(|ofCategory|·*6·(|Field|))·(|ofType|·*7·(|List|·(|Symbol|)))·(|ofCategory|·*8·(|DirectProductCategory|·(|#|·*7)·(|NonNegativeInteger|)))·(|ofCategory|·*9·(|LocalPowerSeriesCategory|·*6))·(|isDomain|·*2·(|List|·*9))·(|isDomain|·*1·(|LocalParametrizationOfSimplePointPackage|·*6·*7·*4·*8·*3·*9·*10))·(|ofCategory|·*4·(|PolynomialCategory|·*6·*8·(|OrderedVariableList|·*7)))·(|ofCategory|·*3·(|ProjectiveSpaceCategory|·*6))·(|ofCategory|·*10·(|PlacesCategory|·*6·*9)))))·
35 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|StreamAggregate|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*2·(|Boolean|)))))·35 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|StreamAggregate|·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*2·(|Boolean|)))))·
36 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·36 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·
37 (((*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|TwoDimensionalArrayCategory|·*2·*3·*4))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*3·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*2))))·((*1·*1·*1·*2)·(AND·(|has|·*1·(ATTRIBUTE·|shallowlyMutable|))·(|ofCategory|·*1·(|IndexedAggregate|·*3·*2))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*2·(|Type|)))))·37 (((*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|TwoDimensionalArrayCategory|·*2·*3·*4))·(|ofCategory|·*2·(|Type|))·(|ofCategory|·*3·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*2))))·((*1·*1·*1·*2)·(AND·(|has|·*1·(ATTRIBUTE·|shallowlyMutable|))·(|ofCategory|·*1·(|IndexedAggregate|·*3·*2))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*2·(|Type|)))))·
38 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|PackageForAlgebraicFunctionField|·*4·*5·*6))·(|ofCategory|·*4·(|Finite|))·(|ofCategory|·*4·(|Field|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|BlowUpMethodCategory|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|ofCategory|·*4·(|Finite|))·(|ofCategory|·*4·(|Field|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|PolynomialCategory|·*4·*7·(|OrderedVariableList|·*5)))·(|ofCategory|·*7·(|DirectProductCategory|·(|#|·*5)·(|NonNegativeInteger|)))·(|ofCategory|·*8·(|ProjectiveSpaceCategory|·*4))·(|ofCategory|·*9·(|LocalPowerSeriesCategory|·*4))·(|ofCategory|·*10·(|PlacesCategory|·*4·*9))·(|ofCategory|·*11·(|DivisorCategory|·*10))·(|ofCategory|·*12·(|InfinitlyClosePointCategory|·*4·*5·*6·*7·*8·*9·*10·*11·*14))·(|ofCategory|·*14·(|BlowUpMethodCategory|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GeneralPackageForAlgebraicFunctionField|·*4·*5·*6·*7·*8·*9·*10·*11·*12·*13·*14))·(|ofCategory|·*13·(|DesingTreeCategory|·*12))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|PackageForAlgebraicFunctionFieldOverFiniteField|·*4·*5·*6))·(|ofCategory|·(|PseudoAlgebraicClosureOfFiniteField|·*4)·(|Finite|))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|BlowUpMethodCategory|)))))· 
39 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|InnerSparseUnivariatePowerSeries|·*2))·(|ofCategory|·*2·(|Ring|)))))· 
40 (((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|RecursivePolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|)))))·38 (((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|RecursivePolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|)))))·
 39 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|PackageForAlgebraicFunctionFieldOverFiniteField|·*4·*5·*6))·(|ofCategory|·(|PseudoAlgebraicClosureOfFiniteField|·*4)·(|Finite|))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|BlowUpMethodCategory|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|ofCategory|·*4·(|Finite|))·(|ofCategory|·*4·(|Field|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|PolynomialCategory|·*4·*7·(|OrderedVariableList|·*5)))·(|ofCategory|·*7·(|DirectProductCategory|·(|#|·*5)·(|NonNegativeInteger|)))·(|ofCategory|·*8·(|ProjectiveSpaceCategory|·*4))·(|ofCategory|·*9·(|LocalPowerSeriesCategory|·*4))·(|ofCategory|·*10·(|PlacesCategory|·*4·*9))·(|ofCategory|·*11·(|DivisorCategory|·*10))·(|ofCategory|·*12·(|InfinitlyClosePointCategory|·*4·*5·*6·*7·*8·*9·*10·*11·*14))·(|ofCategory|·*14·(|BlowUpMethodCategory|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GeneralPackageForAlgebraicFunctionField|·*4·*5·*6·*7·*8·*9·*10·*11·*12·*13·*14))·(|ofCategory|·*13·(|DesingTreeCategory|·*12))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|PackageForAlgebraicFunctionField|·*4·*5·*6))·(|ofCategory|·*4·(|Finite|))·(|ofCategory|·*4·(|Field|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|BlowUpMethodCategory|)))))·
 40 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|InnerSparseUnivariatePowerSeries|·*2))·(|ofCategory|·*2·(|Ring|)))))·
41 (((*1·*2·*2·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|UnivariatePolynomialMultiplicationPackage|·*3·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*3)))))·41 (((*1·*2·*2·*2)·(AND·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|UnivariatePolynomialMultiplicationPackage|·*3·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*3)))))·
42 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|isDomain|·*1·(|ContinuedFraction|·*3))·(|ofCategory|·*3·(|EuclideanDomain|)))))·42 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|isDomain|·*1·(|ContinuedFraction|·*3))·(|ofCategory|·*3·(|EuclideanDomain|)))))·
43 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|SparseUnivariatePolynomial|·*4))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*2·(|PrimitiveArray|·(|SingleInteger|)))·(|isDomain|·*1·(|FiniteFieldFunctions|·*4)))))·43 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|SparseUnivariatePolynomial|·*4))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*2·(|PrimitiveArray|·(|SingleInteger|)))·(|isDomain|·*1·(|FiniteFieldFunctions|·*4)))))·
44 (((*1·*1)·(|isDomain|·*1·(|FortranType|))))·44 (((*1·*1)·(|isDomain|·*1·(|FortranType|))))·
45 (((*1·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|BasicOperator|))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*2·(|OrderedSet|))·(|isDomain|·*1·(|BasicOperatorFunctions1|·*2)))))·45 (((*1·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|BasicOperator|))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*2·(|OrderedSet|))·(|isDomain|·*1·(|BasicOperatorFunctions1|·*2)))))·
46 (((*1·*2·*2·*2·*3·*3·*4·*2·*5)·(|partial|·AND·(|isDomain|·*3·(|Kernel|·*2))·(|isDomain|·*4·(|Mapping|·(|Union|·*2·"failed")·*2·*2·(|Symbol|)))·(|isDomain|·*5·(|SparseUnivariatePolynomial|·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*6)·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)))·(|ofCategory|·*6·(|Join|·(|GcdDomain|)·(|RetractableTo|·(|Integer|))·(|OrderedSet|)·(|CharacteristicZero|)·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|GenusZeroIntegration|·*6·*2·*7))·(|ofCategory|·*7·(|SetCategory|))))·((*1·*2·*2·*2·*3·*3·*4·*3·*2·*5)·(|partial|·AND·(|isDomain|·*3·(|Kernel|·*2))·(|isDomain|·*4·(|Mapping|·(|Union|·*2·"failed")·*2·*2·(|Symbol|)))·(|isDomain|·*5·(|Fraction|·(|SparseUnivariatePolynomial|·*2)))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*6)·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)))·(|ofCategory|·*6·(|Join|·(|GcdDomain|)·(|RetractableTo|·(|Integer|))·(|OrderedSet|)·(|CharacteristicZero|)·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|GenusZeroIntegration|·*6·*2·*7))·(|ofCategory|·*7·(|SetCategory|)))))·46 (((*1·*2·*2·*2·*3·*3·*4·*2·*5)·(|partial|·AND·(|isDomain|·*3·(|Kernel|·*2))·(|isDomain|·*4·(|Mapping|·(|Union|·*2·"failed")·*2·*2·(|Symbol|)))·(|isDomain|·*5·(|SparseUnivariatePolynomial|·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*6)·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)))·(|ofCategory|·*6·(|Join|·(|GcdDomain|)·(|RetractableTo|·(|Integer|))·(|OrderedSet|)·(|CharacteristicZero|)·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|GenusZeroIntegration|·*6·*2·*7))·(|ofCategory|·*7·(|SetCategory|))))·((*1·*2·*2·*2·*3·*3·*4·*3·*2·*5)·(|partial|·AND·(|isDomain|·*3·(|Kernel|·*2))·(|isDomain|·*4·(|Mapping|·(|Union|·*2·"failed")·*2·*2·(|Symbol|)))·(|isDomain|·*5·(|Fraction|·(|SparseUnivariatePolynomial|·*2)))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*6)·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)))·(|ofCategory|·*6·(|Join|·(|GcdDomain|)·(|RetractableTo|·(|Integer|))·(|OrderedSet|)·(|CharacteristicZero|)·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|GenusZeroIntegration|·*6·*2·*7))·(|ofCategory|·*7·(|SetCategory|)))))·
47 (((*1·*2·*2·*3)·(AND·(|isDomain|·*3·(|List|·*2))·(|ofCategory|·*2·(|RecursivePolynomialCategory|·*4·*5·*6))·(|ofCategory|·*4·(|IntegralDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*1·(|PolynomialSetUtilitiesPackage|·*4·*5·*6·*2)))))·47 (((*1·*2·*2·*3)·(AND·(|isDomain|·*3·(|List|·*2))·(|ofCategory|·*2·(|RecursivePolynomialCategory|·*4·*5·*6))·(|ofCategory|·*4·(|IntegralDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*1·(|PolynomialSetUtilitiesPackage|·*4·*5·*6·*2)))))·
48 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|IntegerNumberTheoryFunctions|))·(|isDomain|·*3·(|Integer|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))·(|isDomain|·*1·(|PolynomialNumberTheoryFunctions|))·(|isDomain|·*3·(|Integer|)))))·48 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|SparseUnivariatePolynomial|·(|Fraction|·(|Integer|))))·(|isDomain|·*1·(|PolynomialNumberTheoryFunctions|))·(|isDomain|·*3·(|Integer|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Fraction|·(|Integer|)))·(|isDomain|·*1·(|IntegerNumberTheoryFunctions|))·(|isDomain|·*3·(|Integer|)))))·
49 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|))))·(|isDomain|·*1·(|StreamTranscendentalFunctionsNonCommutative|·*3))))·((*1·*1·*1)·(|ofCategory|·*1·(|ArcHyperbolicFunctionCategory|)))·((*1·*2·*2)·(AND·(|ofCateg[·...·truncated·by·diffoscope;·len:·925,·SHA:·0a987a337d6767218a204bacf2681b2696a0cde4842c91e62796dd8eb5f025c8·...·])))))·49 (((*1·*1·*1)·(|ofCategory|·*1·(|ArcHyperbolicFunctionCategory|)))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|Stream|·*3))·(|ofCategory|·*3·(|Algebra|·(|Fraction|·(|Integer|))))·(|isDomain|·*1·(|StreamTranscendentalFunctionsNonCommutative|·*3))))·((*1·*2·*2)·(AND·(|ofCateg[·...·truncated·by·diffoscope;·len:·925,·SHA:·4e52e1c72425ec2ee441afca8542002f37d0f92743356284dab1bcb0e7494934·...·])))))·
50 (((*1·*2·*1)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*2·(|List|·*1))·(|ofCategory|·*1·(|PolynomialCategory|·*3·*4·*5)))))·50 (((*1·*2·*1)·(AND·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*2·(|List|·*1))·(|ofCategory|·*1·(|PolynomialCategory|·*3·*4·*5)))))·
51 (((*1·*2)·(AND·(|isDomain|·*2·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*1·(|ViewDefaultsPackage|))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*1·(|ViewDefaultsPackage|)))))·51 (((*1·*2)·(AND·(|isDomain|·*2·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*1·(|ViewDefaultsPackage|))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*1·(|ViewDefaultsPackage|)))))·
52 (((*1·*2·*1)·(AND·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*2·(|Vector|·*3))·(|isDomain|·*1·(|ModMonic|·*3·*4))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3)))))·52 (((*1·*2·*1)·(AND·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*2·(|Vector|·*3))·(|isDomain|·*1·(|ModMonic|·*3·*4))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3)))))·
53 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·*6))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Mapping|·*6·*5))·(|isDomain|·*1·(|ListToMap|·*5·*6))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·*2))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*2·(|Type|))·(|isDomain|·*1·(|ListToMap|·*5·*2))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|List|·*6))·(|isDomain|·*4·(|List|·*5))·(|ofCategory|·*6·(|SetCategory|))·(|ofCategory|·*5·(|Type|))·(|isDomain|·*2·(|Mapping|·*5·*6))·(|isDomain|·*1·(|ListToMap|·*6·*5))))·((*1·*2·*3·*4·*5·*2)·(AND·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·*2))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*2·(|Type|))·(|isDomain|·*1·(|ListToMap|·*5·*2))))·((*1·*2·*3·*4·*2)·(AND·(|isDomain|·*2·(|Mapping|·*6·*5))·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·*6))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*1·(|ListToMap|·*5·*6))))·((*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·*2))·(|isDomain|·*6·(|Mapping|·*2·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*2·(|Type|))·(|isDomain|·*1·(|ListToMap|·*5·*2))))·((*1·*2·*1·*1·*3)·(AND·(|ofCategory|·*1·(|StringAggregate|))·(|isDomain|·*3·(|Character|))·(|isDomain|·*2·(|NonNegativeInteger|)))))·53 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·*6))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Mapping|·*6·*5))·(|isDomain|·*1·(|ListToMap|·*5·*6))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·*2))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*2·(|Type|))·(|isDomain|·*1·(|ListToMap|·*5·*2))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|List|·*6))·(|isDomain|·*4·(|List|·*5))·(|ofCategory|·*6·(|SetCategory|))·(|ofCategory|·*5·(|Type|))·(|isDomain|·*2·(|Mapping|·*5·*6))·(|isDomain|·*1·(|ListToMap|·*6·*5))))·((*1·*2·*3·*4·*5·*2)·(AND·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·*2))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*2·(|Type|))·(|isDomain|·*1·(|ListToMap|·*5·*2))))·((*1·*2·*3·*4·*2)·(AND·(|isDomain|·*2·(|Mapping|·*6·*5))·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·*6))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*1·(|ListToMap|·*5·*6))))·((*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·*2))·(|isDomain|·*6·(|Mapping|·*2·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*2·(|Type|))·(|isDomain|·*1·(|ListToMap|·*5·*2))))·((*1·*2·*1·*1·*3)·(AND·(|ofCategory|·*1·(|StringAggregate|))·(|isDomain|·*3·(|Character|))·(|isDomain|·*2·(|NonNegativeInteger|)))))·
54 (((*1·*1·*1)·(|isDomain|·*1·(|InputForm|))))·54 (((*1·*1·*1)·(|isDomain|·*1·(|InputForm|))))·
55 (((*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|BalancedBinaryTree|·*3))·(|ofCategory|·*3·(|SetCategory|)))))·55 (((*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|NonNegativeInteger|))·(|isDomain|·*1·(|BalancedBinaryTree|·*3))·(|ofCategory|·*3·(|SetCategory|)))))·
56 (((*1·*2·*2·*3·*4·*4)·(AND·(|isDomain|·*4·(|Integer|))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*6·(|FiniteLinearAggregate|·*3))·(|isDomain|·*1·(|MatrixLinearAlgebraFunctions|·*3·*5·*6·*2))·(|ofCategory|·*2·(|MatrixCategory|·*3·*5·*6)))))· 
57 (((*1·*2·*1·*2)·(AND·(|has|·*1·(ATTRIBUTE·|shallowlyMutable|))·(|ofCategory|·*1·(|RecursiveAggregate|·*2))·(|ofCategory|·*2·(|Type|)))))·56 (((*1·*2·*1·*2)·(AND·(|has|·*1·(ATTRIBUTE·|shallowlyMutable|))·(|ofCategory|·*1·(|RecursiveAggregate|·*2))·(|ofCategory|·*2·(|Type|)))))·
 57 (((*1·*2·*2·*3·*4·*4)·(AND·(|isDomain|·*4·(|Integer|))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*6·(|FiniteLinearAggregate|·*3))·(|isDomain|·*1·(|MatrixLinearAlgebraFunctions|·*3·*5·*6·*2))·(|ofCategory|·*2·(|MatrixCategory|·*3·*5·*6)))))·
58 (((*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·*3)))·(|isDomain|·*1·(|GenericNonAssociativeAlgebra|·*3·*4·*5·*6))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofType|·*4·(|PositiveInteger|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|Vector|·(|Matrix|·*3))))))·58 (((*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·*3)))·(|isDomain|·*1·(|GenericNonAssociativeAlgebra|·*3·*4·*5·*6))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofType|·*4·(|PositiveInteger|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|Vector|·(|Matrix|·*3))))))·
59 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|Kernel|·*3))·(|ofCategory|·*3·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FileNameCategory|))·(|isDomain|·*2·(|String|))))·((*1·*1·*1)·(|isDomain|·*1·(|Symbol|)))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|FunctionCalled|·*3))·([·...·truncated·by·diffoscope;·len:·317,·SHA:·b354cdc7d35d7607b1d52f141b00625471e4507213bfd72c573bf1f0e075787e·...·]|)))))·59 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|RuleCalled|·*3))·(|ofType|·*3·*2)))·((*1·*1·*1)·(|isDomain|·*1·(|Symbol|)))·((*1·*2·*1)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|FunctionCalled|·*3))·(|ofType|·*3·*2)))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FileNameCategory|))·(|isDomain|·*2·(|String[·...·truncated·by·diffoscope;·len:·317,·SHA:·767765c49fc2f1f63bb4262f4d8a36bb73b5f50fbd716f16926cb4c60de06c20·...·]|)))))·
60 (((*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*5·(|Mapping|·(|IntegrationResult|·*3)·*3·(|Symbol|)))·(|isDomain|·*6·(|Mapping|·(|Union|·(|Record|·(|:|·|special|·*3)·(|:|·|integrand|·*3))·"failed")·*3·(|Symbol|)))·(|ofCategory|·*3·(|ElementaryFunctionCategory|))·(|ofCategory|·*3·(|LiouvillianFunctionCategory|))·(|ofCategory|·*3·(|RetractableTo|·*4))·(|ofCategory|·*3·(|FunctionSpace|·*7))·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*7·(|ConvertibleTo|·(|Pattern|·(|Integer|))))·(|ofCategory|·*7·(|GcdDomain|))·(|ofCategory|·*7·(|PatternMatchable|·(|Integer|)))·(|ofCategory|·*7·(|OrderedSet|))·(|isDomain|·*2·(|IntegrationResult|·*3))·(|isDomain|·*1·(|IntegrationTools|·*7·*3)))))·60 (((*1·*2·*3·*4·*5·*6)·(AND·(|isDomain|·*5·(|Mapping|·(|IntegrationResult|·*3)·*3·(|Symbol|)))·(|isDomain|·*6·(|Mapping|·(|Union|·(|Record|·(|:|·|special|·*3)·(|:|·|integrand|·*3))·"failed")·*3·(|Symbol|)))·(|ofCategory|·*3·(|ElementaryFunctionCategory|))·(|ofCategory|·*3·(|LiouvillianFunctionCategory|))·(|ofCategory|·*3·(|RetractableTo|·*4))·(|ofCategory|·*3·(|FunctionSpace|·*7))·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*7·(|ConvertibleTo|·(|Pattern|·(|Integer|))))·(|ofCategory|·*7·(|GcdDomain|))·(|ofCategory|·*7·(|PatternMatchable|·(|Integer|)))·(|ofCategory|·*7·(|OrderedSet|))·(|isDomain|·*2·(|IntegrationResult|·*3))·(|isDomain|·*1·(|IntegrationTools|·*7·*3)))))·
 61 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|SquareMatrixCategory|·*3·*2·*4·*5))·(|ofCategory|·*4·(|DirectProductCategory|·*3·*2))·(|ofCategory|·*5·(|DirectProductCategory|·*3·*2))·(|has|·*2·(ATTRIBUTE·(|commutative|·"*")))·(|ofCategory|·*2·(|Ring|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|MatrixCategory|·*2·*3·*4))·(|ofCategory|·*3·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*2))·(|has|·*2·(ATTRIBUTE·(|commutative|·"*")))·(|ofCategory|·*2·(|Ring|))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*2·(|Field|))·(|isDomain|·*1·(|InnerMatrixLinearAlgebraFunctions|·*2·*4·*5·*3))·(|ofCategory|·*3·(|MatrixCategory|·*2·*4·*5))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*2·(|CommutativeRing|))·(|isDomain|·*1·(|MatrixLinearAlgebraFunctions|·*2·*4·*5·*3))·(|ofCategory|·*3·(|MatrixCategory|·*2·*4·*5)))))·
61 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|MatrixCategory|·*2·*3·*4))·(|ofCategory|·*3·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*2))·(|has|·*2·(ATTRIBUTE·(|commutative|·"*")))·(|ofCategory|·*2·(|Ring|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|SquareMatrixCategory|·*3·*2·*4·*5))·(|ofCategory|·*4·(|DirectProductCategory|·*3·*2))·(|ofCategory|·*5·(|DirectProductCategory|·*3·*2))·(|has|·*2·(ATTRIBUTE·(|commutative|·"*")))·(|ofCategory|·*2·(|Ring|))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*2·(|CommutativeRing|))·(|isDomain|·*1·(|MatrixLinearAlgebraFunctions|·*2·*4·*5·*3))·(|ofCategory|·*3·(|MatrixCategory|·*2·*4·*5))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*2))·(|ofCategory|·*2·(|Field|))·(|isDomain|·*1·(|InnerMatrixLinearAlgebraFunctions|·*2·*4·*5·*3))·(|ofCategory|·*3·(|MatrixCategory|·*2·*4·*5)))))· 
62 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|RectangularMatrixCategory|·*3·*4·*5·*6·*7))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|DirectProductCategory|·*4·*5))·(|ofCategory|·*7·(|DirectProductCategory|·*3·*5))·(|isDomain|·*2·(|Integer|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|TwoDimensionalArrayCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))·(|isDomain|·*2·(|Integer|)))))· 
63 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Polynomial|·*4)))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5)))))·62 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Polynomial|·*4)))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|ConvertibleTo|·(|Symbol|))))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ParametricLinearEquations|·*4·*5·*6·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*4·*6·*5)))))·
64 (((*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|))))·63 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|RectangularMatrixCategory|·*3·*4·*5·*6·*7))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|DirectProductCategory|·*4·*5))·(|ofCategory|·*7·(|DirectProductCategory|·*3·*5))·(|isDomain|·*2·(|Integer|))))·((*1·*2·*1)·(AND·(|ofCate[·...·truncated·by·diffoscope;·len:·198,·SHA:·8c76220dc6dc1042f0f575619f451e941eb5ed386afc3ed53541b43e39bc4e9f·...·]))))·
65 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|Integer|)))·(|isDomain|·*1·(|IntegerNumberTheoryFunctions|))·(|isDomain|·*3·(|Integer|)))))·64 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|Integer|)))·(|isDomain|·*1·(|IntegerNumberTheoryFunctions|))·(|isDomain|·*3·(|Integer|)))))·
 65 (((*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|))))·
66 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|InputForm|)))))·66 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|InputForm|)))))·
67 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Fraction|·*6))·(|ofCategory|·*5·(|UniqueFactorizationDomain|))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*2·(|Record|·(|:|·|exponent|·(|NonNegativeInteger|))·(|:|·|coef|·*3)·(|:|·|radicand|·*6)))·(|isDomain|·*1·(|ChangeOfVariable|·*5·*6·*7))·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*7·(|UnivariatePolynomialCategory|·*3)))))· 
68 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|Factored|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*1·(|GaloisGroupPolynomialUtilities|·*5·*2))·(|ofCategory|·*5·(|Ring|))))·((*1·*2·*3·*2)·(|partial|·AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Integer|)))))·((*1·*2·*3·*2·*4)·(|partial|·AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|NonNegativeInteger|))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Integer|)))))·((*1·*2·*3·*2·*4)·(|partial|·AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Integer|)))))·((*1·*2·*3·*2·*4·*5)·(|partial|·AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*5·(|NonNegativeInteger|))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Integer|)))))·((*1·*2·*3·*2·*4·*5·*6)·(|partial|·AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*5·(|NonNegativeInteger|))·(|isDomain|·*6·(|Boolean|))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Integer|))))))·67 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|Factored|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*1·(|GaloisGroupPolynomialUtilities|·*5·*2))·(|ofCategory|·*5·(|Ring|))))·((*1·*2·*3·*2)·(|partial|·AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Integer|)))))·((*1·*2·*3·*2·*4)·(|partial|·AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|NonNegativeInteger|))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Integer|)))))·((*1·*2·*3·*2·*4)·(|partial|·AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Integer|)))))·((*1·*2·*3·*2·*4·*5)·(|partial|·AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*5·(|NonNegativeInteger|))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Integer|)))))·((*1·*2·*3·*2·*4·*5·*6)·(|partial|·AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|List|·(|NonNegativeInteger|)))·(|isDomain|·*5·(|NonNegativeInteger|))·(|isDomain|·*6·(|Boolean|))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*2))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Integer|))))))·
 68 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Fraction|·*6))·(|ofCategory|·*5·(|UniqueFactorizationDomain|))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*2·(|Record|·(|:|·|exponent|·(|NonNegativeInteger|))·(|:|·|coef|·*3)·(|:|·|radicand|·*6)))·(|isDomain|·*1·(|ChangeOfVariable|·*5·*6·*7))·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*7·(|UnivariatePolynomialCategory|·*3)))))·
69 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Pattern|·*4))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|List|·*5))·(|isDomain|·*1·(|PatternFunctions1|·*4·*5))·(|ofCategory|·*5·(|Type|)))))·69 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Pattern|·*4))·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|List|·*5))·(|isDomain|·*1·(|PatternFunctions1|·*4·*5))·(|ofCategory|·*5·(|Type|)))))·
70 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*2))·(|ofCategory|·*2·(|FunctionSpace|·*4))·(|isDomain|·*1·(|FunctionalSpecialFunction|·*4·*2))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|IntegralDomain|))))))·70 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*2))·(|ofCategory|·*2·(|FunctionSpace|·*4))·(|isDomain|·*1·(|FunctionalSpecialFunction|·*4·*2))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|IntegralDomain|))))))·
71 (((*1·*2)·(AND·(|isDomain|·*2·(|PositiveInteger|))·(|isDomain|·*1·(|Color|)))))·71 (((*1·*2)·(AND·(|isDomain|·*2·(|PositiveInteger|))·(|isDomain|·*1·(|Color|)))))·
72 (((*1·*2·*3·*3·*3)·(AND·(|isDomain|·*2·(|List|·(|Integer|)))·(|isDomain|·*1·(|SymmetricGroupCombinatoricFunctions|))·(|isDomain|·*3·(|Integer|)))))·72 (((*1·*2·*3·*3·*3)·(AND·(|isDomain|·*2·(|List|·(|Integer|)))·(|isDomain|·*1·(|SymmetricGroupCombinatoricFunctions|))·(|isDomain|·*3·(|Integer|)))))·
73 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*3·(|PositiveInteger|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|RepresentationPackage1|·*4))))·((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|Matrix|·*4)))·(|isDomain|·*3·(|PositiveInteger|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|RepresentationPackage1|·*4)))))·73 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*3·(|PositiveInteger|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|RepresentationPackage1|·*4))))·((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|Matrix|·*4)))·(|isDomain|·*3·(|PositiveInteger|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*1·(|RepresentationPackage1|·*4)))))·
74 (((*1·*2·*2)·(|partial|·AND·(|ofCategory|·*1·(|PartialTranscendentalFunctions|·*2))·(|ofCategory|·*2·(|TranscendentalFunctionCategory|)))))·74 (((*1·*2·*2)·(|partial|·AND·(|ofCategory|·*1·(|PartialTranscendentalFunctions|·*2))·(|ofCategory|·*2·(|TranscendentalFunctionCategory|)))))·
75 (((*1·*2·*3·*3·*3·*4·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|)))))·75 (((*1·*2·*3·*3·*3·*4·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|)))))·
76 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·76 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·
77 (((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*2·(|Vector|·*4))·(|isDomain|·*1·(|InnerNormalBasisFieldFunctions|·*4))·(|ofCategory|·*4·(|FiniteFieldCategory|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|PositiveInteger|))·(|ofCategory|·*1·(|Finite[·...·truncated·by·diffoscope;·len:·265,·SHA:·d316801d4ebab7f9182b52678207f20f3875027534c9700b0a9330b6cd87fbe2·...·])))))·77 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|PositiveInteger|))·(|ofCategory|·*1·(|Finite|))))·((*1·*2·*1)·(AND·(|ofCategory|·*2·(|OrderedSet|))·(|isDomain|·*1·(|ModuleMonomial|·*2·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofType|·*4·(|Mapping|·(|Boolean|)·(|Record|·(|:|[·...·truncated·by·diffoscope;·len:·265,·SHA:·4292812f39f10353a60edc556d89d0512c94311d55d14aad6672ee233ba005e0·...·])))))·
78 (((*1·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*2·(|Record|·(|:|·|stiffness|·(|Float|))·(|:|·|stability|·(|Float|))·(|:|·|expense|·(|Float|))·(|:|·|accuracy|·(|Float|))·(|:|·|intermediateResults|·(|Float|))))·(|isDomain|·*1·(|ODEIntensityFunctionsTable|)))))·78 (((*1·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|Record|·(|:|·|xinit|·(|DoubleFloat|))·(|:|·|xend|·(|DoubleFloat|))·(|:|·|fn|·(|Vector|·(|Expression|·(|DoubleFloat|))))·(|:|·|yinit|·(|List|·(|DoubleFloat|)))·(|:|·|intvals|·(|List|·(|DoubleFloat|)))·(|:|·|g|·(|Expression|·(|DoubleFloat|)))·(|:|·|abserr|·(|DoubleFloat|))·(|:|·|relerr|·(|DoubleFloat|))))·(|isDomain|·*2·(|Record|·(|:|·|stiffness|·(|Float|))·(|:|·|stability|·(|Float|))·(|:|·|expense|·(|Float|))·(|:|·|accuracy|·(|Float|))·(|:|·|intermediateResults|·(|Float|))))·(|isDomain|·*1·(|ODEIntensityFunctionsTable|)))))·
79 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|IntegralDomain|))·(|isDomain|·*2·(|Record|·(|:|·|coef1|·*3)·(|:|·|coef2|·*3)·(|:|·|discriminant|·*4)))·(|isDomain|·*1·(|PseudoRemainderSequence|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4)))))·79 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|IntegralDomain|))·(|isDomain|·*2·(|Record|·(|:|·|coef1|·*3)·(|:|·|coef2|·*3)·(|:|·|discriminant|·*4)))·(|isDomain|·*1·(|PseudoRemainderSequence|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4)))))·
80 (((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·(|Integer|))))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·(|Float|))))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Polynomial|·(|Integer|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Polynomial|·(|Float|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Expression|·(|Integer|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Expression|·(|Float|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|List|·*6))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*1·(|PolynomialSetCategory|·*3·*4·*5·*6))))·((*1·*2·*3)·(|partial|[·...·truncated·by·diffoscope;·len:·6543,·SHA:·92e960850861d506466643c83c70efac16d69f8c3ed4b10eaf922789ff893ce8·...·]))))·((*1·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|Any|))·(|isDomain|·*1·(|AnyFunctions1|·*2))·(|ofCategory|·*2·(|Type|)))))·80 (((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·(|Integer|))))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·(|Float|))))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Polynomial|·(|Integer|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Polynomial|·(|Float|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Expression|·(|Integer|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Expression|·(|Float|)))·(|ofCategory|·*1·(|FortranFunctionCategory|))))·((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Vector|·(|Fraction|·(|Polynomial|·(|Integer|)))))·(|ofCategory|·*1·(|FortranVectorFunctionCategory|))))·((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|Vector|·(|Fraction|·(|Polynomial|·(|Float|)))))·(|ofCategory|·*1·(|FortranVectorFunctionCategory|))))·((*1·*[·...·truncated·by·diffoscope;·len:·6543,·SHA:·3de6e035e1855db21dbfa39ba68957cb589a724f2e01afa2e0579afe609b2fb9·...·]))))·((*1·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|Any|))·(|isDomain|·*1·(|AnyFunctions1|·*2))·(|ofCategory|·*2·(|Type|)))))·
81 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|SparseUnivariatePolynomial|·(|Polynomial|·*4))))·(|ofCategory|·*4·(|RealClosedField|))·(|isDomain|·*2·(|List|·(|Polynomial|·*4)))·(|isDomain|·*1·(|CylindricalAlgebraicDecompositionPackage|·*4)))))·81 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|SparseUnivariatePolynomial|·(|Polynomial|·*4))))·(|ofCategory|·*4·(|RealClosedField|))·(|isDomain|·*2·(|List|·(|Polynomial|·*4)))·(|isDomain|·*1·(|CylindricalAlgebraicDecompositionPackage|·*4)))))·
82 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|OutputForm|)))·(|isDomain|·*1·(|Symbol|)))))·82 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|OutputForm|)))·(|isDomain|·*1·(|Symbol|)))))·
83 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|GcdDomain|)))·(|isDomain|·*1·(|TranscendentalManipulations|·*3·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|TranscendentalFunctionCategory|))))))·83 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|GcdDomain|)))·(|isDomain|·*1·(|TranscendentalManipulations|·*3·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|TranscendentalFunctionCategory|))))))·
84 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|ThreeDimensionalViewport|))))·((*1·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|ThreeDimensionalViewport|)))))·84 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|ThreeDimensionalViewport|))))·((*1·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|ThreeDimensionalViewport|)))))·
 85 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·*3)))·(|isDomain|·*1·(|GenericNonAssociativeAlgebra|·*3·*4·*5·*6))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofType|·*4·(|PositiveInteger|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|Vector|·(|Matrix|·*3))))))·
85 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|ComplexCategory|·*3))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofCategory|·*3·(|RealNumberSystem|))·(|ofCategory|·*3·(|TranscendentalFunctionCategory|))·(|isDomain|·*2·(|Record|·(|:|·|r|·*3)·(|:|·|phi|·*3))))))·86 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|ComplexCategory|·*3))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofCategory|·*3·(|RealNumberSystem|))·(|ofCategory|·*3·(|TranscendentalFunctionCategory|))·(|isDomain|·*2·(|Record|·(|:|·|r|·*3)·(|:|·|phi|·*3))))))·
86 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·*6))·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*6·(|FunctionSpace|·*5))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*2·(|List|·(|Kernel|·*6)))·(|isDomain|·*1·(|IntegrationTools|·*5·*6)))))·87 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·*6))·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*6·(|FunctionSpace|·*5))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*2·(|List|·(|Kernel|·*6)))·(|isDomain|·*1·(|IntegrationTools|·*5·*6)))))·
87 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·*3)))·(|isDomain|·*1·(|GenericNonAssociativeAlgebra|·*3·*4·*5·*6))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*3·(|CommutativeRing|))·(|ofType|·*4·(|PositiveInteger|))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofType|·*6·(|Vector|·(|Matrix|·*3))))))· 
88 (((*1·*2)·(AND·(|isDomain|·*2·(|PositiveInteger|))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Integer|)))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|PositiveInteger|))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Integer|))))))·88 (((*1·*2)·(AND·(|isDomain|·*2·(|PositiveInteger|))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Integer|)))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|PositiveInteger|))·(|isDomain|·*1·(|GaloisGroupFactorizer|·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Integer|))))))·
89 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*1·(|DictionaryOperations|·*3))))·((*1·*1)·(AND·(|ofCategory|·*1·(|DictionaryOperations|·*2))·(|ofCategory|·*2·(|SetCategory|)))))·89 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*1·(|DictionaryOperations|·*3))))·((*1·*1)·(AND·(|ofCategory|·*1·(|DictionaryOperations|·*2))·(|ofCategory|·*2·(|SetCategory|)))))·
90 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Pattern|·*3))·(|ofCategory|·*3·(|SetCategory|)))))·90 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Pattern|·*3))·(|ofCategory|·*3·(|SetCategory|)))))·
91 (((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Matrix|·*3))·(|ofCategory|·*1·(|FramedNonAssociativeAlgebra|·*3))·(|ofCategory|·*3·(|CommutativeRing|))))·((*1·*2·*3·*4·*2)·(AND·(|isDomain|·*4·(|Mapping|·*2·*2))·(|ofCategory|·*2·(|LeftModule|·*5))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*1·(|ApplyUnivariateSkewPolynomial|·*5·*2·*3))·(|ofCategory|·*3·(|UnivariateSkewPolynomialCategory|·*5))))·((*1·*2·*3·*2·*2·*4·*5)·(AND·(|isDomain|·*4·(|Automorphism|·*2))·(|isDomain|·*5·(|Mapping|·*2·*2))·(|ofCategory|·*2·(|Ring|))·(|isDomain|·*1·(|UnivariateSkewPolynomialCategoryOps|·*2·*3))·(|ofCategory|·*3·(|UnivariateSkewPolynomialCategory|·*2))))·((*1·*2·*1·*2·*2)·(AND·(|ofCategory|·*1·(|UnivariateSkewPolynomialCategory|·*2))·(|ofCategory|·*2·(|Ring|)))))· 
92 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*3·(|List|·(|InputForm|)))·(|isDomain|·*1·(|InputForm|)))))·91 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*3·(|List|·(|InputForm|)))·(|isDomain|·*1·(|InputForm|)))))·
 92 (((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Matrix|·*3))·(|ofCategory|·*1·(|FramedNonAssociativeAlgebra|·*3))·(|ofCategory|·*3·(|CommutativeRing|))))·((*1·*2·*1·*2·*2)·(AND·(|ofCategory|·*1·(|UnivariateSkewPolynomialCategory|·*2))·(|ofCategory|·*2·(|Ring|))))·((*1·*2·*3·*4·*2)·(AND·(|isDomain|·*4·(|Mapping|·*2·*2))·(|ofCategory|·*2·(|LeftModule|·*5))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*1·(|ApplyUnivariateSkewPolynomial|·*5·*2·*3))·(|ofCategory|·*3·(|UnivariateSkewPolynomialCategory|·*5))))·((*1·*2·*3·*2·*2·*4·*5)·(AND·(|isDomain|·*4·(|Automorphism|·*2))·(|isDomain|·*5·(|Mapping|·*2·*2))·(|ofCategory|·*2·(|Ring|))·(|isDomain|·*1·(|UnivariateSkewPolynomialCategoryOps|·*2·*3))·(|ofCategory|·*3·(|UnivariateSkewPolynomialCategory|·*2)))))·
93 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|Stream|·(|Integer|)))·(|isDomain|·*1·(|StreamTaylorSeriesOperations|·*4))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*3·(|Integer|)))))·93 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|Stream|·(|Integer|)))·(|isDomain|·*1·(|StreamTaylorSeriesOperations|·*4))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*3·(|Integer|)))))·
94 (((*1·*2·*1·*2)·(AND·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·(|construct|·(QUOTE·X)·(QUOTE·Y))·*3))·(|ofCategory|·*1·(|InfinitlyClosePointCategory|·*3·*4·*5·*6·*7·*8·*9·*10·*11))·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*5·(|PolynomialCategory|·*3·*6·(|OrderedVariableList|·*4)))·(|ofCategory|·*6·(|DirectProductCategory|·(|#|·*4)·(|NonNegativeInteger|)))·(|ofCategory|·*7·(|ProjectiveSpaceCategory|·*3))·(|ofCategory|·*8·(|LocalPowerSeriesCategory|·*3))·(|ofCategory|·*9·(|PlacesCategory|·*3·*8))·(|ofCategory|·*11·(|BlowUpMethodCategory|)))))·94 (((*1·*2·*1·*2)·(AND·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·(|construct|·(QUOTE·X)·(QUOTE·Y))·*3))·(|ofCategory|·*1·(|InfinitlyClosePointCategory|·*3·*4·*5·*6·*7·*8·*9·*10·*11))·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*5·(|PolynomialCategory|·*3·*6·(|OrderedVariableList|·*4)))·(|ofCategory|·*6·(|DirectProductCategory|·(|#|·*4)·(|NonNegativeInteger|)))·(|ofCategory|·*7·(|ProjectiveSpaceCategory|·*3))·(|ofCategory|·*8·(|LocalPowerSeriesCategory|·*3))·(|ofCategory|·*9·(|PlacesCategory|·*3·*8))·(|ofCategory|·*11·(|BlowUpMethodCategory|)))))·
95 (((*1·*1·*1)·(|isDomain|·*1·(|Boolean|))))·95 (((*1·*1·*1)·(|isDomain|·*1·(|Boolean|))))·
96 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|FortranScalarType|)))))·96 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|FortranScalarType|)))))·
97 (((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|List|·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*5·*8·(|OrderedVariableList|·*6)))·(|ofCategory|·*8·(|DirectProductCategory|·(|#|·*6)·(|NonNegativeInteger|)))·(|ofCategory|·*5·(|Field|))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*10·(|LocalPowerSeriesCategory|·*5))·(|ofCategory|·*11·(|PlacesCategory|·*5·*10))·(|isDomain|·*2·(|List|·(|Vector|·*5)))·(|isDomain|·*1·(|InterpolateFormsPackage|·*5·*6·*7·*8·*9·*10·*11·*3))·(|ofCategory|·*9·(|ProjectiveSpaceCategory|·*5))·(|ofCategory|·*3·(|DivisorCategory|·*11)))))·97 (((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|List|·*7))·(|ofCategory|·*7·(|PolynomialCategory|·*5·*8·(|OrderedVariableList|·*6)))·(|ofCategory|·*8·(|DirectProductCategory|·(|#|·*6)·(|NonNegativeInteger|)))·(|ofCategory|·*5·(|Field|))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*10·(|LocalPowerSeriesCategory|·*5))·(|ofCategory|·*11·(|PlacesCategory|·*5·*10))·(|isDomain|·*2·(|List|·(|Vector|·*5)))·(|isDomain|·*1·(|InterpolateFormsPackage|·*5·*6·*7·*8·*9·*10·*11·*3))·(|ofCategory|·*9·(|ProjectiveSpaceCategory|·*5))·(|ofCategory|·*3·(|DivisorCategory|·*11)))))·
98 (((*1·*2·*2·*3·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|LaplaceTransform|·*4·*2))·(|ofCategory|·*2·(|Join|·(|TranscendentalFunctionCategory|)·(|PrimitiveFunctionCategory|)·(|AlgebraicallyClosedFunctionSpace|·*4))))))·98 (((*1·*2·*2·*3·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*4·(|Join|·(|EuclideanDomain|)·(|OrderedSet|)·(|CharacteristicZero|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|LaplaceTransform|·*4·*2))·(|ofCategory|·*2·(|Join|·(|TranscendentalFunctionCategory|)·(|PrimitiveFunctionCategory|)·(|AlgebraicallyClosedFunctionSpace|·*4))))))·
99 (((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|factor|·*3)·(|:|·|degree|·*4))))·(|isDomain|·*1·(|ModularDistinctDegreeFactorizer|·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4)))))·99 (((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|factor|·*3)·(|:|·|degree|·*4))))·(|isDomain|·*1·(|ModularDistinctDegreeFactorizer|·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4)))))·
100 (((*1·*2·*3·*3·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSeriesSummationPackage|)))))·100 (((*1·*2·*3·*3·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSeriesSummationPackage|)))))·
101 (((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|List|·*7))·(|ofCategory|·*7·(|RecursivePolynomialCategory|·*4·*5·*6))·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|QuasiComponentPackage|·*4·*5·*6·*7·*8))·(|ofCategory|·*8·(|RegularTriangularSetCategory|·*4·*5·*6·*7))))·((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|List|·*7))·(|ofCategory|·*7·(|RecursivePolynomialCategory|·*4·*5·*6))·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|SquareFreeQuasiComponentPackage|·*4·*5·*6·*7·*8))·(|ofCategory|·*8·(|RegularTriangularSetCategory|·*4·*5·*6·*7)))))·101 (((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|List|·*7))·(|ofCategory|·*7·(|RecursivePolynomialCategory|·*4·*5·*6))·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|QuasiComponentPackage|·*4·*5·*6·*7·*8))·(|ofCategory|·*8·(|RegularTriangularSetCategory|·*4·*5·*6·*7))))·((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|List|·*7))·(|ofCategory|·*7·(|RecursivePolynomialCategory|·*4·*5·*6))·(|ofCategory|·*4·(|GcdDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|SquareFreeQuasiComponentPackage|·*4·*5·*6·*7·*8))·(|ofCategory|·*8·(|RegularTriangularSetCategory|·*4·*5·*6·*7)))))·
102 (((*1·*2·*3·*4·*5·*5·*4·*6)·(AND·(|isDomain|·*4·(|Integer|))·(|isDomain|·*6·(|Mapping|·(|Void|)·(|Vector|·*5)·(|Vector|·*5)·(|Float|)))·(|isDomain|·*3·(|Vector|·(|Float|)))·(|isDomain|·*5·(|Float|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|NumericalOrdinaryDifferentialEquations|)))))· 
103 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|PlottableSpaceCurveCategory|))·(|isDomain|·*2·(|Segment|·(|DoubleFloat|)))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|PlottablePlaneCurveCategory|))·(|isDomain|·*2·(|Segment|·(|DoubleFloat|))))))·102 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|PlottableSpaceCurveCategory|))·(|isDomain|·*2·(|Segment|·(|DoubleFloat|)))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|PlottablePlaneCurveCategory|))·(|isDomain|·*2·(|Segment|·(|DoubleFloat|))))))·
104 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|ElementaryFunction|·*3·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|RadicalCategory|))))))· 
105 (((*1·*1·*2·*2·*2·*2)·(AND·(|isDomain|·*1·(|MoebiusTransform|·*2))·(|ofCategory|·*2·(|Field|)))))·103 (((*1·*1·*2·*2·*2·*2)·(AND·(|isDomain|·*1·(|MoebiusTransform|·*2))·(|ofCategory|·*2·(|Field|)))))·
 104 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|ElementaryFunction|·*3·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|RadicalCategory|))))))·
 105 (((*1·*2·*3·*4·*5·*5·*4·*6)·(AND·(|isDomain|·*4·(|Integer|))·(|isDomain|·*6·(|Mapping|·(|Void|)·(|Vector|·*5)·(|Vector|·*5)·(|Float|)))·(|isDomain|·*3·(|Vector|·(|Float|)))·(|isDomain|·*5·(|Float|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|NumericalOrdinaryDifferentialEquations|)))))·
106 (((*1·*2·*1)·(AND·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|PatternMatchResult|·*3·*4))·(|isDomain|·*1·(|PatternMatchListResult|·*3·*4·*5))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*5·(|ListAggregate|·*4)))))·106 (((*1·*2·*1)·(AND·(|ofCategory|·*4·(|SetCategory|))·(|isDomain|·*2·(|PatternMatchResult|·*3·*4))·(|isDomain|·*1·(|PatternMatchListResult|·*3·*4·*5))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*5·(|ListAggregate|·*4)))))·
107 (((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*2·(|Record|·(|:|·|quotient|·*1)·(|:|·|remainder|·*1)))·(|ofCategory|·*1·(|UnivariatePolynomialCategory|·*4)))))·107 (((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofCategory|·*4·(|Ring|))·(|isDomain|·*2·(|Record|·(|:|·|quotient|·*1)·(|:|·|remainder|·*1)))·(|ofCategory|·*1·(|UnivariatePolynomialCategory|·*4)))))·
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1 Package:·axiom-doc1 Package:·axiom-doc
2 Source:·axiom2 Source:·axiom
3 Version:·20170501-123 Version:·20170501-12
4 Architecture:·all4 Architecture:·all
5 Maintainer:·Camm·Maguire·<camm@debian.org>5 Maintainer:·Camm·Maguire·<camm@debian.org>
6 Installed-Size:·1279866 Installed-Size:·127983
7 Depends:·tex-common·(>=·6.13)7 Depends:·tex-common·(>=·6.13)
8 Section:·doc8 Section:·doc
9 Priority:·optional9 Priority:·optional
10 Description:·General·purpose·computer·algebra·system:·documentation10 Description:·General·purpose·computer·algebra·system:·documentation
11 ·Axiom·is·useful·for11 ·Axiom·is·useful·for
12 ·research·and·development·of·mathematical·algorithms.·It·defines·a12 ·research·and·development·of·mathematical·algorithms.·It·defines·a
13 ·strongly·typed,·mathematically·correct·type·hierarchy.·It·has·a13 ·strongly·typed,·mathematically·correct·type·hierarchy.·It·has·a
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1 CreationDate:·"D:20230212230856-00'00'"1 CreationDate:·"D:20230212230856-00'00'"
2 Creator:·'·TeX·output·2025.02.20:1500'2 Creator:·'·TeX·output·2024.01.20:1303'
3 Producer:·'dvipdfm·(20211117)'3 Producer:·'dvipdfm·(20211117)'
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1 $SPAD/src/etc·Makefile1 $SPAD/src/etc·Makefile
2 Timothy·Daly2 Timothy·Daly
3 February·20,·20253 January·20,·2024
4 Abstract4 Abstract
  
5 15 1
  
6 \xcContents6 \xcContents
7 1·The·databases7 1·The·databases
  
58.5 KB
./usr/share/doc/axiom-doc/src/input/ackermann.input.dvi.gz
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ackermann.input.dvi
    
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algaggr.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/algbrbf.input.dvi.gz
34.5 KB
algbrbf.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 258 lines modifiedOffset 12, 257 lines modified
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000000d0:·7075·7491·0537·7461·6c67·6272·6266·2e69··put..7talgbrbf.i000000d0:·7075·7491·0537·7461·6c67·6272·6266·2e69··put..7talgbrbf.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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00000480:·910e·2cc2·2832·2991·0973·2c33·2e31·3431··..,.(2)..s,3.141 
00000490:·3539·3236·3533·3591·04b9·9638·3937·3933··5926535....89793 
000004a0:·3233·3835·8ea1·8d91·3e00·002d·2d52·9201··2385....>..--R.. 
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000004d0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....3 
000004e0:·936f·6693·3133·8ea1·8d91·3e00·0061·9604··.of.13....>..a.. 
000004f0:·b996·3a3d·9331·3633·2e30·8ea1·8d91·3e00··..:=.163.0....>. 
00000500:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R.. 
00000510:·8d91·3e00·002d·2d52·910e·2cc2·2833·2991··..>..--R..,.(3). 
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00000550:·04b9·9633·8ea1·a18d·913e·0000·2d2d·5396··...3.....>..--S. 
00000560:·04b9·9634·936f·6693·3133·8ea1·8d91·3e00··...4.of.13....>. 
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00000590:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R..,000003e0:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R..,
 000003f0:·c228·3129·9109·732c·3230·8ea1·8d91·3e00··.(1)..s,20....>.
 00000400:·002d·2d52·9201·0898·d054·7970·653a·9104··.--R.....Type:..
 00000410:·b996·506f·7369·7469·7665·496e·7465·6765··..PositiveIntege
 00000420:·728e·a18d·913e·0000·2d2d·4591·04b9·9631··r....>..--E....1
 00000430:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9632··.....>..--S....2
 00000440:·936f·6693·3133·8ea1·8d91·3e00·0070·9604··.of.13....>..p..
 00000450:·b996·3a3d·936e·756d·6572·6963·9325·7069··..:=.numeric.%pi
 00000460:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 00000470:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..
 00000480:·2cc2·2832·2991·0973·2c33·2e31·3431·3539··,.(2)..s,3.14159
 00000490:·3236·3533·3591·04b9·9638·3937·3933·3233··26535....8979323
 000004a0:·3835·8ea1·8d91·3e00·002d·2d52·9201·37d8··85....>..--R..7.
 000004b0:·ac54·7970·653a·9104·b996·466c·6f61·748e··.Type:....Float.
 000004c0:·a18d·913e·0000·2d2d·4591·04b9·9632·8ea1··...>..--E....2..
 000004d0:·a18d·913e·0000·2d2d·5396·04b9·9633·936f··...>..--S....3.o
 000004e0:·6693·3133·8ea1·8d91·3e00·0061·9604·b996··f.13....>..a....
 000004f0:·3a3d·9331·3633·2e30·8ea1·8d91·3e00·002d··:=.163.0....>..-
 00000500:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....
 00000510:·3e00·002d·2d52·910e·2cc2·2833·2991·0973··>..--R..,.(3)..s
 00000520:·2c31·3633·2e30·8ea1·8d91·3e00·002d·2d52··,163.0....>..--R
 00000530:·9201·37d8·ac54·7970·653a·9104·b996·466c··..7..Type:....Fl
 00000540:·6f61·748e·a18d·913e·0000·2d2d·4591·04b9··oat....>..--E...
 00000550:·9633·8ea1·a18d·913e·0000·2d2d·5396·04b9··.3.....>..--S...
 00000560:·9634·936f·6693·3133·8ea1·8d91·3e00·0062··.4.of.13....>..b
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./usr/share/doc/axiom-doc/src/input/algfacob.input.dvi.gz
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algfacob.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 621 lines modifiedOffset 12, 621 lines modified
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./usr/share/doc/axiom-doc/src/input/alist.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/allfact.input.dvi.gz
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allfact.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/arith.input.dvi.gz
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arith.input.dvi
    
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 00000360:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on.
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 00000450:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000460:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2
 00000470:·2991·0973·2c32·3532·3732·8ea1·8d91·3e00··)..s,25272....>.
 00000480:·002d·2d52·9201·0898·d054·7970·653a·9104··.--R.....Type:..
 00000490:·b996·506f·7369·7469·7665·496e·7465·6765··..PositiveIntege
 000004a0:·728e·a18d·913e·0000·2d2d·4591·04b9·9632··r....>..--E....2
 000004b0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....3
 000004c0:·936f·6693·3235·8ea1·8d91·3e00·0032·3334··.of.25....>..234
 000004d0:·5e31·3038·8ea1·8d91·3e00·002d·2d52·8ea1··^108....>..--R..
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00000470:·2832·2991·0973·2c32·3532·3732·8ea1·8d91··(2)..s,25272.... 
00000480:·3e00·002d·2d52·9201·0898·d054·7970·653a··>..--R.....Type: 
00000490:·9104·b996·506f·7369·7469·7665·496e·7465··....PositiveInte 
000004a0:·6765·728e·a18d·913e·0000·2d2d·4591·04b9··ger....>..--E... 
000004b0:·9632·8ea1·a18d·913e·0000·2d2d·5396·04b9··.2.....>..--S... 
000004c0:·9633·936f·6693·3235·8ea1·8d91·3e00·0032··.3.of.25....>..2 
000004d0:·3334·5e31·3038·8ea1·8d91·3e00·002d·2d52··34^108....>..--R 
000004e0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
000004f0:·002d·2d52·910e·2cc2·2833·298e·a18d·913e··.--R..,.(3)....>000004f0:·2d52·910e·2cc2·2833·298e·a18d·913e·0000··-R..,.(3)....>..
00000500:·0000·2d2d·5291·0973·2c37·3530·3433·3431··..--R..s,750434100000500:·2d2d·5291·0973·2c37·3530·3433·3431·3639··--R..s,750434169
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00000520:·3039·3739·3130·3234·3237·3839·3431·3533··097910242789415300000520:·3739·3130·3234·3237·3839·3431·3533·3037··7910242789415307
00000530:·3037·3237·3935·3539·3334·3039·3036·3533··072795593409065300000530:·3237·3935·3539·3334·3039·3036·3533·3830··2795593409065380
00000540:·3830·3530·3630·3131·3136·3531·3534·3436··805060111651544600000540:·3530·3630·3131·3136·3531·3534·3436·3733··5060111651544673
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00000560:·910e·2cc2·3038·3833·3030·3437·3536·3935··..,.08830047569500000560:·2cc2·3038·3833·3030·3437·3536·3935·3732··,.08830047569572
00000570:·3732·3338·3638·3531·3935·3339·3233·3735··723868519539237500000570:·3338·3638·3531·3935·3339·3233·3735·3337··3868519539237537
00000580:·3337·3139·3135·3338·3135·3038·3130·3032··371915381508100200000580:·3139·3135·3338·3135·3038·3130·3032·3136··1915381508100216
00000590:·3136·3630·3235·3137·3230·3230·3934·3838··166025172020948800000590:·3630·3235·3137·3230·3230·3934·3838·3537··6025172020948857
000005a0:·3537·3731·3239·3930·3631·3730·3832·395f··577129906170829_000005a0:·3731·3239·3930·3631·3730·3832·395f·8ea1··7129906170829_..
000005b0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·3330··....>..--R..,.30000005b0:·8d91·3e00·002d·2d52·910e·2cc2·3330·3531··..>..--R..,.3051
000005c0:·3531·3639·3131·3734·3935·3933·3935·3133··5169117495939513000005c0:·3639·3131·3734·3935·3933·3935·3133·3632··6911749593951362
000005d0:·3632·3631·3134·3537·3739·3830·3031·3035··6261145779800105000005d0:·3631·3134·3537·3739·3830·3031·3035·3033··6114577980010503
000005e0:·3033·3734·3430·3937·3331·3332·3530·3935··0374409731325095000005e0:·3734·3430·3937·3331·3332·3530·3935·3339··7440973132509539
000005f0:·3339·3530·3831·3438·3834·3535·3330·3139··3950814884553019000005f0:·3530·3831·3438·3834·3535·3330·3139·3830··5081488455301980
00000600:·3830·3337·3634·3336·325f·8ea1·8d91·3e00··803764362_....>.00000600:·3337·3634·3336·325f·8ea1·8d91·3e00·002d··3764362_....>..-
00000610:·002d·2d52·910e·2cc2·3738·3137·3737·3330··.--R..,.7817773000000610:·2d52·910e·2cc2·3738·3137·3737·3330·3931··-R..,.7817773091
00000620:·3931·3537·3633·3137·3639·3636·3034·3539··915763176966045900000620:·3537·3633·3137·3639·3636·3034·3539·3331··5763176966045931
00000630:·3331·3932·3936·8ea1·8d91·3e00·002d·2d52··319296....>..--R00000630:·3932·3936·8ea1·8d91·3e00·002d·2d52·9201··9296....>..--R..
00000640:·9201·0898·d054·7970·653a·9104·b996·506f··.....Type:....Po00000640:·0898·d054·7970·653a·9104·b996·506f·7369··...Type:....Posi
00000650:·7369·7469·7665·496e·7465·6765·728e·a18d··sitiveInteger...00000650:·7469·7665·496e·7465·6765·728e·a18d·913e··tiveInteger....>
00000660:·913e·0000·2d2d·4591·04b9·9633·8ea1·a18d··.>..--E....3....00000660:·0000·2d2d·4591·04b9·9633·8ea1·a18d·913e··..--E....3.....>
00000670:·913e·0000·2d2d·5396·04b9·9634·936f·6693··.>..--S....4.of.00000670:·0000·2d2d·5396·04b9·9634·936f·6693·3235··..--S....4.of.25
00000680:·3235·8ea1·8d91·3e00·0066·6163·746f·7291··25....>..factor.00000680:·8ea1·8d91·3e00·0066·6163·746f·7291·04b9··....>..factor...
00000690:·04b9·9625·8ea1·8d91·3e00·002d·2d52·8ea1··...%....>..--R..00000690:·9625·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··.%....>..--R....
000006a0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-000006a0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
000006b0:·2d52·912a·8646·3130·3891·04b9·9632·3136··-R.*.F108....216000006b0:·912a·8646·3130·3891·04b9·9632·3136·9109··.*.F108....216..
000006c0:·9109·732c·3130·388e·a18d·913e·0000·2d2d··..s,108....>..--000006c0:·732c·3130·388e·a18d·913e·0000·2d2d·5296··s,108....>..--R.
000006d0:·5296·0e2c·c228·3429·9109·732c·3293·3393··R..,.(4)..s,2.3.000006d0:·0e2c·c228·3429·9109·732c·3293·3393·3133··.,.(4)..s,2.3.13
000006e0:·3133·8e8e·9f1e·0000·8d8d·9201·0380·00c2··13..............000006e0:·8e8e·9f1e·0000·8d8d·9201·0380·00c2·338e··..............3.
000006f0:·338e·8e8e·8c8b·0000·0004·0000·0000·0000··3...............000006f0:·8e8e·8c8b·0000·0004·0000·0000·0000·0000··................
00000700:·0000·0000·0000·0000·0000·0000·0000·0000··................00000700:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000720:·0213·a002·7900·008d·a0fd·a300·00a0·023f··....y..........?00000720:·a002·7900·008d·a0fd·a300·00a0·023f·0000··..y..........?..
00000730:·0000·8da0·fde4·0000·8d91·3e00·00dc·2d2d··..........>...--00000730:·8da0·fde4·0000·8d91·3e00·00dc·2d2d·5292··........>...--R.
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24.9 KB
./usr/share/doc/axiom-doc/src/input/array1.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000090:·37f3·22de·9119·c600·1147·ae00·1147·ae00··7."......G...G..00000090:·37f3·22de·9119·c600·1147·ae00·1147·ae00··7."......G...G..
Offset 12, 184 lines modifiedOffset 12, 184 lines modified
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000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7461·7272·6190·8c71·7931··put..7tarra..qy1000000d0:·7075·7491·0537·7461·7272·6190·8c71·7931··put..7tarra..qy1
000000e0:·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d··.input..".......000000e0:·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d··.input..".......
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00000100:·0c00·0000·0563·6d72·3132·ce54·696d·6f74··.....cmr12.Timot00000100:·0c00·0000·0563·6d72·3132·ce54·696d·6f74··.....cmr12.Timot
00000110:·6890·ac72·7991·03ea·a844·616c·798e·8e8e··h..ry....Daly...00000110:·6890·ac72·7991·03ea·a844·616c·798e·8e8e··h..ry....Daly...
00000120:·8e8e·9f17·888b·8d92·00d7·bc64·4691·ff05··...........dF...00000120:·8e8e·9f17·666a·8d92·00da·2f0d·4a61·6e90··....fj..../.Jan.
00000130:·5665·6272·7561·7279·9603·eaa8·3230·2c93··Vebruary....20,.00000130:·ac72·7561·7279·9603·eaa8·3230·2c93·3230··.ruary....20,.20
00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.00000140:·3234·8e9f·2400·018d·9200·f1a1·4bf3·2d74··24..$.......K.-t
00000150:·2d74·0c89·3a00·0900·0000·0900·0000·0563··-t..:..........c00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb
00000160:·6d62·7839·d841·6273·7472·6163·748e·9f0f··mbx9.Abstract...00000160:·7839·d841·6273·7472·6163·748e·9f0f·acd1··x9.Abstract.....
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f317··................00000170:·8e9f·1e00·008d·8d92·0103·8000·f317·4bf1··..............K.
00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·6079·000a·0000·000a·0000·0005·636d·7231··`y..........cmr1
00000190:·7231·30c2·318e·8e8e·8c8b·0000·0002·0000··r10.1...........00000190:·30c2·318e·8e8e·8c8b·0000·0002·0000·0000··0.1.............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......000001c0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y.........
000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.000001d0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...
000001e0:·00f3·2fc2·d64e·a000·0e66·6600·0c00·0000··../..N...ff.....000001e0:·2fc2·d64e·a000·0e66·6600·0c00·0000·0663··/..N...ff......c
000001f0:·0663·6d62·7831·32da·436f·6e95·8ccc·7465··.cmbx12.Con...te000001f0:·6d62·7831·32da·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten.
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00000130:·5665·6272·7561·7279·9603·eaa8·3230·2c93··Vebruary....20,.00000130:·ac72·7561·7279·9603·eaa8·3230·2c93·3230··.ruary....20,.20
00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.00000140:·3234·8e9f·2400·018d·9200·f1a1·4bf3·2d74··24..$.......K.-t
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00000160:·6d62·7839·d841·6273·7472·6163·748e·9f0f··mbx9.Abstract...00000160:·7839·d841·6273·7472·6163·748e·9f0f·acd1··x9.Abstract.....
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00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·6079·000a·0000·000a·0000·0005·636d·7231··`y..........cmr1
00000190:·7231·30c2·318e·8e8e·8c8b·0000·0002·0000··r10.1...........00000190:·30c2·318e·8e8e·8c8b·0000·0002·0000·0000··0.1.............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......000001c0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y.........
000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.000001d0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...
000001e0:·00f3·2fc2·d64e·a000·0e66·6600·0c00·0000··../..N...ff.....000001e0:·2fc2·d64e·a000·0e66·6600·0c00·0000·0663··/..N...ff......c
000001f0:·0663·6d62·7831·32da·436f·6e95·8ccc·7465··.cmbx12.Con...te000001f0:·6d62·7831·32da·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten.
00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............00000200:·7473·8e8e·9f1e·0000·8d8d·9201·0380·00c2··ts..............
00000210:·00c2·328e·8e8e·8c8b·0000·0003·0000·0000··..2.............00000210:·328e·8e8e·8c8b·0000·0003·0000·0000·0000··2...............
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0199·a002·7900·008d·a0fd·a300·00a0··......y.........00000240:·0197·a002·7900·008d·a0fd·a300·00a0·023f··....y..........?
00000250:·023f·0000·8da0·fde4·0000·8d8d·913e·0000··.?...........>..00000250:·0000·8da0·fde4·0000·8d8d·913e·0000·da31··...........>...1
00000260:·da31·8e91·564c·cb4c·6963·656e·7365·8e9f··.1..VL.License..00000260:·8e91·564c·cb4c·6963·656e·7365·8e9f·15e7··..VL.License....
00000270:·15e7·1ba4·0c00·008d·9176·e7cf·f330·1af2··.........v...0..00000270:·1ba4·0c00·008d·9176·e7cf·f330·1af2·2256··.......v...0.."V
00000280:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx00000280:·000a·0000·000a·0000·0006·636d·6278·3130··..........cmbx10
00000290:·3130·db7c·9603·d554·6c69·6365·6e73·6593··10.|...Tlicense.00000290:·db7c·9603·d554·6c69·6365·6e73·6593·7c8e··.|...Tlicense.|.
000002a0:·7c8e·a911·5da2·8d91·3e00·00f3·31df·a44e··|...]...>...1..N000002a0:·a911·5da2·8d91·3e00·00f3·31df·a44e·0000··..]...>...1..N..
000002b0:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt9000002b0:·0900·0000·0900·0000·0563·6d74·7439·dc2d··.........cmtt9.-
000002c0:·dc2d·2d43·6f70·7972·6967·6874·9604·b996··.--Copyright....000002c0:·2d43·6f70·7972·6967·6874·9604·b996·5468··-Copyright....Th
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00000300:·a18d·9176·e7cf·db7c·7c7c·2d8e·a1a1·8d91··...v...|||-.....00000300:·9176·e7cf·db7c·7c7c·2d8e·a1a1·8d91·76e7··.v...|||-.....v.
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00000320:·0000·dc29·7365·7496·04b9·9662·7265·616b··...)set....break00000320:·dc29·7365·7496·04b9·9662·7265·616b·9372··.)set....break.r
00000330:·9372·6573·756d·658e·a40b·0000·8d91·3e00··.resume.......>.00000330:·6573·756d·658e·a40b·0000·8d91·3e00·0029··esume.......>..)
00000340:·0029·7370·6f6f·6c91·04b9·9661·7272·6f77··.)spool....arrow00000340:·7370·6f6f·6c91·04b9·9661·7272·6f77·732e··spool....arrows.
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00000390:·6f93·6f66·668e·a18d·913e·0000·2963·6c65··o.off....>..)cle00000390:·6f66·668e·a18d·913e·0000·2963·6c65·6172··off....>..)clear
000003a0:·6172·9104·b996·616c·6c8e·a1a1·8d91·3e00··ar....all.....>.000003a0:·9104·b996·616c·6c8e·a1a1·8d91·3e00·002d··....all.....>..-
000003b0:·002d·2d53·9604·b996·3193·6f66·9333·8ea1··.--S....1.of.3..000003b0:·2d53·9604·b996·3193·6f66·9333·8ea1·8d91··-S....1.of.3....
000003c0:·8d91·3e00·0061·7272·6f77·416e·676c·653a··..>..arrowAngle:000003c0:·3e00·0061·7272·6f77·416e·676c·653a·3d25··>..arrowAngle:=%
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000003e0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.000003e0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
000003f0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..000003f0:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,.
00000400:·2cc2·2831·2991·0973·2c32·2e38·3237·3433··,.(1)..s,2.8274300000400:·2831·2991·0973·2c32·2e38·3237·3433·3333··(1)..s,2.8274333
00000410:·3333·3838·3233·3038·3134·8ea1·8d91·3e00··3388230814....>.00000410:·3838·3233·3038·3134·8ea1·8d91·3e00·002d··88230814....>..-
00000420:·002d·2d52·9201·1b7f·2854·7970·653a·9104··.--R....(Type:..00000420:·2d52·9201·1b7f·2854·7970·653a·9104·b996··-R....(Type:....
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00000440:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1....00000440:·0000·2d2d·4591·04b9·9631·8ea1·a18d·913e··..--E....1.....>
00000450:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of.00000450:·0000·2d2d·5396·04b9·9632·936f·6693·338e··..--S....2.of.3.
00000460:·338e·a18d·913e·0000·6172·726f·7753·6361··3....>..arrowSca00000460:·a18d·913e·0000·6172·726f·7753·6361·6c65··...>..arrowScale
00000470:·6c65·3a3d·302e·3240·5346·8ea1·8d91·3e00··le:=0.2@SF....>.00000470:·3a3d·302e·3240·5346·8ea1·8d91·3e00·002d··:=0.2@SF....>..-
00000480:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..00000480:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....
00000490:·8d91·3e00·002d·2d52·910e·2cc2·2832·2991··..>..--R..,.(2).00000490:·3e00·002d·2d52·910e·2cc2·2832·2991·0973··>..--R..,.(2)..s
000004a0:·0973·2c30·2e32·8ea1·8d91·3e00·002d·2d52··.s,0.2....>..--R000004a0:·2c30·2e32·8ea1·8d91·3e00·002d·2d52·9201··,0.2....>..--R..
000004b0:·9201·1b7f·2854·7970·653a·9104·b996·446f··....(Type:....Do000004b0:·1b7f·2854·7970·653a·9104·b996·446f·7562··..(Type:....Doub
000004c0:·7562·6c65·466c·6f61·748e·a18d·913e·0000··ubleFloat....>..000004c0:·6c65·466c·6f61·748e·a18d·913e·0000·2d2d··leFloat....>..--
000004d0:·2d2d·4591·04b9·9632·8ea1·a18d·913e·0000··--E....2.....>..000004d0:·4591·04b9·9632·8ea1·a18d·913e·0000·2d2d··E....2.....>..--
000004e0:·2d2d·5396·04b9·9633·936f·6693·338e·a18d··--S....3.of.3...000004e0:·5396·04b9·9633·936f·6693·338e·a18d·913e··S....3.of.3....>
000004f0:·913e·0000·6d61·6b65·4172·726f·7728·7031··.>..makeArrow(p1000004f0:·0000·6d61·6b65·4172·726f·7728·7031·2c70··..makeArrow(p1,p
00000500:·2c70·3229·9104·b996·3d3d·8ea1·8d91·50e6··,p2)....==....P.00000500:·3229·9104·b996·3d3d·8ea1·8d91·50e6·5864··2)....==....P.Xd
00000510:·5864·656c·7461·9112·e658·3a3d·7032·9104··Xdelta...X:=p2..00000510:·656c·7461·9112·e658·3a3d·7032·9104·b996··elta...X:=p2....
00000520:·b996·2d70·318e·a18d·9150·e658·6c65·6e91··..-p1....P.Xlen.00000520:·2d70·318e·a18d·9150·e658·6c65·6e91·1c59··-p1....P.Xlen..Y
00000530:·1c59·843a·3d96·04b9·9661·7272·6f77·5363··.Y.:=....arrowSc00000530:·843a·3d96·04b9·9661·7272·6f77·5363·616c··.:=....arrowScal
00000540:·616c·6593·2a93·6c65·6e67·7468·9364·656c··ale.*.length.del00000540:·6593·2a93·6c65·6e67·7468·9364·656c·7461··e.*.length.delta
00000550:·7461·8ea1·8d91·50e6·5874·6865·7461·9604··ta....P.Xtheta..00000550:·8ea1·8d91·50e6·5874·6865·7461·9604·b996··....P.Xtheta....
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00000570:·312c·9364·656c·7461·2e32·298e·a18d·9150··1,.delta.2)....P00000570:·9364·656c·7461·2e32·298e·a18d·9150·e658··.delta.2)....P.X
00000580:·e658·6331·3a3d·9104·b996·6c65·6e2a·636f··.Xc1:=....len*co00000580:·6331·3a3d·9104·b996·6c65·6e2a·636f·7328··c1:=....len*cos(
00000590:·7328·7468·6574·612b·6172·726f·7741·6e67··s(theta+arrowAng00000590:·7468·6574·612b·6172·726f·7741·6e67·6c65··theta+arrowAngle
000005a0:·6c65·298e·a18d·9150·e658·7331·3a3d·9104··le)....P.Xs1:=..000005a0:·298e·a18d·9150·e658·7331·3a3d·9104·b996··)....P.Xs1:=....
000005b0:·b996·6c65·6e2a·7369·6e28·7468·6574·612b··..len*sin(theta+000005b0:·6c65·6e2a·7369·6e28·7468·6574·612b·6172··len*sin(theta+ar
000005c0:·6172·726f·7741·6e67·6c65·298e·a18d·9150··arrowAngle)....P000005c0:·726f·7741·6e67·6c65·298e·a18d·9150·e658··rowAngle)....P.X
000005d0:·e658·6332·3a3d·9104·b996·6c65·6e2a·636f··.Xc2:=....len*co000005d0:·6332·3a3d·9104·b996·6c65·6e2a·636f·7328··c2:=....len*cos(
000005e0:·7328·7468·6574·612d·6172·726f·7741·6e67··s(theta-arrowAng000005e0:·7468·6574·612d·6172·726f·7741·6e67·6c65··theta-arrowAngle
000005f0:·6c65·298e·a18d·9150·e658·7332·3a3d·9104··le)....P.Xs2:=..000005f0:·298e·a18d·9150·e658·7332·3a3d·9104·b996··)....P.Xs2:=....
00000600:·b996·6c65·6e2a·7369·6e28·7468·6574·612d··..len*sin(theta-00000600:·6c65·6e2a·7369·6e28·7468·6574·612d·6172··len*sin(theta-ar
00000610:·6172·726f·7741·6e67·6c65·298e·a18d·9150··arrowAngle)....P00000610:·726f·7741·6e67·6c65·298e·a18d·9150·e658··rowAngle)....P.X
00000620:·e658·7a3a·3d91·04b9·9670·322e·332a·2831··.Xz:=....p2.3*(100000620:·7a3a·3d91·04b9·9670·322e·332a·2831·2d61··z:=....p2.3*(1-a
00000630:·2d61·7272·6f77·5363·616c·6529·8ea1·8d91··-arrowScale)....00000630:·7272·6f77·5363·616c·6529·8ea1·8d91·50e6··rrowScale)....P.
00000640:·50e6·5870·333a·3d70·6f69·6e74·5b70·322e··P.Xp3:=point[p2.00000640:·5870·333a·3d70·6f69·6e74·5b70·322e·312b··Xp3:=point[p2.1+
00000650:·312b·6331·2c70·322e·322b·7331·2c7a·2c70··1+c1,p2.2+s1,z,p00000650:·6331·2c70·322e·322b·7331·2c7a·2c70·322e··c1,p2.2+s1,z,p2.
00000660:·322e·345d·8ea1·8d91·50e6·5870·343a·3d70··2.4]....P.Xp4:=p00000660:·345d·8ea1·8d91·50e6·5870·343a·3d70·6f69··4]....P.Xp4:=poi
00000670:·6f69·6e74·5b70·322e·312b·6332·2c70·322e··oint[p2.1+c2,p2.00000670:·6e74·5b70·322e·312b·6332·2c70·322e·322b··nt[p2.1+c2,p2.2+
00000680:·322b·7332·2c7a·2c70·322e·345d·8ea1·8d91··2+s2,z,p2.4]....00000680:·7332·2c7a·2c70·322e·345d·8ea1·8d91·50e6··s2,z,p2.4]....P.
00000690:·50e6·585b·5b70·312c·7032·2c70·335d·2c5b··P.X[[p1,p2,p3],[00000690:·585b·5b70·312c·7032·2c70·335d·2c5b·7032··X[[p1,p2,p3],[p2
000006a0:·7032·2c70·345d·5d8e·a18d·913e·0000·2d2d··p2,p4]]....>..--000006a0:·2c70·345d·5d8e·a18d·913e·0000·2d2d·528e··,p4]]....>..--R.
000006b0:·528e·a18d·913e·0000·2d2d·5292·013c·9242··R....>..--R..<.B000006b0:·a18d·913e·0000·2d2d·5292·013c·9242·5479··...>..--R..<.BTy
000006c0:·5479·7065·3a91·04b9·9656·6f69·648e·a18d··Type:....Void...000006c0:·7065·3a91·04b9·9656·6f69·648e·a18d·913e··pe:....Void....>
000006d0:·913e·0000·2d2d·4591·04b9·9633·8ea1·8d91··.>..--E....3....000006d0:·0000·2d2d·4591·04b9·9633·8ea1·8d91·3e00··..--E....3....>.
000006e0:·3e00·0029·7370·6f6f·6c8e·a18d·913e·0000··>..)spool....>..000006e0:·0029·7370·6f6f·6c8e·a18d·913e·0000·296c··.)spool....>..)l
000006f0:·296c·6973·7091·04b9·9628·6279·6529·8e8e··)lisp....(bye)..000006f0:·6973·7091·04b9·9628·6279·6529·8e8e·9f1e··isp....(bye)....
00000700:·9f1e·0000·8d8d·9201·0380·00c2·338e·8e8e··............3...00000700:·0000·8d8d·9201·0380·00c2·338e·8e8e·8c8b··..........3.....
00000710:·8c8b·0000·0004·0000·0000·0000·0000·0000··................00000710:·0000·0004·0000·0000·0000·0000·0000·0000··................
00000720:·0000·0000·0000·0000·0000·0000·0000·0000··................00000720:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000730:·0000·0000·0000·0000·0000·0000·0217·a002··................00000730:·0000·0000·0000·0000·0000·0215·a002·7900··..............y.
00000740:·7900·008d·a0fd·a300·00a0·023f·0000·8da0··y..........?....00000740:·008d·a0fd·a300·00a0·023f·0000·8da0·fde4··.........?......
00000750:·fde4·0000·9f14·0000·8d91·76e7·cfdb·7c7c··..........v...||00000750:·0000·9f14·0000·8d91·76e7·cfdb·7c7c·7c2d··........v...|||-
00000760:·7c2d·8e8e·9f1e·0000·8d8d·9201·0380·00c2··|-..............00000760:·8e8e·9f1e·0000·8d8d·9201·0380·00c2·348e··..............4.
00000770:·348e·8e8e·8c8b·0000·0005·0000·0000·0000··4...............00000770:·8e8e·8c8b·0000·0005·0000·0000·0000·0000··................
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275 KB
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30.0 KB
./usr/share/doc/axiom-doc/src/input/assign.input.dvi
    
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000000d0:·7075·7491·0537·7462·6274·7265·652e·696e··put..7tbbtree.in000000d0:·7075·7491·0537·7462·6274·7265·652e·696e··put..7tbbtree.in
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00000100:·0005·636d·7231·32ce·5469·6d6f·7468·90ac··..cmr12.Timoth..00000100:·0005·636d·7231·32ce·5469·6d6f·7468·90ac··..cmr12.Timoth..
00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
00000120:·1788·8b8d·9200·d7bc·6446·91ff·0556·6562··........dF...Veb00000120:·1766·6a8d·9200·da2f·0d4a·616e·90ac·7275··.fj..../.Jan..ru
00000130:·7275·6172·7996·03ea·a832·302c·9332·3032··ruary....20,.20200000130:·6172·7996·03ea·a832·302c·9332·3032·348e··ary....20,.2024.
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00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx00000150:·0009·0000·0009·0000·0005·636d·6278·39d8··..........cmbx9.
00000160:·39d8·4162·7374·7261·6374·8e9f·0fac·d18e··9.Abstract......00000160:·4162·7374·7261·6374·8e9f·0fac·d18e·9f1e··Abstract........
00000170:·9f1e·0000·8d8d·9201·0380·00f3·174b·f160··.............K.`00000170:·0000·8d8d·9201·0380·00f3·174b·f160·7900··...........K.`y.
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00000190:·c231·8e8e·8e8c·8b00·0000·0200·0000·0000··.1..............00000190:·8e8e·8e8c·8b00·0000·0200·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
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000001e0:·c2d6·4ea0·000e·6666·000c·0000·0006·636d··..N...ff......cm000001e0:·4ea0·000e·6666·000c·0000·0006·636d·6278··N...ff......cmbx
000001f0:·6278·3132·da43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t000001f0:·3132·da43·6f6e·958c·cc74·656e·9374·738e··12.Con...ten.ts.
00000200:·738e·8e9f·1e00·008d·8d92·0103·8000·c232··s..............200000200:·8e9f·1e00·008d·8d92·0103·8000·c232·8e8e··.............2..
00000210:·8e8e·8e8c·8b00·0000·0300·0000·0000·0000··................00000210:·8e8c·8b00·0000·0300·0000·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0001··................00000230:·0000·0000·0000·0000·0000·0000·0001·94a0··................
00000240:·96a0·0279·0000·8da0·fda3·0000·a002·3f00··...y..........?.00000240:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...
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00000260:·9156·4ccb·4c69·6365·6e73·658e·9f15·e71b··.VL.License.....00000260:·4ccb·4c69·6365·6e73·658e·9f15·e71b·a40c··L.License.......
00000270:·a40c·0000·8d91·76e7·cff3·301a·f222·5600··......v...0.."V.00000270:·0000·8d91·76e7·cff3·301a·f222·5600·0a00··....v...0.."V...
00000280:·0a00·0000·0a00·0000·0663·6d62·7831·30db··.........cmbx10.00000280:·0000·0a00·0000·0663·6d62·7831·30db·7c96··.......cmbx10.|.
00000290:·7c96·03d5·546c·6963·656e·7365·937c·8ea9··|...Tlicense.|..00000290:·03d5·546c·6963·656e·7365·937c·8ea9·115d··..Tlicense.|...]
000002a0:·115d·a28d·913e·0000·f331·dfa4·4e00·0009··.]...>...1..N...000002a0:·a28d·913e·0000·f331·dfa4·4e00·0009·0000··...>...1..N.....
000002b0:·0000·0009·0000·0005·636d·7474·39dc·2d2d··........cmtt9.--000002b0:·0009·0000·0005·636d·7474·39dc·2d2d·436f··......cmtt9.--Co
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000002d0:·934e·756d·6572·6963·616c·9341·6c67·6f72··.Numerical.Algor000002d0:·756d·6572·6963·616c·9341·6c67·6f72·6974··umerical.Algorit
000002e0:·6974·686d·7393·4772·6f75·7093·4c69·6d69··ithms.Group.Limi000002e0:·686d·7393·4772·6f75·7093·4c69·6d69·7465··hms.Group.Limite
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00000340:·706f·6f6c·9104·b996·6262·7472·6565·2e6f··pool....bbtree.o00000340:·6f6c·9104·b996·6262·7472·6565·2e6f·7574··ol....bbtree.out
00000350:·7574·7075·748e·a18d·913e·0000·2973·6574··utput....>..)set00000350:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set..
00000360:·9604·b996·6d65·7373·6167·6593·7465·7374··....message.test00000360:·b996·6d65·7373·6167·6593·7465·7374·936f··..message.test.o
00000370:·936f·6e8e·a18d·913e·0000·2973·6574·9604··.on....>..)set..00000370:·6e8e·a18d·913e·0000·2973·6574·9604·b996··n....>..)set....
00000380:·b996·6d65·7373·6167·6593·6175·746f·936f··..message.auto.o00000380:·6d65·7373·6167·6593·6175·746f·936f·6666··message.auto.off
00000390:·6666·8ea1·8d91·3e00·0029·636c·6561·7291··ff....>..)clear.00000390:·8ea1·8d91·3e00·0029·636c·6561·7291·04b9··....>..)clear...
000003a0:·04b9·9661·6c6c·8ea1·a18d·913e·0000·2d2d··...all.....>..--000003a0:·9661·6c6c·8ea1·a18d·913e·0000·2d2d·5396··.all.....>..--S.
000003b0:·5396·04b9·9631·936f·6693·3130·8ea1·8d91··S....1.of.10....000003b0:·04b9·9631·936f·6693·3130·8ea1·8d91·3e00··...1.of.10....>.
000003c0:·3e00·006c·6d96·04b9·963a·3d93·5b33·2c35··>..lm....:=.[3,5000003c0:·006c·6d96·04b9·963a·3d93·5b33·2c35·2c37··.lm....:=.[3,5,7
000003d0:·2c37·2c31·315d·8ea1·8d91·3e00·002d·2d52··,7,11]....>..--R000003d0:·2c31·315d·8ea1·8d91·3e00·002d·2d52·8ea1··,11]....>..--R..
000003e0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.000003e0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
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00000410:·2d2d·5292·00ec·3f4c·5479·7065·3a91·04b9··--R...?LType:...00000410:·5292·00ec·3f4c·5479·7065·3a91·04b9·964c··R...?LType:....L
00000420:·964c·6973·7428·506f·7369·7469·7665·496e··.List(PositiveIn00000420:·6973·7428·506f·7369·7469·7665·496e·7465··ist(PositiveInte
00000430:·7465·6765·7229·8ea1·8d91·3e00·002d·2d45··teger)....>..--E00000430:·6765·7229·8ea1·8d91·3e00·002d·2d45·9104··ger)....>..--E..
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00000460:·0000·6d6f·6454·7265·6528·3132·2c6c·6d29··..modTree(12,lm)00000460:·6d6f·6454·7265·6528·3132·2c6c·6d29·8ea1··modTree(12,lm)..
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00000490:·2cc2·2832·2991·0973·2c5b·302c·322c·352c··,.(2)..s,[0,2,5,00000490:·2832·2991·0973·2c5b·302c·322c·352c·315d··(2)..s,[0,2,5,1]
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000004b0:·fc54·7970·653a·9104·b996·4c69·7374·2849··.Type:....List(I000004b0:·7970·653a·9104·b996·4c69·7374·2849·6e74··ype:....List(Int
000004c0:·6e74·6567·6572·298e·a18d·913e·0000·2d2d··nteger)....>..--000004c0:·6567·6572·298e·a18d·913e·0000·2d2d·4591··eger)....>..--E.
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000004f0:·3e00·0074·9604·b996·3a3d·9362·616c·616e··>..t....:=.balan000004f0:·0074·9604·b996·3a3d·9362·616c·616e·6365··.t....:=.balance
00000500:·6365·6442·696e·6172·7954·7265·6528·236c··cedBinaryTree(#l00000500:·6442·696e·6172·7954·7265·6528·236c·6d2c··dBinaryTree(#lm,
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00000550:·5d8e·a18d·913e·0000·2d2d·5292·009b·ec56··]....>..--R....V00000550:·a18d·913e·0000·2d2d·5292·009b·ec56·5479··...>..--R....VTy
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00000570:·6442·696e·6172·7954·7265·6528·4e6f·6e4e··dBinaryTree(NonN00000570:·696e·6172·7954·7265·6528·4e6f·6e4e·6567··inaryTree(NonNeg
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000005c0:·6176·6573·2128·742c·6c6d·298e·a18d·913e··aves!(t,lm)....>000005c0:·6573·2128·742c·6c6d·298e·a18d·913e·0000··es!(t,lm)....>..
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000005f0:·9109·732c·5b5b·332c·302c·355d·2c30·2c5b··..s,[[3,0,5],0,[000005f0:·732c·5b5b·332c·302c·355d·2c30·2c5b·372c··s,[[3,0,5],0,[7,
00000600:·372c·302c·3131·5d5d·8ea1·8d91·3e00·002d··7,0,11]]....>..-00000600:·302c·3131·5d5d·8ea1·8d91·3e00·002d·2d52··0,11]]....>..--R
00000610:·2d52·9200·9bec·5654·7970·653a·9104·b996··-R....VType:....00000610:·9200·9bec·5654·7970·653a·9104·b996·4261··....VType:....Ba
00000620:·4261·6c61·6e63·6564·4269·6e61·7279·5472··BalancedBinaryTr00000620:·6c61·6e63·6564·4269·6e61·7279·5472·6565··lancedBinaryTree
00000630:·6565·284e·6f6e·4e65·6761·7469·7665·496e··ee(NonNegativeIn00000630:·284e·6f6e·4e65·6761·7469·7665·496e·7465··(NonNegativeInte
00000640:·7465·6765·7229·8ea1·8d91·3e00·002d·2d45··teger)....>..--E00000640:·6765·7229·8ea1·8d91·3e00·002d·2d45·9104··ger)....>..--E..
00000650:·9104·b996·348e·a1a1·8d91·3e00·002d·2d53··....4.....>..--S00000650:·b996·348e·a1a1·8d91·3e00·002d·2d53·9604··..4.....>..--S..
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00000690:·8c8b·0000·0004·0000·0000·0000·0000·0000··................00000690:·0000·0004·0000·0000·0000·0000·0000·0000··................
000006a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000006a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
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./usr/share/doc/axiom-doc/src/input/bern.input.dvi
    
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Offset 12, 67 lines modifiedOffset 12, 67 lines modified
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000004d0:·dfdf·dfdf································....000004d0:·dfdf·dfdf································....
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./usr/share/doc/axiom-doc/src/input/bernpoly.input.dvi
    
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Offset 12, 106 lines modifiedOffset 12, 106 lines modified
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besselk.input.dvi
    
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Offset 12, 631 lines modifiedOffset 12, 631 lines modified
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 000006c0:·6f6e·2845·7870·7265·7373·696f·6e28·496e··on(Expression(In
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 00000700:·a18d·913e·0000·6c69·6d69·7428·4428·6265··...>..limit(D(be
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16.3 KB
./usr/share/doc/axiom-doc/src/input/bezout.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 119 lines modifiedOffset 12, 119 lines modified
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 00000520:·436f·6d70·6c65·7828·4578·7072·6573·7369··Complex(Expressi
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 00000580:·8ea1·8d91·3e00·0071·3a51·3a3d·7175·6174··....>..q:Q:=quat
 00000590:·6572·6e28·7130·2c71·312c·7132·2c71·3329··ern(q0,q1,q2,q3)
 000005a0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
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Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 256 lines modifiedOffset 12, 256 lines modified
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000003a0:·616c·6c8e·a1a1·8d91·3e00·002d·2d53·9604··all.....>..--S.. 
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000003e0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
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 00000520:·a18d·913e·0000·2d2d·5396·04b9·9633·936f··...>..--S....3.o
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 00000550:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 00000560:·2d2d·5291·0e2c·c228·3329·9109·732c·7472··--R..,.(3)..s,tr
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000005b0:·9634·936f·6693·3137·8ea1·8d91·3e00·0075··.4.of.17....>..u 
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./usr/share/doc/axiom-doc/src/input/bouquet.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 196 lines modifiedOffset 12, 196 lines modified
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 00000580:·2991·0973·2c5b·5d8e·a18d·913e·0000·2d2d··)..s,[]....>..--
 00000590:·5292·00d9·58f4·5479·7065·3a91·04b9·9642··R...X.Type:....B
 000005a0:·696e·6172·7953·6561·7263·6854·7265·6528··inarySearchTree(
 000005b0:·496e·7465·6765·7229·8ea1·8d91·3e00·002d··Integer)....>..-
 000005c0:·2d45·9104·b996·338e·a1a1·8d91·3e00·002d··-E....3.....>..-
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 000005e0:·913e·0000·7431·9604·b996·3a3d·9369·6e73··.>..t1....:=.ins
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 00000600:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 00000610:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..
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00000640:·9104·b996·4269·6e61·7279·5365·6172·6368··....BinarySearch00000640:·b996·4269·6e61·7279·5365·6172·6368·5472··..BinarySearchTr
00000650:·5472·6565·2849·6e74·6567·6572·298e·a18d··Tree(Integer)...00000650:·6565·2849·6e74·6567·6572·298e·a18d·913e··ee(Integer)....>
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00000680:·3132·8ea1·8d91·3e00·0069·6e73·6572·7421··12....>..insert!00000680:·8ea1·8d91·3e00·0069·6e73·6572·7421·2833··....>..insert!(3
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Max diff block lines reached; 6060/31147 bytes (19.46%) of diff not shown.
21.9 KB
./usr/share/doc/axiom-doc/src/input/bug100.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 162 lines modifiedOffset 12, 162 lines modified
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Offset 12, 111 lines modifiedOffset 12, 111 lines modified
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21.8 KB
./usr/share/doc/axiom-doc/src/input/bug103.input.dvi
    
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Offset 12, 161 lines modifiedOffset 12, 161 lines modified
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000000d0:·7075·7491·0537·7462·7567·3130·332e·696e··put..7tbug103.in000000d0:·7075·7491·0537·7462·7567·3130·332e·696e··put..7tbug103.in
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15.6 KB
./usr/share/doc/axiom-doc/src/input/bug10312.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 115 lines modifiedOffset 12, 115 lines modified
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000005c0:·912f·3fdc·3130·911c·5984·3131·8ea1·8d91··./?.10..Y.11....000005c0:·3fdc·3130·911c·5984·3131·8ea1·8d91·3e00··?.10..Y.11....>.
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000005f0:·8ea1·8d91·3e00·002d·2d52·917a·d93c·5479··....>..--R.z.<Ty000005f0:·8d91·3e00·002d·2d52·917a·d93c·5479·7065··..>..--R.z.<Type
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00000610:·6554·6179·6c6f·7253·6572·6965·7328·4672··eTaylorSeries(Fr00000610:·6179·6c6f·7253·6572·6965·7328·4672·6163··aylorSeries(Frac
00000620:·6163·7469·6f6e·2849·6e74·6567·6572·292c··action(Integer),00000620:·7469·6f6e·2849·6e74·6567·6572·292c·6e2c··tion(Integer),n,
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00000650:·8ea1·8d91·3e00·0029·6c69·7370·9104·b996··....>..)lisp....00000650:·8d91·3e00·0029·6c69·7370·9104·b996·2862··..>..)lisp....(b
00000660:·2862·7965·298e·a19f·1400·008d·9176·e7cf··(bye)........v..00000660:·7965·298e·a19f·1400·008d·9176·e7cf·db7c··ye)........v...|
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000006d0:·da52·6566·6572·656e·6365·738e·9f15·e71b··.References.....000006d0:·6566·6572·656e·6365·738e·9f15·e71b·8d8d··eferences.......
000006e0:·8d8d·8d91·4300·01c2·5b31·5d8e·8e91·528e··....C...[1]...R.000006e0:·8d91·4300·01c2·5b31·5d8e·8e91·528e·3c6e··..C...[1]...R.<n
000006f0:·3c6e·6f74·6869·6e67·8e8e·9f1e·0000·8d8d··<nothing........000006f0:·6f74·6869·6e67·8e8e·9f1e·0000·8d8d·9201··othing..........
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Max diff block lines reached; -1/15906 bytes (-0.01%) of diff not shown.
16.4 KB
./usr/share/doc/axiom-doc/src/input/bug6357.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 121 lines modifiedOffset 12, 121 lines modified
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000000d0:·7075·7491·0537·7462·7567·3633·3537·2e69··put..7tbug6357.i000000d0:·7075·7491·0537·7462·7567·3633·3537·2e69··put..7tbug6357.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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00000330:·6573·756d·658e·a40b·0000·8d91·3e00·0029··esume.......>..)00000330:·756d·658e·a40b·0000·8d91·3e00·0029·7370··ume.......>..)sp
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000003d0:·6493·2872·6f75·6768·6c79·2993·7468·6174··d.(roughly).that000003d0:·2872·6f75·6768·6c79·2993·7468·6174·9373··(roughly).that.s
000003e0:·9373·7172·7428·312f·7829·3d31·2f73·7172··.sqrt(1/x)=1/sqr000003e0:·7172·7428·312f·7829·3d31·2f73·7172·7428··qrt(1/x)=1/sqrt(
000003f0:·7428·7829·2c8e·a18d·913e·0000·2d2d·9604··t(x),....>..--..000003f0:·7829·2c8e·a18d·913e·0000·2d2d·9604·b996··x),....>..--....
00000400:·b996·7768·6963·6893·6973·9377·726f·6e67··..which.is.wrong00000400:·7768·6963·6893·6973·9377·726f·6e67·9328··which.is.wrong.(
00000410:·9328·666f·7293·6578·616d·706c·652c·8ea1··.(for.example,..00000410:·666f·7293·6578·616d·706c·652c·8ea1·8d91··for.example,....
00000420:·8d91·3e00·002d·2d96·04b9·9673·7172·7428··..>..--....sqrt(00000420:·3e00·002d·2d96·04b9·9673·7172·7428·2d31··>..--....sqrt(-1
00000430:·2d31·2f32·2993·3d93·2569·2f73·7172·7428··-1/2).=.%i/sqrt(00000430:·2f32·2993·3d93·2569·2f73·7172·7428·3229··/2).=.%i/sqrt(2)
00000440:·3229·9321·3d93·312f·2825·692a·7371·7274··2).!=.1/(%i*sqrt00000440:·9321·3d93·312f·2825·692a·7371·7274·2832··.!=.1/(%i*sqrt(2
00000450:·2832·2929·933d·932d·2569·2f73·7172·7428··(2)).=.-%i/sqrt(00000450:·2929·933d·932d·2569·2f73·7172·7428·3229··)).=.-%i/sqrt(2)
00000460:·3229·8ea1·8d91·3e00·002d·2d53·9604·b996··2)....>..--S....00000460:·8ea1·8d91·3e00·002d·2d53·9604·b996·3193··....>..--S....1.
00000470:·3193·6f66·9332·8ea1·8d91·3e00·0073·7172··1.of.2....>..sqr00000470:·6f66·9332·8ea1·8d91·3e00·0073·7172·7428··of.2....>..sqrt(
00000480:·7428·2d31·2f32·298e·a18d·913e·0000·2d2d··t(-1/2)....>..--00000480:·2d31·2f32·298e·a18d·913e·0000·2d2d·528e··-1/2)....>..--R.
00000490:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>00000490:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
000004a0:·0000·2d2d·5291·2a86·462b·2d2d·2d2b·8ea1··..--R.*.F+---+..000004a0:·2d2d·5291·2a86·462b·2d2d·2d2b·8ea1·8d91··--R.*.F+---+....
 000004b0:·3e00·002d·2d52·9125·ccb0·5c7c·2d91·04b9··>..--R.%..\|-...
 000004c0:·9631·8ea1·8d91·3e00·002d·2d52·910e·2cc2··.1....>..--R..,.
 000004d0:·2831·2991·0973·2c2d·2d2d·2d2d·2d8e·a18d··(1)..s,------...
 000004e0:·913e·0000·2d2d·5291·2f3f·dc2b·2d2b·8ea1··.>..--R./?.+-+..
 000004f0:·8d91·3e00·002d·2d52·912a·8646·5c7c·328e··..>..--R.*.F\|2.
 00000500:·a18d·913e·0000·2d2d·5292·0108·98d0·5479··...>..--R.....Ty
 00000510:·7065·3a91·04b9·9641·6c67·6562·7261·6963··pe:....Algebraic
 00000520:·4e75·6d62·6572·8ea1·8d91·3e00·002d·2d45··Number....>..--E
 00000530:·9104·b996·318e·a1a1·8d91·3e00·002d·2d53··....1.....>..--S
 00000540:·9604·b996·3293·6f66·9332·8ea1·8d91·3e00··....2.of.2....>.
 00000550:·0073·7172·7428·2d31·2f61·6273·2878·2929··.sqrt(-1/abs(x))
 00000560:·2d31·2f73·7172·7428·2d61·6273·2878·2929··-1/sqrt(-abs(x))
 00000570:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 00000580:·002d·2d52·8ea1·8d91·3e00·002d·2d52·915e··.--R....>..--R.^
 00000590:·7fb8·2b2d·2d2d·2d2d·2d2d·2d2b·8ea1·8d91··..+--------+....
 000005a0:·3e00·002d·2d52·912a·8646·2b2d·2d2d·2d2d··>..--R.*.F+-----
 000005b0:·2d2d·2d2b·9104·b996·7c91·179f·ee31·8ea1··---+....|....1..
000004b0:·8d91·3e00·002d·2d52·9125·ccb0·5c7c·2d91··..>..--R.%..\|-.000005c0:·8d91·3e00·002d·2d52·9125·ccb0·5c7c·2d96··..>..--R.%..\|-.
000004c0:·04b9·9631·8ea1·8d91·3e00·002d·2d52·910e··...1....>..--R.. 
000004d0:·2cc2·2831·2991·0973·2c2d·2d2d·2d2d·2d8e··,.(1)..s,------. 
000004e0:·a18d·913e·0000·2d2d·5291·2f3f·dc2b·2d2b··...>..--R./?.+-+ 
000004f0:·8ea1·8d91·3e00·002d·2d52·912a·8646·5c7c··....>..--R.*.F\| 
00000500:·328e·a18d·913e·0000·2d2d·5292·0108·98d0··2....>..--R..... 
00000510:·5479·7065·3a91·04b9·9641·6c67·6562·7261··Type:....Algebra 
00000520:·6963·4e75·6d62·6572·8ea1·8d91·3e00·002d··icNumber....>..- 
00000530:·2d45·9104·b996·318e·a1a1·8d91·3e00·002d··-E....1.....>..- 
00000540:·2d53·9604·b996·3293·6f66·9332·8ea1·8d91··-S....2.of.2.... 
00000550:·3e00·0073·7172·7428·2d31·2f61·6273·2878··>..sqrt(-1/abs(x 
00000560:·2929·2d31·2f73·7172·7428·2d61·6273·2878··))-1/sqrt(-abs(x 
00000570:·2929·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··))....>..--R.... 
00000580:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R 
00000590:·915e·7fb8·2b2d·2d2d·2d2d·2d2d·2d2b·8ea1··.^..+--------+.. 
000005a0:·8d91·3e00·002d·2d52·912a·8646·2b2d·2d2d··..>..--R.*.F+--- 
000005b0:·2d2d·2d2d·2d2b·9104·b996·7c91·179f·ee31··-----+....|....1 
000005c0:·8ea1·8d91·3e00·002d·2d52·9125·ccb0·5c7c··....>..--R.%..\| 
000005d0:·2d96·04b9·9661·6273·2878·299b·0973·2c7c··-....abs(x)..s,|000005d0:·04b9·9661·6273·2878·299b·0973·2c7c·2d93··...abs(x)..s,|-.
000005e0:·2d93·2d2d·2d2d·2d2d·982d·9331·8ea1·8d91··-.------.-.1....000005e0:·2d2d·2d2d·2d2d·982d·9331·8ea1·8d91·3e00··------.-.1....>.
000005f0:·3e00·002d·2d52·9159·c622·5c7c·9109·732c··>..--R.Y."\|..s,000005f0:·002d·2d52·9159·c622·5c7c·9109·732c·6162··.--R.Y."\|..s,ab
00000600:·6162·7328·7829·8ea1·8d91·3e00·002d·2d52··abs(x)....>..--R00000600:·7328·7829·8ea1·8d91·3e00·002d·2d52·910e··s(x)....>..--R..
00000610:·910e·2cc2·2832·2991·0973·2c2d·2d2d·2d2d··..,.(2)..s,-----00000610:·2cc2·2832·2991·0973·2c2d·2d2d·2d2d·2d2d··,.(2)..s,-------
00000620:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000620:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000630:·2d2d·2d2d·2d8e·a18d·913e·0000·2d2d·5291··-----....>..--R.00000630:·2d2d·2d8e·a18d·913e·0000·2d2d·5291·5052··---....>..--R.PR
00000640:·5052·f62b·2d2d·2d2d·2d2d·2d2d·2b8e·a18d··PR.+--------+...00000640:·f62b·2d2d·2d2d·2d2d·2d2d·2b8e·a18d·913e··.+--------+....>
00000650:·913e·0000·2d2d·5291·4b99·605c·7c2d·9104··.>..--R.K.`\|-..00000650:·0000·2d2d·5291·4b99·605c·7c2d·9104·b996··..--R.K.`\|-....
00000660:·b996·6162·7328·7829·8ea1·8d91·3e00·002d··..abs(x)....>..-00000660:·6162·7328·7829·8ea1·8d91·3e00·002d·2d52··abs(x)....>..--R
00000670:·2d52·9200·f5b2·7854·7970·653a·9104·b996··-R....xType:....00000670:·9200·f5b2·7854·7970·653a·9104·b996·4578··....xType:....Ex
00000680:·4578·7072·6573·7369·6f6e·2849·6e74·6567··Expression(Integ00000680:·7072·6573·7369·6f6e·2849·6e74·6567·6572··pression(Integer
00000690:·6572·298e·a18d·913e·0000·2d2d·4591·04b9··er)....>..--E...00000690:·298e·a18d·913e·0000·2d2d·4591·04b9·9632··)....>..--E....2
000006a0:·9632·8ea1·8d91·3e00·0029·7370·6f6f·6c8e··.2....>..)spool.000006a0:·8ea1·8d91·3e00·0029·7370·6f6f·6c8e·a18d··....>..)spool...
000006b0:·a18d·913e·0000·296c·6973·7091·04b9·9628··...>..)lisp....(000006b0:·913e·0000·296c·6973·7091·04b9·9628·6279··.>..)lisp....(by
000006c0:·6279·6529·8ea1·9f14·0000·8d91·76e7·cfdb··bye)........v...000006c0:·6529·8ea1·9f14·0000·8d91·76e7·cfdb·7c7c··e)........v...||
000006d0:·7c7c·7c2d·8e8e·9f1e·0000·8d8d·9201·0380··|||-............000006d0:·7c2d·8e8e·9f1e·0000·8d8d·9201·0380·00c2··|-..............
Max diff block lines reached; 2687/16665 bytes (16.12%) of diff not shown.
34.1 KB
./usr/share/doc/axiom-doc/src/input/bug9057.input.dvi.gz
34.0 KB
bug9057.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·94c2··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·94c2··..?.............
00000090:·7ef3·22de·9119·c600·1147·ae00·1147·ae00··~."......G...G..00000090:·7ef3·22de·9119·c600·1147·ae00·1147·ae00··~."......G...G..
Offset 12, 254 lines modifiedOffset 12, 253 lines modified
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000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7462·7567·3930·3537·2e69··put..7tbug9057.i000000d0:·7075·7491·0537·7462·7567·3930·3537·2e69··put..7tbug9057.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
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000001c0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y.........000001c0:·002a·a002·7900·008d·a0fd·a300·00a0·023f··.*..y..........?
000001d0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...000001d0:·0000·8da0·fde4·0000·8d91·3e00·00f3·2fc2··..........>.../.
000001e0:·2fc2·d64e·a000·0e66·6600·0c00·0000·0663··/..N...ff......c000001e0:·d64e·a000·0e66·6600·0c00·0000·0663·6d62··.N...ff......cmb
000001f0:·6d62·7831·32da·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten.000001f0:·7831·32da·436f·6e95·8ccc·7465·6e93·7473··x12.Con...ten.ts
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00000260:·8e91·564c·cb4c·6963·656e·7365·8e9f·15e7··..VL.License....00000260:·564c·cb4c·6963·656e·7365·8e9f·15e7·1ba4··VL.License......
00000270:·1ba4·0c00·008d·9176·e7cf·f330·1af2·2256··.......v...0.."V00000270:·0c00·008d·9176·e7cf·f330·1af2·2256·000a··.....v...0.."V..
00000280:·000a·0000·000a·0000·0006·636d·6278·3130··..........cmbx1000000280:·0000·000a·0000·0006·636d·6278·3130·db7c··........cmbx10.|
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000002b0:·0900·0000·0900·0000·0563·6d74·7439·dc2d··.........cmtt9.-000002b0:·0000·0900·0000·0563·6d74·7439·dc2d·2d43··.......cmtt9.--C
000002c0:·2d43·6f70·7972·6967·6874·9604·b996·5468··-Copyright....Th000002c0:·6f70·7972·6967·6874·9604·b996·5468·6593··opyright....The.
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00000310:·cf7c·9603·d554·2a93·7c8e·a68d·913e·0000··.|...T*.|....>..00000310:·9603·d554·2a93·7c8e·a68d·913e·0000·dc29··...T*.|....>...)
00000320:·dc29·7365·7496·04b9·9662·7265·616b·9372··.)set....break.r00000320:·7365·7496·04b9·9662·7265·616b·9372·6573··set....break.res
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bugs.input.dvi
    
Offset 1, 1117 lines modifiedOffset 1, 1117 lines modified
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000000a0:·0874·6372·6d31·3732·38cd·24f3·2144·d3ed··.tcrm1728.$.!D..000000a0:·0874·6372·6d31·3732·38cd·24f3·2144·d3ed··.tcrm1728.$.!D..
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000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7463·6172·642e·696e·7075··put..7tcard.inpu000000d0:·7075·7491·0537·7463·6172·642e·696e·7075··put..7tcard.inpu
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00000180:·0a00·0000·0a00·0000·0563·6d72·3130·c231··.........cmr10.100000180:·0000·0a00·0000·0563·6d72·3130·c231·8e8e··.......cmr10.1..
00000190:·8e8e·8e8c·8b00·0000·0200·0000·0000·0000··................00000190:·8e8c·8b00·0000·0200·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·2aa0··..............*.
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000001e0:·4ea0·000e·6666·000c·0000·0006·636d·6278··N...ff......cmbx000001e0:·000e·6666·000c·0000·0006·636d·6278·3132··..ff......cmbx12
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00000260:·4ccb·4c69·6365·6e73·658e·9f15·e71b·a40c··L.License.......00000260:·4c69·6365·6e73·658e·9f15·e71b·a40c·0000··License.........
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00000290:·03d5·546c·6963·656e·7365·937c·8ea9·115d··..Tlicense.|...]00000290:·546c·6963·656e·7365·937c·8ea9·115d·a28d··Tlicense.|...]..
000002a0:·a28d·913e·0000·f331·dfa4·4e00·0009·0000··...>...1..N.....000002a0:·913e·0000·f331·dfa4·4e00·0009·0000·0009··.>...1..N.......
000002b0:·0009·0000·0005·636d·7474·39dc·2d2d·436f··......cmtt9.--Co000002b0:·0000·0005·636d·7474·39dc·2d2d·436f·7079··....cmtt9.--Copy
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 00000360:·7373·6167·6593·7465·7374·936f·6e8e·a18d··ssage.test.on...
 00000370:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess
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000003c0:·3096·04b9·963a·3d93·3093·3a3a·9343·6172··0....:=.0.::.Car000003c0:·04b9·963a·3d93·3093·3a3a·9343·6172·6469··...:=.0.::.Cardi
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 000003e0:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
 000003f0:·913e·0000·2d2d·5291·0e2c·c228·3129·9109··.>..--R..,.(1)..
 00000400:·732c·308e·a18d·913e·0000·2d2d·5292·010d··s,0....>..--R...
 00000410:·5266·5479·7065·3a91·04b9·9643·6172·6469··RfType:....Cardi
 00000420:·6e61·6c4e·756d·6265·728e·a18d·913e·0000··nalNumber....>..
 00000430:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>..
 00000440:·2d2d·5396·04b9·9632·936f·6693·3230·8ea1··--S....2.of.20..
 00000450:·8d91·3e00·0063·3196·04b9·963a·3d93·3193··..>..c1....:=.1.
 00000460:·3a3a·9343·6172·6469·6e61·6c4e·756d·6265··::.CardinalNumbe
 00000470:·728e·a18d·913e·0000·2d2d·528e·a18d·913e··r....>..--R....>
000003e0:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.00000480:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.
000003f0:·a18d·913e·0000·2d2d·5291·0e2c·c228·3129··...>..--R..,.(1) 
00000400:·9109·732c·308e·a18d·913e·0000·2d2d·5292··..s,0....>..--R. 
00000410:·010d·5266·5479·7065·3a91·04b9·9643·6172··..RfType:....Car 
00000420:·6469·6e61·6c4e·756d·6265·728e·a18d·913e··dinalNumber....> 
00000430:·0000·2d2d·4591·04b9·9631·8ea1·a18d·913e··..--E....1.....> 
00000440:·0000·2d2d·5396·04b9·9632·936f·6693·3230··..--S....2.of.20 
00000450:·8ea1·8d91·3e00·0063·3196·04b9·963a·3d93··....>..c1....:=. 
00000460:·3193·3a3a·9343·6172·6469·6e61·6c4e·756d··1.::.CardinalNum 
00000470:·6265·728e·a18d·913e·0000·2d2d·528e·a18d··ber....>..--R... 
00000480:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
00000490:·5291·0e2c·c228·3229·9109·732c·318e·a18d··R..,.(2)..s,1...00000490:·0e2c·c228·3229·9109·732c·318e·a18d·913e··.,.(2)..s,1....>
000004a0:·913e·0000·2d2d·5292·010d·5266·5479·7065··.>..--R...RfType000004a0:·0000·2d2d·5292·010d·5266·5479·7065·3a91··..--R...RfType:.
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000004c0:·6265·728e·a18d·913e·0000·2d2d·4591·04b9··ber....>..--E...000004c0:·728e·a18d·913e·0000·2d2d·4591·04b9·9632··r....>..--E....2
000004d0:·9632·8ea1·a18d·913e·0000·2d2d·5396·04b9··.2.....>..--S...000004d0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....3
000004e0:·9633·936f·6693·3230·8ea1·8d91·3e00·0063··.3.of.20....>..c000004e0:·936f·6693·3230·8ea1·8d91·3e00·0063·3296··.of.20....>..c2.
000004f0:·3296·04b9·963a·3d93·3293·3a3a·9343·6172··2....:=.2.::.Car000004f0:·04b9·963a·3d93·3293·3a3a·9343·6172·6469··...:=.2.::.Cardi
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 00000510:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
 00000520:·913e·0000·2d2d·5291·0e2c·c228·3329·9109··.>..--R..,.(3)..
 00000530:·732c·328e·a18d·913e·0000·2d2d·5292·010d··s,2....>..--R...
 00000540:·5266·5479·7065·3a91·04b9·9643·6172·6469··RfType:....Cardi
 00000550:·6e61·6c4e·756d·6265·728e·a18d·913e·0000··nalNumber....>..
 00000560:·2d2d·4591·04b9·9633·8ea1·a18d·913e·0000··--E....3.....>..
 00000570:·2d2d·5396·04b9·9634·936f·6693·3230·8ea1··--S....4.of.20..
 00000580:·8d91·3e00·0063·3396·04b9·963a·3d93·3393··..>..c3....:=.3.
 00000590:·3a3a·9343·6172·6469·6e61·6c4e·756d·6265··::.CardinalNumbe
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00000520:·a18d·913e·0000·2d2d·5291·0e2c·c228·3329··...>..--R..,.(3) 
00000530:·9109·732c·328e·a18d·913e·0000·2d2d·5292··..s,2....>..--R. 
00000540:·010d·5266·5479·7065·3a91·04b9·9643·6172··..RfType:....Car 
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00000570:·0000·2d2d·5396·04b9·9634·936f·6693·3230··..--S....4.of.20 
00000580:·8ea1·8d91·3e00·0063·3396·04b9·963a·3d93··....>..c3....:=. 
00000590:·3393·3a3a·9343·6172·6469·6e61·6c4e·756d··3.::.CardinalNum 
000005a0:·6265·728e·a18d·913e·0000·2d2d·528e·a18d··ber....>..--R... 
000005b0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
000005c0:·5291·0e2c·c228·3429·9109·732c·338e·a18d··R..,.(4)..s,3...000005c0:·0e2c·c228·3429·9109·732c·338e·a18d·913e··.,.(4)..s,3....>
000005d0:·913e·0000·2d2d·5292·010d·5266·5479·7065··.>..--R...RfType000005d0:·0000·2d2d·5292·010d·5266·5479·7065·3a91··..--R...RfType:.
000005e0:·3a91·04b9·9643·6172·6469·6e61·6c4e·756d··:....CardinalNum000005e0:·04b9·9643·6172·6469·6e61·6c4e·756d·6265··...CardinalNumbe
000005f0:·6265·728e·a18d·913e·0000·2d2d·4591·04b9··ber....>..--E...000005f0:·728e·a18d·913e·0000·2d2d·4591·04b9·9634··r....>..--E....4
00000600:·9634·8ea1·a18d·913e·0000·2d2d·5396·04b9··.4.....>..--S...00000600:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9635··.....>..--S....5
00000610:·9635·936f·6693·3230·8ea1·8d91·3e00·0041··.5.of.20....>..A00000610:·936f·6693·3230·8ea1·8d91·3e00·0041·3096··.of.20....>..A0.
00000620:·3096·04b9·963a·3d93·416c·6570·6893·308e··0....:=.Aleph.0.00000620:·04b9·963a·3d93·416c·6570·6893·308e·8e9f··...:=.Aleph.0...
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./usr/share/doc/axiom-doc/src/input/cardinal.input.dvi.gz
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cardinal.input.dvi
    
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Offset 12, 256 lines modifiedOffset 12, 256 lines modified
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carten.input.dvi
    
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cclass.input.dvi
    
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Offset 12, 257 lines modifiedOffset 12, 257 lines modified
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./usr/share/doc/axiom-doc/src/input/cdraw.input.dvi.gz
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cdraw.input.dvi
    
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Offset 12, 440 lines modifiedOffset 12, 440 lines modified
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Offset 12, 338 lines modifiedOffset 12, 338 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7463·6163·908c·7168·6564··put..7tcac..qhed000000d0:·7075·7491·0537·7463·6163·908c·7168·6564··put..7tcac..qhed
000000e0:·662e·696e·7075·748e·9f22·faff·8d8d·8d8d··f.input.."......000000e0:·662e·696e·7075·748e·9f22·faff·8d8d·8d8d··f.input.."......
000000f0:·8d92·00de·a3d7·f323·58ab·510b·000c·0000··.......#X.Q.....000000f0:·8d92·00de·a3d7·f323·58ab·510b·000c·0000··.......#X.Q.....
00000100:·000c·0000·0005·636d·7231·32ce·4d61·726b··......cmr12.Mark00000100:·000c·0000·0005·636d·7231·32ce·4d61·726b··......cmr12.Mark
00000110:·9103·eaa8·436c·656d·656e·90ac·7274·738e··....Clemen..rts.00000110:·9103·eaa8·436c·656d·656e·90ac·7274·738e··....Clemen..rts.
00000120:·8e8e·8e8e·9f17·888b·8d92·00d7·bc64·4691··.............dF.00000120:·8e8e·8e8e·9f17·666a·8d92·00da·2f0d·4a61··......fj..../.Ja
00000130:·ff05·5665·6272·7561·7279·9603·eaa8·3230··..Vebruary....2000000130:·6e90·ac72·7561·7279·9603·eaa8·3230·2c93··n..ruary....20,.
00000140:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.
00000150:·4bf3·2d74·0c89·3a00·0900·0000·0900·0000··K.-t..:.........00000150:·2d74·0c89·3a00·0900·0000·0900·0000·0563··-t..:..........c
00000160:·0563·6d62·7839·d841·6273·7472·6163·748e··.cmbx9.Abstract.00000160:·6d62·7839·d841·6273·7472·6163·748e·9f0f··mbx9.Abstract...
00000170:·9f0f·acd1·8d91·64df·fcf3·2c6f·b48b·c700··......d...,o....00000170:·acd1·8d91·64df·fcf3·2c6f·b48b·c700·0900··....d...,o......
00000180:·0900·0000·0900·0000·0463·6d72·39d7·5468··.........cmr9.Th00000180:·0000·0900·0000·0463·6d72·39d7·5468·6973··.......cmr9.This
00000190:·6973·9603·1554·779a·be39·6173·9370·9041··is...Tw..9as.p.A00000190:·9603·1554·779a·be39·6173·9370·9041·c76f··...Tw..9as.p.A.o
000001a0:·c76f·7374·6564·9362·9879·934d·6172·6b93··.osted.b.y.Mark.000001a0:·7374·6564·9362·9879·934d·6172·6b93·436c··sted.b.y.Mark.Cl
000001b0:·436c·656d·656e·9874·732e·8e8e·9f1e·0000··Clemen.ts.......000001b0:·656d·656e·9874·732e·8e8e·9f1e·0000·8d8d··emen.ts.........
000001c0:·8d8d·9201·0380·00f3·174b·f160·7900·0a00··.........K.`y...000001c0:·9201·0380·00f3·174b·f160·7900·0a00·0000··.......K.`y.....
000001d0:·0000·0a00·0000·0563·6d72·3130·c231·8e8e··.......cmr10.1..000001d0:·0a00·0000·0563·6d72·3130·c231·8e8e·8e8c··.....cmr10.1....
000001e0:·8e8c·8b00·0000·0200·0000·0000·0000·0000··................000001e0:·8b00·0000·0200·0000·0000·0000·0000·0000··................
000001f0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001f0:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000200:·0000·0000·0000·0000·0000·0000·0000·2aa0··..............*.00000200:·0000·0000·0000·0000·0000·0000·2aa0·0279··............*..y
00000210:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...00000210:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....
00000220:·a0fd·e400·00a9·0c00·008d·9176·e7cf·f32e··...........v....00000220:·e400·00a9·0c00·008d·9176·e7cf·f32e·1af2··.........v......
00000230:·1af2·2256·000a·0000·000a·0000·0006·636d··.."V..........cm00000230:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx
00000240:·6278·3130·d97c·9603·d554·636c·656d·656e··bx10.|...Tclemen00000240:·3130·d97c·9603·d554·636c·656d·656e·90ae··10.|...Tclemen..
00000250:·90ae·3974·732e·7370·6164·937c·8e9f·1155··..9ts.spad.|...U00000250:·3974·732e·7370·6164·937c·8e9f·1155·558d··9ts.spad.|...UU.
00000260:·558d·913e·0000·f32f·dfa4·4e00·0009·0000··U..>.../..N.....00000260:·913e·0000·f32f·dfa4·4e00·0009·0000·0009··.>.../..N.......
00000270:·0009·0000·0005·636d·7474·39da·2961·6262··......cmtt9.)abb00000270:·0000·0005·636d·7474·39da·2961·6262·7265··....cmtt9.)abbre
00000280:·7265·7696·04b9·9664·6f6d·6169·6e93·4f52··rev....domain.OR00000280:·7696·04b9·9664·6f6d·6169·6e93·4f52·444b··v....domain.ORDK
00000290:·444b·4593·4f72·6465·7265·644b·6579·456e··DKE.OrderedKeyEn00000290:·4593·4f72·6465·7265·644b·6579·456e·7472··E.OrderedKeyEntr
000002a0:·7472·798e·a40b·0000·8d91·3e00·004f·7264··try.......>..Ord000002a0:·798e·a40b·0000·8d91·3e00·004f·7264·6572··y.......>..Order
000002b0:·6572·6564·4b65·7945·6e74·7279·284b·6579··eredKeyEntry(Key000002b0:·6564·4b65·7945·6e74·7279·284b·6579·3a4f··edKeyEntry(Key:O
000002c0:·3a4f·7264·6572·6564·5365·742c·456e·7472··:OrderedSet,Entr000002c0:·7264·6572·6564·5365·742c·456e·7472·793a··rderedSet,Entry:
000002d0:·793a·5365·7443·6174·6567·6f72·7929·3a8e··y:SetCategory):.000002d0:·5365·7443·6174·6567·6f72·7929·3a8e·a18d··SetCategory):...
000002e0:·a18d·9147·732c·4578·706f·7274·7396·04b9··...Gs,Exports...000002e0:·9147·732c·4578·706f·7274·7396·04b9·963d··.Gs,Exports....=
000002f0:·963d·3d93·496d·706c·656d·656e·7461·7469··.==.Implementati000002f0:·3d93·496d·706c·656d·656e·7461·7469·6f6e··=.Implementation
00000300:·6f6e·9377·6865·7265·8ea1·8d91·50e6·5845··on.where....P.XE00000300:·9377·6865·7265·8ea1·8d91·50e6·5845·7870··.where....P.XExp
00000310:·7870·6f72·7473·9604·b996·3d3d·934f·7264··xports....==.Ord00000310:·6f72·7473·9604·b996·3d3d·934f·7264·6572··orts....==.Order
00000320:·6572·6564·5365·7493·7769·7468·8ea1·8d91··eredSet.with....00000320:·6564·5365·7493·7769·7468·8ea1·8d91·5a59··edSet.with....ZY
00000330:·5a59·8463·6f6e·7374·7275·6374·3a96·04b9··ZY.construct:...00000330:·8463·6f6e·7374·7275·6374·3a96·04b9·9628··.construct:....(
00000340:·9628·4b65·792c·456e·7472·7929·932d·3e93··.(Key,Entry).->.00000340:·4b65·792c·456e·7472·7929·932d·3e93·258e··Key,Entry).->.%.
00000350:·258e·a18d·915a·5984·656c·743a·9604·b996··%....ZY.elt:....00000350:·a18d·915a·5984·656c·743a·9604·b996·2825··...ZY.elt:....(%
00000360:·2825·2c22·6b65·7922·2993·2d3e·934b·6579··(%,"key").->.Key00000360:·2c22·6b65·7922·2993·2d3e·934b·6579·8ea1··,"key").->.Key..
00000370:·8ea1·8d91·5a59·8465·6c74·3a96·04b9·9628··....ZY.elt:....(00000370:·8d91·5a59·8465·6c74·3a96·04b9·9628·252c··..ZY.elt:....(%,
00000380:·252c·2265·6e74·7279·2229·932d·3e93·456e··%,"entry").->.En00000380:·2265·6e74·7279·2229·932d·3e93·456e·7472··"entry").->.Entr
00000390:·7472·798e·a18d·9150·e658·496d·706c·656d··try....P.XImplem00000390:·798e·a18d·9150·e658·496d·706c·656d·656e··y....P.XImplemen
000003a0:·656e·7461·7469·6f6e·9604·b996·3d3d·9361··entation....==.a000003a0:·7461·7469·6f6e·9604·b996·3d3d·9361·6464··tation....==.add
000003b0:·6464·8ea1·8d91·5a59·8452·6570·9604·b996··dd....ZY.Rep....000003b0:·8ea1·8d91·5a59·8452·6570·9604·b996·3a3d··....ZY.Rep....:=
000003c0:·3a3d·9352·6563·6f72·6428·6b3a·4b65·792c··:=.Record(k:Key,000003c0:·9352·6563·6f72·6428·6b3a·4b65·792c·653a··.Record(k:Key,e:
000003d0:·653a·456e·7472·7929·8ea1·8d91·5a59·8478··e:Entry)....ZY.x000003d0:·456e·7472·7929·8ea1·8d91·5a59·8478·2c79··Entry)....ZY.x,y
000003e0:·2c79·3a91·04b9·9625·8ea1·8d91·5a59·8463··,y:....%....ZY.c000003e0:·3a91·04b9·9625·8ea1·8d91·5a59·8463·6f6e··:....%....ZY.con
000003f0:·6f6e·7374·7275·6374·2861·2c62·2996·04b9··onstruct(a,b)...000003f0:·7374·7275·6374·2861·2c62·2996·04b9·963d··struct(a,b)....=
00000400:·963d·3d93·636f·6e73·7472·7563·7428·612c··.==.construct(a,00000400:·3d93·636f·6e73·7472·7563·7428·612c·6229··=.construct(a,b)
00000410:·6229·2452·6570·9340·9325·8ea1·8d91·5a59··b)$Rep.@.%....ZY00000410:·2452·6570·9340·9325·8ea1·8d91·5a59·8465··$Rep.@.%....ZY.e
00000420:·8465·6c74·2878·2c22·6b65·7922·293a·4b65··.elt(x,"key"):Ke00000420:·6c74·2878·2c22·6b65·7922·293a·4b65·7996··lt(x,"key"):Key.
00000430:·7996·04b9·963d·3d93·2878·9340·9352·6570··y....==.(x.@.Rep00000430:·04b9·963d·3d93·2878·9340·9352·6570·292e··...==.(x.@.Rep).
00000440:·292e·6b8e·a18d·915a·5984·656c·7428·782c··).k....ZY.elt(x,00000440:·6b8e·a18d·915a·5984·656c·7428·782c·2265··k....ZY.elt(x,"e
00000450:·2265·6e74·7279·2229·3a45·6e74·7279·9604··"entry"):Entry..00000450:·6e74·7279·2229·3a45·6e74·7279·9604·b996··ntry"):Entry....
00000460:·b996·3d3d·9328·7893·4093·5265·7029·2e65··..==.(x.@.Rep).e00000460:·3d3d·9328·7893·4093·5265·7029·2e65·8ea1··==.(x.@.Rep).e..
00000470:·8ea1·8d91·5a59·8478·9604·b996·3c93·7993··....ZY.x....<.y.00000470:·8d91·5a59·8478·9604·b996·3c93·7993·3d3d··..ZY.x....<.y.==
00000480:·3d3d·9378·2e6b·6579·933c·9379·2e6b·6579··==.x.key.<.y.key00000480:·9378·2e6b·6579·933c·9379·2e6b·6579·8ea1··.x.key.<.y.key..
00000490:·8ea1·8d91·5a59·8478·9604·b996·3d93·7993··....ZY.x....=.y.00000490:·8d91·5a59·8478·9604·b996·3d93·7993·3d3d··..ZY.x....=.y.==
000004a0:·3d3d·9378·2e6b·6579·933d·9379·2e6b·6579··==.x.key.=.y.key000004a0:·9378·2e6b·6579·933d·9379·2e6b·6579·8ea1··.x.key.=.y.key..
000004b0:·8ea1·8d91·5a59·8468·6173·6896·04b9·9678··....ZY.hash....x000004b0:·8d91·5a59·8468·6173·6896·04b9·9678·933d··..ZY.hash....x.=
000004c0:·933d·3d93·6861·7368·2878·2e6b·6579·298e··.==.hash(x.key).000004c0:·3d93·6861·7368·2878·2e6b·6579·298e·a18d··=.hash(x.key)...
000004d0:·a18d·915a·5984·6966·9604·b996·456e·7472··...ZY.if....Entr000004d0:·915a·5984·6966·9604·b996·456e·7472·7993··.ZY.if....Entry.
000004e0:·7993·6861·7393·436f·6572·6369·626c·6554··y.has.CoercibleT000004e0:·6861·7393·436f·6572·6369·626c·6554·6f93··has.CoercibleTo.
000004f0:·6f93·4f75·7470·7574·466f·726d·9374·6865··o.OutputForm.the000004f0:·4f75·7470·7574·466f·726d·9374·6865·6e8e··OutputForm.then.
00000500:·6e8e·a18d·9163·ccb0·636f·6572·6365·2878··n....c..coerce(x00000500:·a18d·9163·ccb0·636f·6572·6365·2878·293a··...c..coerce(x):
00000510:·293a·4f75·7470·7574·466f·726d·9104·b996··):OutputForm....00000510:·4f75·7470·7574·466f·726d·9104·b996·3d3d··OutputForm....==
00000520:·3d3d·8ea1·8d91·6d3f·dc62·7261·636b·6574··==....m?.bracket00000520:·8ea1·8d91·6d3f·dc62·7261·636b·6574·9104··....m?.bracket..
00000530:·9104·b996·5b28·782e·6b65·7929·3a3a·4f75··....[(x.key)::Ou00000530:·b996·5b28·782e·6b65·7929·3a3a·4f75·7470··..[(x.key)::Outp
00000540:·7470·7574·466f·726d·2c28·782e·656e·7472··tputForm,(x.entr00000540:·7574·466f·726d·2c28·782e·656e·7472·7929··utForm,(x.entry)
00000550:·7929·3a3a·4f75·7470·7574·466f·726d·5d8e··y)::OutputForm].00000550:·3a3a·4f75·7470·7574·466f·726d·5d8e·9f12··::OutputForm]...
00000560:·9f12·5556·8d91·76e7·cfd9·7c7c·7c2d·8ea6··..UV..v...|||-..00000560:·5556·8d91·76e7·cfd9·7c7c·7c2d·8ea6·a68d··UV..v...|||-....
00000570:·a68d·9176·e7cf·7c96·03d5·542a·937c·8e9f··...v..|...T*.|..00000570:·9176·e7cf·7c96·03d5·542a·937c·8e9f·1155··.v..|...T*.|...U
00000580:·1155·558d·913e·0000·da29·7365·7496·04b9··.UU..>...)set...00000580:·558d·913e·0000·da29·7365·7496·04b9·9662··U..>...)set....b
00000590:·9662·7265·616b·9372·6573·756d·658e·a18d··.break.resume...00000590:·7265·616b·9372·6573·756d·658e·a18d·913e··reak.resume....>
000005a0:·913e·0000·2973·7973·9604·b996·726d·932d··.>..)sys....rm.-000005a0:·0000·2973·7973·9604·b996·726d·932d·6693··..)sys....rm.-f.
000005b0:·6693·636c·656d·656e·7473·2e6f·7574·7075··f.clements.outpu000005b0:·636c·656d·656e·7473·2e6f·7574·7075·748e··clements.output.
000005c0:·748e·a18d·913e·0000·2973·706f·6f6c·9104··t....>..)spool..000005c0:·a18d·913e·0000·2973·706f·6f6c·9104·b996··...>..)spool....
000005d0:·b996·636c·656d·656e·7473·2e6f·7574·7075··..clements.outpu000005d0:·636c·656d·656e·7473·2e6f·7574·7075·748e··clements.output.
000005e0:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set.... 
000005f0:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on. 
00000600:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me000005e0:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me
 000005f0:·7373·6167·6593·7465·7374·936f·6e8e·a18d··ssage.test.on...
 00000600:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess
00000610:·7373·6167·6593·6175·746f·936f·6666·8ea1··ssage.auto.off..00000610:·6167·6593·6175·746f·936f·6666·8ea1·8d91··age.auto.off....
00000620:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a00000620:·3e00·0029·636c·6561·7291·04b9·9661·6c6c··>..)clear....all
00000630:·6c6c·8ea1·8d91·3e00·0029·7379·7396·04b9··ll....>..)sys...00000630:·8ea1·8d91·3e00·0029·7379·7396·04b9·9663··....>..)sys....c
00000640:·9663·7093·2441·5849·4f4d·2f2e·2e2f·2e2e··.cp.$AXIOM/../..00000640:·7093·2441·5849·4f4d·2f2e·2e2f·2e2e·2f73··p.$AXIOM/../../s
00000650:·2f73·7263·2f69·6e70·7574·2f63·6c65·6d65··/src/input/cleme00000650:·7263·2f69·6e70·7574·2f63·6c65·6d65·6e74··rc/input/clement
 00000660:·732e·696e·7075·742e·7061·6d70·686c·6574··s.input.pamphlet
 00000670:·932e·8ea1·8d91·3e00·0029·6c69·7370·9604··......>..)lisp..
 00000680:·b996·2874·616e·676c·6593·2263·6c65·6d65··..(tangle."cleme
00000660:·6e74·732e·696e·7075·742e·7061·6d70·686c··nts.input.pamphl00000690:·6e74·732e·696e·7075·742e·7061·6d70·686c··nts.input.pamphl
00000670:·6574·932e·8ea1·8d91·3e00·0029·6c69·7370··et......>..)lisp 
00000680:·9604·b996·2874·616e·676c·6593·2263·6c65··....(tangle."cle 
00000690:·6d65·6e74·732e·696e·7075·742e·7061·6d70··ments.input.pamp 
000006a0:·686c·6574·2293·2263·6c65·6d65·6e74·732e··hlet"."clements.000006a0:·6574·2293·2263·6c65·6d65·6e74·732e·7370··et"."clements.sp
000006b0:·7370·6164·2293·2263·6c65·6d65·6e74·732e··spad"."clements.000006b0:·6164·2293·2263·6c65·6d65·6e74·732e·7370··ad"."clements.sp
000006c0:·7370·6164·2229·8ea1·a18d·913e·0000·2d2d··spad").....>..--000006c0:·6164·2229·8ea1·a18d·913e·0000·2d2d·5396··ad").....>..--S.
000006d0:·5396·04b9·9631·936f·6693·368e·a18d·913e··S....1.of.6....>000006d0:·04b9·9631·936f·6693·368e·a18d·913e·0000··...1.of.6....>..
000006e0:·0000·2963·6f91·04b9·9663·6c65·6d65·6e74··..)co....clement000006e0:·2963·6f91·04b9·9663·6c65·6d65·6e74·738e··)co....clements.
000006f0:·738e·a18d·913e·0000·2d2d·528e·a18d·913e··s....>..--R....>000006f0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
00000700:·0000·2d2d·4991·0e2c·c243·6f6d·7069·6c69··..--I..,.Compili00000700:·2d2d·4991·0e2c·c243·6f6d·7069·6c69·6e67··--I..,.Compiling
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clif.input.dvi
    
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 00000520:·04b9·9632·8ea1·a18d·913e·0000·2d2d·5396··...2.....>..--S.
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00000580:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R. 
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clifford.input.dvi
    
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 000003e0:·2d53·9604·b996·3193·6f66·9331·368e·a18d··-S....1.of.16...
 000003f0:·913e·0000·6196·04b9·963a·3d93·636f·6d70··.>..a....:=.comp
 00000400:·6c65·7828·342f·332c·352f·3229·8ea1·8d91··lex(4/3,5/2)....
 00000410:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000420:·8ea1·8d91·3e00·002d·2d52·9125·ccb0·3491··....>..--R.%..4.
 00000430:·0e2c·c235·8ea1·8d91·3e00·002d·2d52·910e··.,.5....>..--R..
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 000004a0:·002d·2d45·9104·b996·318e·a1a1·8d91·3e00··.--E....1.....>.
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00000400:·6d70·6c65·7828·342f·332c·352f·3229·8ea1··mplex(4/3,5/2)..000004d0:·6d70·6c65·7828·342f·332c·2d35·2f32·298e··mplex(4/3,-5/2).
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00000420:·2d52·8ea1·8d91·3e00·002d·2d52·9125·ccb0··-R....>..--R.%.. 
00000430:·3491·0e2c·c235·8ea1·8d91·3e00·002d·2d52··4..,.5....>..--R 
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00000450:·2b93·2d93·2569·8ea1·8d91·3e00·002d·2d52··+.-.%i....>..--R 
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000004d0:·636f·6d70·6c65·7828·342f·332c·2d35·2f32··complex(4/3,-5/2 
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00000590:·6693·3136·8ea1·8d91·3e00·0061·9604·b996··f.16....>..a.... 
000005a0:·2b93·628e·a18d·913e·0000·2d2d·528e·a18d··+.b....>..--R... 
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000005c0:·5291·25cc·b038·8ea1·8d91·3e00·002d·2d52··R.%..8....>..--R 
000005d0:·910e·2cc2·2833·2991·0973·2c2d·8ea1·8d91··..,.(3)..s,-.... 
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00000610:·696f·6e28·496e·7465·6765·7229·298e·a18d··ion(Integer))...00000560:·696f·6e28·496e·7465·6765·7229·298e·a18d··ion(Integer))...
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 00000630:·0000·2d2d·5396·04b9·9634·936f·6693·3136··..--S....4.of.16
 00000640:·8ea1·8d91·3e00·0061·9604·b996·2d93·628e··....>..a....-.b.
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./usr/share/doc/axiom-doc/src/input/complexfactor.input.dvi.gz
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complexfactor.input.dvi
    
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Offset 12, 1833 lines modifiedOffset 12, 1833 lines modified
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000000d0:·7075·7491·0537·7463·6f6d·706c·6578·6661··put..7tcomplexfa000000d0:·7075·7491·0537·7463·6f6d·706c·6578·6661··put..7tcomplexfa
000000e0:·6374·6f72·2e69·6e70·7574·8e9f·22fa·ff8d··ctor.input.."...000000e0:·6374·6f72·2e69·6e70·7574·8e9f·22fa·ff8d··ctor.input.."...
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00000100:·0c00·0000·0c00·0000·0563·6d72·3132·ce54··.........cmr12.T00000100:·0c00·0000·0c00·0000·0563·6d72·3132·ce54··.........cmr12.T
00000110:·696d·6f74·6890·ac72·7991·03ea·a844·616c··imoth..ry....Dal00000110:·696d·6f74·6890·ac72·7991·03ea·a844·616c··imoth..ry....Dal
00000120:·798e·8e8e·8e8e·9f17·888b·8d92·00d7·bc64··y..............d00000120:·798e·8e8e·8e8e·9f17·666a·8d92·00da·2f0d··y.......fj..../.
00000130:·4691·ff05·5665·6272·7561·7279·9603·eaa8··F...Vebruary....00000130:·4a61·6e90·ac72·7561·7279·9603·eaa8·3230··Jan..ruary....20
00000140:·3230·2c93·3230·3235·8e9f·2400·018d·9200··20,.2025..$.....00000140:·2c93·3230·3234·8e9f·2400·018d·9200·f1a1··,.2024..$.......
00000150:·f1a1·4bf3·2d74·0c89·3a00·0900·0000·0900··..K.-t..:.......00000150:·4bf3·2d74·0c89·3a00·0900·0000·0900·0000··K.-t..:.........
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000002b0:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........000002b0:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........
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 000005d0:·6e93·506f·7369·7469·7665·496e·7465·6765··n.PositiveIntege
 000005e0:·728e·a18d·913e·0000·2d2d·5291·0e2c·c22d··r....>..--R..,.-
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./usr/share/doc/axiom-doc/src/input/cone.input.dvi
    
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Offset 12, 62 lines modifiedOffset 12, 61 lines modified
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./usr/share/doc/axiom-doc/src/input/constant.input.dvi.gz
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constant.input.dvi
    
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00000480:·9b04·9ba0·4d61·7468·2e2c·3439·9328·3139··....Math.,49.(1900000480:·9ba0·4d61·7468·2e2c·3439·9328·3139·3237··..Math.,49.(1927
00000490:·3237·2993·3433·332d·3435·352c·9104·ed31··27).433-455,...100000490:·2993·3433·332d·3435·352c·9104·ed31·616e··).433-455,...1an
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000004e0:·f770·726f·626c·656d·732e·9105·60ac·4974··.problems...`.It000004e0:·726f·626c·656d·732e·9105·60ac·4974·9369··roblems...`.It.i
000004f0:·9369·7393·6193·6465·7698·656c·6f70·6d65··.is.a.dev.elopme000004f0:·7393·6193·6465·7698·656c·6f70·6d65·6e98··s.a.dev.elopmen.
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118 KB
./usr/share/doc/axiom-doc/src/input/cycles1.input.dvi.gz
118 KB
cycles1.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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 00000560:·6e28·496e·7465·6765·7229·298e·a18d·913e··n(Integer))....>
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 00000580:·0000·2d2d·5396·04b9·9633·936f·6693·3436··..--S....3.of.46
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 000005b0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 000005c0:·2d52·9125·ccb0·3191·2113·1a31·912a·8646··-R.%..1.!..1.*.F
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 000005f0:·2833·2993·2b93·2d93·2832·9331·2993·2b93··(3).+.-.(2.1).+.
 00000600:·2d93·2831·9329·8ea1·8d91·3e00·002d·2d52··-.(1.)....>..--R
 00000610:·9125·ccb0·3391·2113·1a32·912a·8646·368e··.%..3.!..2.*.F6.
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 00000630:·7065·3a91·04b9·9653·796d·6d65·7472·6963··pe:....Symmetric
 00000640:·506f·6c79·6e6f·6d69·616c·2846·7261·6374··Polynomial(Fract
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cyfactor.input.dvi
    
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Offset 12, 396 lines modifiedOffset 12, 396 lines modified
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000000d0:·7075·7491·0537·7463·7966·6163·746f·722e··put..7tcyfactor.000000d0:·7075·7491·0537·7463·7966·6163·746f·722e··put..7tcyfactor.
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00000100:·0000·0005·636d·7231·32ce·5469·6d6f·7468··....cmr12.Timoth00000100:·0000·0005·636d·7231·32ce·5469·6d6f·7468··....cmr12.Timoth
00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....
00000120:·8e9f·1788·8b8d·9200·d7bc·6446·91ff·0556··..........dF...V00000120:·8e9f·1766·6a8d·9200·da2f·0d4a·616e·90ac··...fj..../.Jan..
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00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000160:·6278·39d8·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....00000160:·39d8·4162·7374·7261·6374·8e9f·0fac·d18e··9.Abstract......
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00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr00000180:·7900·0a00·0000·0a00·0000·0563·6d72·3130··y..........cmr10
00000190:·3130·c231·8e8e·8e8c·8b00·0000·0200·0000··10.1............00000190:·c231·8e8e·8e8c·8b00·0000·0200·0000·0000··.1..............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
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000001d0:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..000001d0:·3f00·008d·a0fd·e400·008d·913e·0000·f32f··?..........>.../
000001e0:·f32f·c2d6·4ea0·000e·6666·000c·0000·0006··./..N...ff......000001e0:·c2d6·4ea0·000e·6666·000c·0000·0006·636d··..N...ff......cm
000001f0:·636d·6278·3132·da43·6f6e·958c·cc74·656e··cmbx12.Con...ten000001f0:·6278·3132·da43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t
00000200:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............00000200:·738e·8e9f·1e00·008d·8d92·0103·8000·c232··s..............2
00000210:·c232·8e8e·8e8c·8b00·0000·0300·0000·0000··.2..............00000210:·8e8e·8e8c·8b00·0000·0300·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000250:·3f00·008d·a0fd·e400·008d·8d91·3e00·00da··?...........>...00000250:·008d·a0fd·e400·008d·8d91·3e00·00da·318e··..........>...1.
00000260:·318e·9156·4ccb·4c69·6365·6e73·658e·9f15··1..VL.License...00000260:·9156·4ccb·4c69·6365·6e73·658e·9f15·e71b··.VL.License.....
00000270:·e71b·a40c·0000·8d91·76e7·cff3·301a·f222··........v...0.."00000270:·a40c·0000·8d91·76e7·cff3·301a·f222·5600··......v...0.."V.
00000280:·5600·0a00·0000·0a00·0000·0663·6d62·7831··V..........cmbx100000280:·0a00·0000·0a00·0000·0663·6d62·7831·30db··.........cmbx10.
00000290:·30db·7c96·03d5·546c·6963·656e·7365·937c··0.|...Tlicense.|00000290:·7c96·03d5·546c·6963·656e·7365·937c·8e9f··|...Tlicense.|..
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000002b0:·0009·0000·0009·0000·0005·636d·7474·39dc··..........cmtt9.000002b0:·0000·0009·0000·0005·636d·7474·39dc·2d2d··........cmtt9.--
000002c0:·2d2d·436f·7079·7269·6768·7496·04b9·9654··--Copyright....T000002c0:·436f·7079·7269·6768·7496·04b9·9654·6865··Copyright....The
000002d0:·6865·934e·756d·6572·6963·616c·9341·6c67··he.Numerical.Alg000002d0:·934e·756d·6572·6963·616c·9341·6c67·6f72··.Numerical.Algor
000002e0:·6f72·6974·686d·7393·4772·6f75·7093·4c69··orithms.Group.Li000002e0:·6974·686d·7393·4772·6f75·7093·4c69·6d69··ithms.Group.Limi
000002f0:·6d69·7465·6493·3139·3931·2e8e·a913·9e94··mited.1991......000002f0:·7465·6493·3139·3931·2e8e·a913·9e94·8d91··ted.1991........
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00000330:·616b·9372·6573·756d·658e·a40b·0000·8d91··ak.resume.......00000330:·9372·6573·756d·658e·a40b·0000·8d91·3e00··.resume.......>.
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00000360:·3e00·0029·7365·7496·04b9·966d·6573·7361··>..)set....messa 
00000370:·6765·9374·6573·7493·6f6e·8ea1·8d91·3e00··ge.test.on....>. 
00000380:·0029·7365·7496·04b9·966d·6573·7361·6765··.)set....message00000360:·0029·7365·7496·04b9·966d·6573·7361·6765··.)set....message
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 00000380:·7365·7496·04b9·966d·6573·7361·6765·9361··set....message.a
00000390:·9361·7574·6f93·6f66·668e·a18d·913e·0000··.auto.off....>..00000390:·7574·6f93·6f66·668e·a18d·913e·0000·2963··uto.off....>..)c
000003a0:·2963·6c65·6172·9104·b996·616c·6c8e·a1a6··)clear....all...000003a0:·6c65·6172·9104·b996·616c·6c8e·a1a6·8d91··lear....all.....
000003b0:·8d91·76e7·cfdb·7c7c·7c2d·8ea4·0c00·008d··..v...|||-......000003b0:·76e7·cfdb·7c7c·7c2d·8ea4·0c00·008d·913e··v...|||-.......>
000003c0:·913e·0000·c253·709a·471d·6563·6961·6c96··.>...Sp.G.ecial.000003c0:·0000·c253·709a·471d·6563·6961·6c96·0355··...Sp.G.ecial..U
000003d0:·0355·5563·6173·6593·7465·7374·7393·6f66··.UUcase.tests.of000003d0:·5563·6173·6593·7465·7374·7393·6f66·9366··Ucase.tests.of.f
000003e0:·9366·6163·746f·7269·6e67·9363·6f98·6465··.factoring.co.de000003e0:·6163·746f·7269·6e67·9363·6f98·6465·9366··actoring.co.de.f
000003f0:·9366·6f72·9363·7963·6c6f·746f·6d69·6393··.for.cyclotomic.000003f0:·6f72·9363·7963·6c6f·746f·6d69·6393·7098··or.cyclotomic.p.
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00000440:·5eff·f319·3065·9772·0007·0000·0007·0000··^...0e.r........00000440:·f319·3065·9772·0007·0000·0007·0000·0005··..0e.r..........
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00000460:·9102·38e0·c231·28c5·6e65·7690·5bd9·656e··..8..1(.nev.[.en00000460:·38e0·c231·28c5·6e65·7690·5bd9·656e·c229··8..1(.nev.[.en.)
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00000490:·9604·b996·3193·6f66·9331·308e·a40b·0000··....1.of.10.....00000490:·b996·3193·6f66·9331·308e·a40b·0000·8d91··..1.of.10.......
000004a0:·8d91·3e00·0066·6163·746f·7228·785e·3834··..>..factor(x^84000004a0:·3e00·0066·6163·746f·7228·785e·3834·9604··>..factor(x^84..
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59.1 KB
./usr/share/doc/axiom-doc/src/input/danzwill.input.dvi.gz
59.0 KB
danzwill.input.dvi
    
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danzwill2.input.dvi
    
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davis.input.dvi
    
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000004a0:·6961·6c28·496e·7465·6765·7229·298e·a18d··ial(Integer))...000004a0:·6c28·496e·7465·6765·7229·298e·a18d·913e··l(Integer))....>
 000004b0:·0000·2d2d·4591·04b9·9631·8ea1·a18d·913e··..--E....1.....>
 000004c0:·0000·2d2d·5396·04b9·9632·936f·6693·3130··..--S....2.of.10
 000004d0:·318e·a18d·913e·0000·6932·3a3d·696e·7465··1....>..i2:=inte
 000004e0:·6772·6174·6528·6632·2c74·298e·a18d·913e··grate(f2,t)....>
 000004f0:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.
 00000500:·a18d·913e·0000·2d2d·5291·0e2c·c228·3229··...>..--R..,.(2)
 00000510:·8ea1·8d91·3e00·002d·2d52·9625·ccb0·2b2d··....>..--R.%..+-
 00000520:·2b91·1c59·842b·2d2b·9b12·e658·3291·2a86··+..Y.+-+...X2.*.
 00000530:·462b·2d2b·932b·2d2b·9832·8ea1·8d91·3e00··F+-+.+-+.2....>.
 00000540:·002d·2d52·9121·131a·5c7c·3296·04b9·966c··.--R.!..\|2....l
 00000550:·6f67·2874·5c7c·329b·0973·2c2b·9374·982b··og(t\|2..s,+.t.+
 00000560:·9331·2993·2d93·5c7c·3293·6c6f·6728·2d93··.1).-.\|2.log(-.
 00000570:·745c·7c32·982b·9374·982b·9331·298e·a18d··t\|2.+.t.+.1)...
 00000580:·913e·0000·2d2d·5291·179f·ee2b·8ea1·8d91··.>..--R....+....
 00000590:·3e00·002d·2d52·9133·f972·2b2d·2b96·2a86··>..--R.3.r+-+.*.
 000005a0:·4631·912f·3fdc·2b2d·2b93·318e·a18d·913e··F1./?.+-+.1....>
 000005b0:·0000·2d2d·5291·2113·1a2d·9604·b996·325c··..--R.!..-....2\
 000005c0:·7c32·9361·7461·6e28·2d2d·2d2d·2d2d·2d2d··|2.atan(--------
 000005d0:·2d29·932d·9332·5c7c·3293·6174·616e·282d··-).-.2\|2.atan(-
 000005e0:·2d2d·2d2d·2d2d·2d2d·298e·a18d·913e·0000··--------)....>..
 000005f0:·2d2d·5291·6339·4e2b·2d2b·915e·7fb8·2b2d··--R.c9N+-+.^..+-
 00000600:·2b8e·a18d·913e·0000·2d2d·5291·59c6·2274··+....>..--R.Y."t
 00000610:·5c7c·3296·0973·2c2d·9b04·b996·3191·4226··\|2..s,-....1.B&
 00000620:·3474·5c7c·3293·2b98·318e·a18d·913e·0000··4t\|2.+.1....>..
 00000630:·2d2d·5291·0973·2c2f·8ea1·8d91·3e00·002d··--R..s,/....>..-
 00000640:·2d52·9117·9fee·388e·a18d·913e·0000·2d2d··-R....8....>..--
 00000650:·5292·00c1·b906·5479·7065·3a91·04b9·9655··R.....Type:....U
 00000660:·6e69·6f6e·2845·7870·7265·7373·696f·6e28··nion(Expression(
 00000670:·496e·7465·6765·7229·2c2e·2e2e·298e·a18d··Integer),...)...
000004b0:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1....00000680:·913e·0000·2d2d·4591·04b9·9632·8ea1·a18d··.>..--E....2....
000004c0:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of.00000690:·913e·0000·2d2d·5396·04b9·9633·936f·6693··.>..--S....3.of.
000004d0:·3130·318e·a18d·913e·0000·6932·3a3d·696e··101....>..i2:=in000006a0:·3130·318e·a18d·913e·0000·6432·3a3d·696e··101....>..d2:=in
000004e0:·7465·6772·6174·6528·6632·2c74·298e·a18d··tegrate(f2,t)... 
000004f0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
00000500:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.( 
00000510:·3229·8ea1·8d91·3e00·002d·2d52·9625·ccb0··2)....>..--R.%.. 
00000520:·2b2d·2b91·1c59·842b·2d2b·9b12·e658·3291··+-+..Y.+-+...X2. 
00000530:·2a86·462b·2d2b·932b·2d2b·9832·8ea1·8d91··*.F+-+.+-+.2.... 
00000540:·3e00·002d·2d52·9121·131a·5c7c·3296·04b9··>..--R.!..\|2... 
00000550:·966c·6f67·2874·5c7c·329b·0973·2c2b·9374··.log(t\|2..s,+.t 
00000560:·982b·9331·2993·2d93·5c7c·3293·6c6f·6728··.+.1).-.\|2.log( 
00000570:·2d93·745c·7c32·982b·9374·982b·9331·298e··-.t\|2.+.t.+.1). 
00000580:·a18d·913e·0000·2d2d·5291·179f·ee2b·8ea1··...>..--R....+.. 
00000590:·8d91·3e00·002d·2d52·9133·f972·2b2d·2b96··..>..--R.3.r+-+. 
000005a0:·2a86·4631·912f·3fdc·2b2d·2b93·318e·a18d··*.F1./?.+-+.1... 
000005b0:·913e·0000·2d2d·5291·2113·1a2d·9604·b996··.>..--R.!..-.... 
000005c0:·325c·7c32·9361·7461·6e28·2d2d·2d2d·2d2d··2\|2.atan(------ 
000005d0:·2d2d·2d29·932d·9332·5c7c·3293·6174·616e··---).-.2\|2.atan 
000005e0:·282d·2d2d·2d2d·2d2d·2d2d·298e·a18d·913e··(---------)....> 
000005f0:·0000·2d2d·5291·6339·4e2b·2d2b·915e·7fb8··..--R.c9N+-+.^.. 
00000600:·2b2d·2b8e·a18d·913e·0000·2d2d·5291·59c6··+-+....>..--R.Y. 
00000610:·2274·5c7c·3296·0973·2c2d·9b04·b996·3191··"t\|2..s,-....1. 
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dbtest.input.dvi
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./usr/share/doc/axiom-doc/src/input/de2re.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.
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00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9ef1··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9ef1··..?.............
00000090:·0bf3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·0bf3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
Offset 12, 141 lines modifiedOffset 12, 141 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7464·6532·7265·2e69·6e70··put..7tde2re.inp000000d0:·7075·7491·0537·7464·6532·7265·2e69·6e70··put..7tde2re.inp
000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc··ut.."...........000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc··ut.."...........
000000f0:·36f3·2358·ab51·0b00·0c00·0000·0c00·0000··6.#X.Q..........000000f0:·36f3·2358·ab51·0b00·0c00·0000·0c00·0000··6.#X.Q..........
00000100:·0563·6d72·3132·ce54·6865·9603·eaa8·4178··.cmr12.The....Ax00000100:·0563·6d72·3132·ce54·6865·9603·eaa8·4178··.cmr12.The....Ax
00000110:·696f·6d93·5491·ff05·5665·616d·8e8e·8e8e··iom.T...Veam....00000110:·696f·6d93·5491·ff05·5665·616d·8e8e·8e8e··iom.T...Veam....
00000120:·8e9f·1788·8b8d·9200·d7bc·6446·91ff·0556··..........dF...V00000120:·8e9f·1766·6a8d·9200·da2f·0d4a·616e·90ac··...fj..../.Jan..
00000130:·6562·7275·6172·7996·03ea·a832·302c·9332··ebruary....20,.200000130:·7275·6172·7996·03ea·a832·302c·9332·3032··ruary....20,.202
00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f32d··025..$.......K.-00000140:·348e·9f24·0001·8d92·00f1·a14b·f32d·740c··4..$.......K.-t.
00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000160:·6278·39d8·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....00000160:·39d8·4162·7374·7261·6374·8e9f·0fac·d18e··9.Abstract......
00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·174b··...............K00000170:·9f1e·0000·8d8d·9201·0380·00f3·174b·f160··.............K.`
00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr00000180:·7900·0a00·0000·0a00·0000·0563·6d72·3130··y..........cmr10
00000190:·3130·c231·8e8e·8e8c·8b00·0000·0200·0000··10.1............00000190:·c231·8e8e·8e8c·8b00·0000·0200·0000·0000··.1..............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·2aa0·0279·0000·8da0·fda3·0000··....*..y........000001c0:·0000·2aa0·0279·0000·8da0·fda3·0000·a002··..*..y..........
000001d0:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..000001d0:·3f00·008d·a0fd·e400·008d·913e·0000·f32f··?..........>.../
000001e0:·f32f·c2d6·4ea0·000e·6666·000c·0000·0006··./..N...ff......000001e0:·c2d6·4ea0·000e·6666·000c·0000·0006·636d··..N...ff......cm
000001f0:·636d·6278·3132·da43·6f6e·958c·cc74·656e··cmbx12.Con...ten000001f0:·6278·3132·da43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t
00000200:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............00000200:·738e·8e9f·1e00·008d·8d92·0103·8000·c232··s..............2
00000210:·c232·8e8e·8e8c·8b00·0000·0300·0000·0000··.2..............00000210:·8e8e·8e8c·8b00·0000·0300·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0001··................
00000240:·0001·98a0·0279·0000·8da0·fda3·0000·a002··.....y..........00000240:·96a0·0279·0000·8da0·fda3·0000·a002·3f00··...y..........?.
00000250:·3f00·008d·a0fd·e400·008d·8d91·3e00·00da··?...........>...00000250:·008d·a0fd·e400·008d·8d91·3e00·00da·318e··..........>...1.
00000260:·318e·9156·4ccb·6275·6773·8e9f·15e7·1b8d··1..VL.bugs......00000260:·9156·4ccb·6275·6773·8e9f·15e7·1b8d·913e··.VL.bugs.......>
00000270:·913e·0000·c254·6865·9603·5555·6675·6e63··.>...The..UUfunc00000270:·0000·c254·6865·9603·5555·6675·6e63·7469··...The..UUfuncti
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000002a0:·616c·4f70·9047·1d65·7261·746f·727c·9369··alOp.G.erator|.i000002a0:·4f70·9047·1d65·7261·746f·727c·9369·7393··Op.G.erator|.is.
000002b0:·7393·756e·6465·0c6e·6564·8ea9·0c00·008d··s.unde.ned......000002b0:·756e·6465·0c6e·6564·8ea9·0c00·008d·9176··unde.ned.......v
000002c0:·9176·e7cf·f330·1af2·2256·000a·0000·000a··.v...0.."V......000002c0:·e7cf·f330·1af2·2256·000a·0000·000a·0000··...0.."V........
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000002e0:·6275·6731·937c·8e9f·1300·008d·913e·0000··bug1.|.......>..000002e0:·6731·937c·8e9f·1300·008d·913e·0000·f331··g1.|.......>...1
000002f0:·f331·dfa4·4e00·0009·0000·0009·0000·0005··.1..N...........000002f0:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm
00000300:·636d·7474·39dc·646e·9604·b996·3a3d·9344··cmtt9.dn....:=.D00000300:·7474·39dc·646e·9604·b996·3a3d·9344·2829··tt9.dn....:=.D()
00000310:·2829·244c·8ea4·0b00·008d·913e·0000·2d2d··()$L.......>..--00000310:·244c·8ea4·0b00·008d·913e·0000·2d2d·9604··$L.......>..--..
00000320:·9604·b996·3493·7765·6c6c·936b·6e6f·776e··....4.well.known00000320:·b996·3493·7765·6c6c·936b·6e6f·776e·9364··..4.well.known.d
00000330:·9364·6966·6665·7265·6e74·6961·6c93·6f70··.differential.op00000330:·6966·6665·7265·6e74·6961·6c93·6f70·6572··ifferential.oper
00000340:·6572·6174·6f72·738e·a18d·913e·0000·6578··erators....>..ex00000340:·6174·6f72·738e·a18d·913e·0000·6578·703a··ators....>..exp:
00000350:·703a·3d96·04b9·9664·6e93·2d93·318e·a18d··p:=....dn.-.1...00000350:·3d96·04b9·9664·6e93·2d93·318e·a18d·913e··=....dn.-.1....>
00000360:·913e·0000·7369·6e63·6f73·9604·b996·3a3d··.>..sincos....:=00000360:·0000·7369·6e63·6f73·9604·b996·3a3d·9364··..sincos....:=.d
00000370:·9364·6e5e·3293·2b93·318e·a18d·913e·0000··.dn^2.+.1....>..00000370:·6e5e·3293·2b93·318e·a18d·913e·0000·6169··n^2.+.1....>..ai
00000380:·6169·7279·9604·b996·3a3d·9364·6e5e·3293··airy....:=.dn^2.00000380:·7279·9604·b996·3a3d·9364·6e5e·3293·2d93··ry....:=.dn^2.-.
00000390:·2d93·6e8e·a18d·913e·0000·6865·726d·6974··-.n....>..hermit00000390:·6e8e·a18d·913e·0000·6865·726d·6974·6596··n....>..hermite.
000003a0:·6596·04b9·963a·3d93·646e·5e32·932d·9332··e....:=.dn^2.-.2000003a0:·04b9·963a·3d93·646e·5e32·932d·9332·2a6e··...:=.dn^2.-.2*n
000003b0:·2a6e·2a64·6e93·2b93·318e·a1a1·8d91·3e00··*n*dn.+.1.....>.000003b0:·2a64·6e93·2b93·318e·a1a1·8d91·3e00·002d··*dn.+.1.....>..-
000003c0:·002d·2d96·04b9·9674·6865·9372·6563·7572··.--....the.recur000003c0:·2d96·04b9·9674·6865·9372·6563·7572·7265··-....the.recurre
000003d0:·7265·6e63·6573·9373·6174·6973·6669·6564··rences.satisfied000003d0:·6e63·6573·9373·6174·6973·6669·6564·9362··nces.satisfied.b
000003e0:·9362·7993·7468·6593·636f·6566·6669·6369··.by.the.coeffici000003e0:·7993·7468·6593·636f·6566·6669·6369·656e··y.the.coefficien
000003f0:·656e·7473·936f·6693·7468·6569·7293·7365··ents.of.their.se000003f0:·7473·936f·6693·7468·6569·7293·7365·7269··ts.of.their.seri
00000400:·7269·6573·9373·6f6c·7574·696f·6e73·8ea1··ries.solutions..00000400:·6573·9373·6f6c·7574·696f·6e73·8ea1·8d91··es.solutions....
00000410:·8d91·3e00·002d·2d72·6563·7572·7265·6e63··..>..--recurrenc 
00000420:·6528·6578·702c·9104·b996·3029·8ea1·8d91··e(exp,....0).... 
00000430:·3e00·002d·2d72·6563·7572·7265·6e63·6528··>..--recurrence(00000410:·3e00·002d·2d72·6563·7572·7265·6e63·6528··>..--recurrence(
 00000420:·6578·702c·9104·b996·3029·8ea1·8d91·3e00··exp,....0)....>.
 00000430:·002d·2d72·6563·7572·7265·6e63·6528·7369··.--recurrence(si
00000440:·7369·6e63·6f73·2c91·04b9·9630·298e·a18d··sincos,....0)...00000440:·6e63·6f73·2c91·04b9·9630·298e·a18d·913e··ncos,....0)....>
 00000450:·0000·2d2d·7265·6375·7272·656e·6365·2861··..--recurrence(a
 00000460:·6972·792c·9104·b996·3029·8ea1·8d91·3e00··iry,....0)....>.
 00000470:·002d·2d72·6563·7572·7265·6e63·6528·6169··.--recurrence(ai
 00000480:·7279·2c91·04b9·9631·298e·a18d·913e·0000··ry,....1)....>..
 00000490:·2d2d·7265·6375·7272·656e·6365·2868·6572··--recurrence(her
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Offset 12, 206 lines modifiedOffset 12, 206 lines modified
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./usr/share/doc/axiom-doc/src/input/defintef.input.dvi
    
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Offset 12, 229 lines modifiedOffset 12, 229 lines modified
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00000100:·000c·0000·0005·636d·7231·32ce·5469·6d6f··......cmr12.Timo00000100:·000c·0000·0005·636d·7231·32ce·5469·6d6f··......cmr12.Timo
00000110:·7468·90ac·7279·9103·eaa8·4461·6c79·8e8e··th..ry....Daly..00000110:·7468·90ac·7279·9103·eaa8·4461·6c79·8e8e··th..ry....Daly..
00000120:·8e8e·8e9f·1788·8b8d·9200·d7bc·6446·91ff··............dF..00000120:·8e8e·8e9f·1766·6a8d·9200·da2f·0d4a·616e··.....fj..../.Jan
00000130:·0556·6562·7275·6172·7996·03ea·a832·302c··.Vebruary....20,00000130:·90ac·7275·6172·7996·03ea·a832·302c·9332··..ruary....20,.2
00000140:·9332·3032·358e·9f24·0001·8d92·00f1·a14b··.2025..$.......K00000140:·3032·348e·9f24·0001·8d92·00f1·a14b·f32d··024..$.......K.-
00000150:·f32d·740c·893a·0009·0000·0009·0000·0005··.-t..:..........00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·636d·6278·39d8·4162·7374·7261·6374·8e9f··cmbx9.Abstract..00000160:·6278·39d8·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·174b··...............K
00000180:·174b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr
00000190:·6d72·3130·c231·8e8e·8e8c·8b00·0000·0200··mr10.1..........00000190:·3130·c231·8e8e·8e8c·8b00·0000·0200·0000··10.1............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·2aa0·0279·0000·8da0·fda3··......*..y......000001c0:·0000·0000·2aa0·0279·0000·8da0·fda3·0000··....*..y........
000001d0:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........>000001d0:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..
000001e0:·0000·f32f·c2d6·4ea0·000e·6666·000c·0000··.../..N...ff....000001e0:·f32f·c2d6·4ea0·000e·6666·000c·0000·0006··./..N...ff......
000001f0:·0006·636d·6278·3132·da43·6f6e·958c·cc74··..cmbx12.Con...t000001f0:·636d·6278·3132·da43·6f6e·958c·cc74·656e··cmbx12.Con...ten
00000200:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........00000200:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............
00000210:·8000·c232·8e8e·8e8c·8b00·0000·0300·0000··...2............00000210:·c232·8e8e·8e8c·8b00·0000·0300·0000·0000··.2..............
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0001·9aa0·0279·0000·8da0·fda3·0000··.......y........00000240:·0001·98a0·0279·0000·8da0·fda3·0000·a002··.....y..........
00000250:·a002·3f00·008d·a0fd·e400·008d·8d91·3e00··..?...........>.00000250:·3f00·008d·a0fd·e400·008d·8d91·3e00·00da··?...........>...
00000260:·00da·318e·9156·4ccb·4c69·6365·6e73·658e··..1..VL.License.00000260:·318e·9156·4ccb·4c69·6365·6e73·658e·9f15··1..VL.License...
00000270:·9f15·e71b·a40c·0000·8d91·76e7·cff3·301a··..........v...0.00000270:·e71b·a40c·0000·8d91·76e7·cff3·301a·f222··........v...0.."
00000280:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb00000280:·5600·0a00·0000·0a00·0000·0663·6d62·7831··V..........cmbx1
00000290:·7831·30db·7c96·03d5·546c·6963·656e·7365··x10.|...Tlicense00000290:·30db·7c96·03d5·546c·6963·656e·7365·937c··0.|...Tlicense.|
000002a0:·937c·8e9f·1238·2e8d·913e·0000·f331·dfa4··.|...8...>...1..000002a0:·8e9f·1238·2e8d·913e·0000·f331·dfa4·4e00··...8...>...1..N.
000002b0:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt000002b0:·0009·0000·0009·0000·0005·636d·7474·39dc··..........cmtt9.
000002c0:·39dc·2d2d·436f·7079·7269·6768·7496·04b9··9.--Copyright...000002c0:·2d2d·436f·7079·7269·6768·7496·04b9·9654··--Copyright....T
000002d0:·9654·6865·934e·756d·6572·6963·616c·9341··.The.Numerical.A000002d0:·6865·934e·756d·6572·6963·616c·9341·6c67··he.Numerical.Alg
000002e0:·6c67·6f72·6974·686d·7393·4772·6f75·7093··lgorithms.Group.000002e0:·6f72·6974·686d·7393·4772·6f75·7093·4c69··orithms.Group.Li
000002f0:·4c69·6d69·7465·6493·3139·3931·2e8e·a913··Limited.1991....000002f0:·6d69·7465·6493·3139·3931·2e8e·a913·382e··mited.1991....8.
00000300:·382e·8d91·76e7·cfdb·7c7c·7c2d·8ea1·a18d··8...v...|||-....00000300:·8d91·76e7·cfdb·7c7c·7c2d·8ea1·a18d·9176··..v...|||-.....v
00000310:·9176·e7cf·7c96·03d5·542a·937c·8e9f·1238··.v..|...T*.|...800000310:·e7cf·7c96·03d5·542a·937c·8e9f·1238·2d8d··..|...T*.|...8-.
00000320:·2d8d·913e·0000·dc29·7365·7496·04b9·9662··-..>...)set....b00000320:·913e·0000·dc29·7365·7496·04b9·9662·7265··.>...)set....bre
00000330:·7265·616b·9372·6573·756d·658e·a40b·0000··reak.resume.....00000330:·616b·9372·6573·756d·658e·a40b·0000·8d91··ak.resume.......
00000340:·8d91·3e00·0029·7370·6f6f·6c91·04b9·9664··..>..)spool....d00000340:·3e00·0029·7370·6f6f·6c91·04b9·9664·6566··>..)spool....def
00000350:·6566·696e·7472·662e·6f75·7470·7574·8ea1··efintrf.output..00000350:·696e·7472·662e·6f75·7470·7574·8ea1·8d91··intrf.output....
00000360:·8d91·3e00·0029·7365·7496·04b9·966d·6573··..>..)set....mes 
00000370:·7361·6765·9374·6573·7493·6f6e·8ea1·8d91··sage.test.on.... 
00000380:·3e00·0029·7365·7496·04b9·966d·6573·7361··>..)set....messa00000360:·3e00·0029·7365·7496·04b9·966d·6573·7361··>..)set....messa
 00000370:·6765·9374·6573·7493·6f6e·8ea1·8d91·3e00··ge.test.on....>.
 00000380:·0029·7365·7496·04b9·966d·6573·7361·6765··.)set....message
00000390:·6765·9361·7574·6f93·6f66·668e·a18d·913e··ge.auto.off....>00000390:·9361·7574·6f93·6f66·668e·a18d·913e·0000··.auto.off....>..
000003a0:·0000·2963·6c65·6172·9104·b996·616c·6c8e··..)clear....all.000003a0:·2963·6c65·6172·9104·b996·616c·6c8e·a1a6··)clear....all...
000003b0:·a1a6·8d91·76e7·cfdb·7c7c·7c2d·8ea4·0c00··....v...|||-....000003b0:·8d91·76e7·cfdb·7c7c·7c2d·8ea4·0c00·008d··..v...|||-......
000003c0:·008d·913e·0000·c254·6869·7396·03e4·6e69··...>...This...ni000003c0:·913e·0000·c254·6869·7396·03e4·6e69·739b··.>...This...nis.
000003d0:·739b·03e4·6f61·9364·690e·6375·6c74·9365··s...oa.di.cult.e000003d0:·03e4·6f61·9364·690e·6375·6c74·9365·7861··..oa.di.cult.exa
000003e0:·7861·6d70·6c65·9866·726f·6d93·4b61·6861··xample.from.Kaha000003e0:·6d70·6c65·9866·726f·6d93·4b61·6861·6e2e··mple.from.Kahan.
000003f0:·6e2e·9106·1f13·4d6f·7374·9373·796d·90b8··n.....Most.sym..000003f0:·9106·1f13·4d6f·7374·9373·796d·90b8·e362··....Most.sym...b
00000400:·e362·9047·1d6f·6c69·6393·696e·6465·0c6e··.b.G.olic.inde.n00000400:·9047·1d6f·6c69·6393·696e·6465·0c6e·6974··.G.olic.inde.nit
00000410:·6974·6598·696e·9ab8·e374·6567·7261·6c73··ite.in...tegrals00000410:·6598·696e·9ab8·e374·6567·7261·6c73·9366··e.in...tegrals.f
00000420:·9366·6f72·93f3·1a0b·a062·3e00·0a00·0000··.for.....b>.....00000420:·6f72·93f3·1a0b·a062·3e00·0a00·0000·0a00··or.....b>.......
00000430:·0a00·0000·0663·6d6d·6931·30c5·6691·04f7··.....cmmi10.f...00000430:·0000·0663·6d6d·6931·30c5·6691·04f7·fec2··...cmmi10.f.....
00000440:·fec2·7769·6c6c·9368·6198·7698·658e·a18d··..will.ha.v.e...00000440:·7769·6c6c·9368·6198·7698·658e·a18d·913e··will.ha.v.e....>
00000450:·913e·0000·619b·041c·6f70·9547·1d6f·6c65··.>..a...op.G.ole00000450:·0000·619b·041c·6f70·9547·1d6f·6c65·9104··..a...op.G.ole..
00000460:·9104·1c70·6293·6574·95b8·e377·9365·656e··...pb.et...w.een00000460:·1c70·6293·6574·95b8·e377·9365·656e·9831··.pb.et...w.een.1
00000470:·9831·9604·1c70·616e·6498·322e·9106·c717··.1...pand.2.....00000470:·9604·1c70·616e·6498·322e·9106·c717·4e6f··...pand.2.....No
00000480:·4e6f·7465·9874·6861·7493·c566·9105·2ffe··Note.that..f../.00000480:·7465·9874·6861·7493·c566·9105·2ffe·c269··te.that..f../..i
00000490:·c269·7393·7090·471d·6f73·6974·6976·90b8··.is.p.G.ositiv..00000490:·7393·7090·471d·6f73·6974·6976·90b8·e365··s.p.G.ositiv...e
000004a0:·e365·986f·6e93·5b31·c53a·3ac2·325d·9873··.e.on.[1.::.2].s000004a0:·986f·6e93·5b31·c53a·3ac2·325d·9873·6f93··.on.[1.::.2].so.
000004b0:·6f93·7790·b8e3·6598·6578·7090·471d·6563··o.w...e.exp.G.ec000004b0:·7790·b8e3·6598·6578·7090·471d·6563·7493··w...e.exp.G.ect.
000004c0:·7493·7468·6598·696e·90b8·e374·6567·7261··t.the.in...tegra000004c0:·7468·6598·696e·90b8·e374·6567·7261·6c93··the.in...tegral.
000004d0:·6c93·746f·9862·9047·1d65·8ea1·8d91·3e00··l.to.b.G.e....>.000004d0:·746f·9862·9047·1d65·8ea1·8d91·3e00·0070··to.b.G.e....>..p
000004e0:·0070·9047·1d6f·7369·7469·7690·b8e3·658e··.p.G.ositiv...e.000004e0:·9047·1d6f·7369·7469·7690·b8e3·658e·a18d··.G.ositiv...e...
000004f0:·a18d·9176·e7cf·db7c·9603·d554·2a93·7c8e··...v...|...T*.|.000004f0:·9176·e7cf·db7c·9603·d554·2a93·7c8e·9f12··.v...|...T*.|...
00000500:·9f12·382e·8d91·3e00·00dc·2d2d·5396·04b9··..8...>...--S...00000500:·382e·8d91·3e00·00dc·2d2d·5396·04b9·9631··8...>...--S....1
00000510:·9631·936f·6693·338e·a40b·0000·8d91·3e00··.1.of.3.......>.00000510:·936f·6693·338e·a40b·0000·8d91·3e00·0066··.of.3.......>..f
00000520:·0066·9604·b996·3a3d·9328·785e·3493·2d93··.f....:=.(x^4.-.00000520:·9604·b996·3a3d·9328·785e·3493·2d93·332a··....:=.(x^4.-.3*
00000530:·332a·785e·3293·2b93·3629·2f28·785e·362d··3*x^2.+.6)/(x^6-00000530:·785e·3293·2b93·3629·2f28·785e·362d·352a··x^2.+.6)/(x^6-5*
00000540:·352a·785e·342b·352a·785e·322b·3429·8ea1··5*x^4+5*x^2+4)..00000540:·785e·342b·352a·785e·322b·3429·8ea1·8d91··x^4+5*x^2+4)....
00000550:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-00000550:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
00000560:·2d52·8ea1·8d91·3e00·002d·2d52·9138·b308··-R....>..--R.8..00000560:·8ea1·8d91·3e00·002d·2d52·9138·b308·3491··....>..--R.8..4.
00000570:·3491·179f·ee32·8ea1·8d91·3e00·002d·2d52··4....2....>..--R00000570:·179f·ee32·8ea1·8d91·3e00·002d·2d52·9133··...2....>..--R.3
00000580:·9133·f972·7896·0973·2c2d·9b04·b996·3378··.3.rx..s,-....3x00000580:·f972·7896·0973·2c2d·9b04·b996·3378·932b··.rx..s,-....3x.+
00000590:·932b·9836·8ea1·8d91·3e00·002d·2d52·910e··.+.6....>..--R..00000590:·9836·8ea1·8d91·3e00·002d·2d52·910e·2cc2··.6....>..--R..,.
000005a0:·2cc2·2831·2991·0973·2c2d·2d2d·2d2d·2d2d··,.(1)..s,-------000005a0:·2831·2991·0973·2c2d·2d2d·2d2d·2d2d·2d2d··(1)..s,---------
000005b0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d8e·a18d·913e··-----------....>000005b0:·2d2d·2d2d·2d2d·2d2d·2d8e·a18d·913e·0000··---------....>..
000005c0:·0000·2d2d·5291·2a86·4636·9617·9fee·3493··..--R.*.F6....4.000005c0:·2d2d·5291·2a86·4636·9617·9fee·3493·328e··--R.*.F6....4.2.
000005d0:·328e·a18d·913e·0000·2d2d·5291·25cc·b078··2....>..--R.%..x000005d0:·a18d·913e·0000·2d2d·5291·25cc·b078·9609··...>..--R.%..x..
000005e0:·9609·732c·2d9b·04b9·9635·7893·2b98·3578··..s,-....5x.+.5x000005e0:·732c·2d9b·04b9·9635·7893·2b98·3578·932b··s,-....5x.+.5x.+
000005f0:·932b·9834·8ea1·8d91·3e00·002d·2d52·9200··.+.4....>..--R..000005f0:·9834·8ea1·8d91·3e00·002d·2d52·9200·c672··.4....>..--R...r
00000600:·c672·9c54·7970·653a·9104·b996·4672·6163··.r.Type:....Frac00000600:·9c54·7970·653a·9104·b996·4672·6163·7469··.Type:....Fracti
00000610:·7469·6f6e·2850·6f6c·796e·6f6d·6961·6c28··tion(Polynomial(00000610:·6f6e·2850·6f6c·796e·6f6d·6961·6c28·496e··on(Polynomial(In
00000620:·496e·7465·6765·7229·298e·a18d·913e·0000··Integer))....>..00000620:·7465·6765·7229·298e·a18d·913e·0000·2d2d··teger))....>..--
00000630:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>..00000630:·4591·04b9·9631·8ea1·a18d·913e·0000·2d2d··E....1.....>..--
00000640:·2d2d·5396·04b9·9632·936f·6693·338e·a18d··--S....2.of.3...00000640:·5396·04b9·9632·936f·6693·338e·a18d·913e··S....2.of.3....>
00000650:·913e·0000·696e·7465·6772·6174·6528·662c··.>..integrate(f,00000650:·0000·696e·7465·6772·6174·6528·662c·9604··..integrate(f,..
00000660:·9604·b996·7893·3d93·312e·2e32·298e·a18d··....x.=.1..2)...00000660:·b996·7893·3d93·312e·2e32·298e·a18d·913e··..x.=.1..2)....>
00000670:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--00000670:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.
00000680:·528e·a18d·913e·0000·2d2d·5292·00de·128a··R....>..--R.....00000680:·a18d·913e·0000·2d2d·5292·00de·128a·318e··...>..--R.....1.
00000690:·318e·a18d·913e·0000·2d2d·5291·25cc·b032··1....>..--R.%..200000690:·a18d·913e·0000·2d2d·5291·25cc·b032·6174··...>..--R.%..2at
000006a0:·6174·616e·2838·2996·04b9·962b·9332·6174··atan(8)....+.2at000006a0:·616e·2838·2996·04b9·962b·9332·6174·616e··an(8)....+.2atan
000006b0:·616e·2835·2993·2b93·3261·7461·6e28·3229··an(5).+.2atan(2)000006b0:·2835·2993·2b93·3261·7461·6e28·3229·932b··(5).+.2atan(2).+
000006c0:·932b·9332·6174·616e·282d·2993·2d93·2570··.+.2atan(-).-.%p000006c0:·9332·6174·616e·282d·2993·2d93·2570·698e··.2atan(-).-.%pi.
000006d0:·698e·a18d·913e·0000·2d2d·5292·00de·128a··i....>..--R.....000006d0:·a18d·913e·0000·2d2d·5292·00de·128a·328e··...>..--R.....2.
000006e0:·328e·a18d·913e·0000·2d2d·5291·0e2c·c228··2....>..--R..,.(000006e0:·a18d·913e·0000·2d2d·5291·0e2c·c228·3229··...>..--R..,.(2)
000006f0:·3229·9109·732c·2d2d·2d2d·2d2d·2d2d·2d2d··2)..s,----------000006f0:·9109·732c·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··..s,------------
00000700:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000700:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000710:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000710:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000720:·2d2d·2d2d·2d8e·a18d·913e·0000·2d2d·5292··-----....>..--R.00000720:·2d2d·2d8e·a18d·913e·0000·2d2d·5292·0092··---....>..--R...
00000730:·0092·792a·328e·a18d·913e·0000·2d2d·5291··..y*2....>..--R.00000730:·792a·328e·a18d·913e·0000·2d2d·5291·550c··y*2....>..--R.U.
00000740:·550c·8c54·7970·653a·9604·b996·556e·696f··U..Type:....Unio00000740:·8c54·7970·653a·9604·b996·556e·696f·6e28··.Type:....Union(
00000750:·6e28·6631·3a93·4f72·6465·7265·6443·6f6d··n(f1:.OrderedCom00000750:·6631·3a93·4f72·6465·7265·6443·6f6d·706c··f1:.OrderedCompl
00000760:·706c·6574·696f·6e28·4578·7072·6573·7369··pletion(Expressi00000760:·6574·696f·6e28·4578·7072·6573·7369·6f6e··etion(Expression
00000770:·6f6e·2849·6e74·6567·6572·2929·2c2e·2e2e··on(Integer)),...00000770:·2849·6e74·6567·6572·2929·2c2e·2e2e·298e··(Integer)),...).
00000780:·298e·a18d·913e·0000·2d2d·4591·04b9·9632··)....>..--E....200000780:·a18d·913e·0000·2d2d·4591·04b9·9632·8ea1··...>..--E....2..
00000790:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....300000790:·a18d·913e·0000·2d2d·5396·04b9·9633·936f··...>..--S....3.o
000007a0:·936f·6693·338e·a18d·913e·0000·6e75·6d65··.of.3....>..nume000007a0:·6693·338e·a18d·913e·0000·6e75·6d65·7269··f.3....>..numeri
000007b0:·7269·6391·04b9·9625·8ea1·8d91·3e00·002d··ric....%....>..-000007b0:·6391·04b9·9625·8ea1·8d91·3e00·002d·2d52··c....%....>..--R
000007c0:·2d52·8e8e·9f1e·0000·8d8d·9201·0380·00c2··-R..............000007c0:·8e8e·9f1e·0000·8d8d·9201·0380·00c2·338e··..............3.
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./usr/share/doc/axiom-doc/src/input/defs.input.dvi
    
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00000000:·f702·0183·92c0·1c3b·0000·0000·03e8·1b20··.......;.......·00000000:·f702·0183·92c0·1c3b·0000·0000·03e8·1b20··.......;.......·
00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.
00000020:·3032·2e32·303a·3133·3430·8b00·0000·0100··02.20:1340......00000020:·3031·2e32·303a·3130·3534·8b00·0000·0100··01.20:1054......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a3fc··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a3fc··..?.............
00000090:·c3f3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·c3f3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
Offset 12, 215 lines modifiedOffset 12, 214 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7464·6566·732e·696e·7075··put..7tdefs.inpu000000d0:·7075·7491·0537·7464·6566·732e·696e·7075··put..7tdefs.inpu
000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00d8·cc36··t.."...........6000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00d8·cc36··t.."...........6
000000f0:·f323·58ab·510b·000c·0000·000c·0000·0005··.#X.Q...........000000f0:·f323·58ab·510b·000c·0000·000c·0000·0005··.#X.Q...........
00000100:·636d·7231·32ce·5468·6596·03ea·a841·7869··cmr12.The....Axi00000100:·636d·7231·32ce·5468·6596·03ea·a841·7869··cmr12.The....Axi
00000110:·6f6d·9354·91ff·0556·6561·6d8e·8e8e·8e8e··om.T...Veam.....00000110:·6f6d·9354·91ff·0556·6561·6d8e·8e8e·8e8e··om.T...Veam.....
00000120:·9f17·888b·8d92·00d7·bc64·4691·ff05·5665··.........dF...Ve00000120:·9f17·666a·8d92·00da·2f0d·4a61·6e90·ac72··..fj..../.Jan..r
00000130:·6272·7561·7279·9603·eaa8·3230·2c93·3230··bruary....20,.2000000130:·7561·7279·9603·eaa8·3230·2c93·3230·3234··uary....20,.2024
00000140:·3235·8e9f·2400·018d·9200·f1a1·4bf3·2d74··25..$.......K.-t00000140:·8e9f·2400·018d·9200·f1a1·4bf3·2d74·0c89··..$.......K.-t..
00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb00000150:·3a00·0900·0000·0900·0000·0563·6d62·7839··:..........cmbx9
00000160:·7839·d841·6273·7472·6163·748e·9f0f·acd1··x9.Abstract.....00000160:·d841·6273·7472·6163·748e·9f0f·acd1·8e9f··.Abstract.......
00000170:·8e9f·1e00·008d·8d92·0103·8000·f317·4bf1··..............K.00000170:·1e00·008d·8d92·0103·8000·f317·4bf1·6079··............K.`y
00000180:·6079·000a·0000·000a·0000·0005·636d·7231··`y..........cmr100000180:·000a·0000·000a·0000·0005·636d·7231·30c2··..........cmr10.
00000190:·30c2·318e·8e8e·8c8b·0000·0002·0000·0000··0.1.............00000190:·318e·8e8e·8c8b·0000·0002·0000·0000·0000··1...............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y.........000001c0:·002a·a002·7900·008d·a0fd·a300·00a0·023f··.*..y..........?
000001d0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...000001d0:·0000·8da0·fde4·0000·8d91·3e00·00f3·2fc2··..........>.../.
000001e0:·2fc2·d64e·a000·0e66·6600·0c00·0000·0663··/..N...ff......c000001e0:·d64e·a000·0e66·6600·0c00·0000·0663·6d62··.N...ff......cmb
000001f0:·6d62·7831·32da·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten.000001f0:·7831·32da·436f·6e95·8ccc·7465·6e93·7473··x12.Con...ten.ts
00000200:·7473·8e8e·9f1e·0000·8d8d·9201·0380·00c2··ts..............00000200:·8e8e·9f1e·0000·8d8d·9201·0380·00c2·328e··..............2.
00000210:·328e·8e8e·8c8b·0000·0003·0000·0000·0000··2...............00000210:·8e8e·8c8b·0000·0003·0000·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0195··................
00000240:·0197·a002·7900·008d·a0fd·a300·00a0·023f··....y..........?00000240:·a002·7900·008d·a0fd·a300·00a0·023f·0000··..y..........?..
00000250:·0000·8da0·fde4·0000·8d91·4d00·00c2·5468··..........M...Th00000250:·8da0·fde4·0000·8d91·4d00·00c2·5468·6596··........M...The.
00000260:·6596·031f·7f6f·7468·6572·7769·7365·9363··e....otherwise.c00000260:·031f·7f6f·7468·6572·7769·7365·9363·6c61··...otherwise.cla
00000270:·6c61·7573·6593·6973·936e·6f74·9b03·1f80··lause.is.not....00000270:·7573·6593·6973·936e·6f74·9b03·1f80·7265··use.is.not....re
00000280:·7265·636f·676e·697a·6564·9365·6974·6865··recognized.eithe00000280:·636f·676e·697a·6564·9365·6974·6865·7293··cognized.either.
00000290:·7293·696e·9374·6865·934e·4195·b8e3·4791··r.in.the.NA...G.00000290:·696e·9374·6865·934e·4195·b8e3·4791·031f··in.the.NA...G...
000002a0:·031f·7176·9365·7273·696f·6e98·6f72·9603··..qv.ersion.or..000002a0:·7176·9365·7273·696f·6e98·6f72·9603·1f7f··qv.ersion.or....
000002b0:·1f7f·7468·6593·4178·696f·6d93·7690·b8e3··..the.Axiom.v...000002b0:·7468·6593·4178·696f·6d93·7690·b8e3·6572··the.Axiom.v...er
000002c0:·6572·7369·6f6e·2e8e·a90c·0000·8d91·76e7··ersion........v.000002c0:·7369·6f6e·2e8e·a90c·0000·8d91·76e7·cff3··sion........v...
000002d0:·cff3·301a·f222·5600·0a00·0000·0a00·0000··..0.."V.........000002d0:·301a·f222·5600·0a00·0000·0a00·0000·0663··0.."V..........c
000002e0:·0663·6d62·7831·30db·7c96·03d5·540c·6293··.cmbx10.|...T.b.000002e0:·6d62·7831·30db·7c96·03d5·540c·6293·7c8e··mbx10.|...T.b.|.
000002f0:·7c8e·9f12·999a·8d91·3e00·00f3·31df·a44e··|.......>...1..N000002f0:·9f12·999a·8d91·3e00·00f3·31df·a44e·0000··......>...1..N..
00000300:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt900000300:·0900·0000·0900·0000·0563·6d74·7439·dc29··.........cmtt9.)
00000310:·dc29·636c·6561·7291·04b9·9661·6c6c·8ea4··.)clear....all..00000310:·636c·6561·7291·04b9·9661·6c6c·8ea4·0b00··clear....all....
00000320:·0b00·00a1·8d91·3e00·0066·6962·2830·2996··......>..fib(0).00000320:·00a1·8d91·3e00·0066·6962·2830·2996·04b9··....>..fib(0)...
00000330:·04b9·963d·3d93·318e·a18d·913e·0000·6669··...==.1....>..fi00000330:·963d·3d93·318e·a18d·913e·0000·6669·6228··.==.1....>..fib(
00000340:·6228·3129·9604·b996·3d3d·9331·8ea1·8d91··b(1)....==.1....00000340:·3129·9604·b996·3d3d·9331·8ea1·8d91·3e00··1)....==.1....>.
00000350:·3e00·0066·6962·286e·2996·04b9·963d·3d93··>..fib(n)....==.00000350:·0066·6962·286e·2996·04b9·963d·3d93·6669··.fib(n)....==.fi
00000360:·6669·6228·6e2d·3129·932b·9366·6962·286e··fib(n-1).+.fib(n00000360:·6228·6e2d·3129·932b·9366·6962·286e·2d32··b(n-1).+.fib(n-2
00000370:·2d32·2993·6f74·6865·7277·6973·658e·a18d··-2).otherwise...00000370:·2993·6f74·6865·7277·6973·658e·a18d·913e··).otherwise....>
00000380:·913e·0000·6669·6228·3130·298e·a18d·913e··.>..fib(10)....>00000380:·0000·6669·6228·3130·298e·a18d·913e·0000··..fib(10)....>..
00000390:·0000·6669·6228·3130·3029·8ea1·8d91·3e00··..fib(100)....>.00000390:·6669·6228·3130·3029·8ea1·8d91·3e00·005b··fib(100)....>..[
000003a0:·005b·6669·6228·325e·6929·9604·b996·666f··.[fib(2^i)....fo000003a0:·6669·6228·325e·6929·9604·b996·666f·7293··fib(2^i)....for.
000003b0:·7293·6993·696e·9331·2e2e·5d8e·a19f·1399··r.i.in.1..].....000003b0:·6993·696e·9331·2e2e·5d8e·a19f·1399·998d··i.in.1..].......
000003c0:·998d·9176·e7cf·db7c·7c7c·2d8e·a68d·913e··...v...|||-....>000003c0:·9176·e7cf·db7c·7c7c·2d8e·a68d·913e·0000··.v...|||-....>..
000003d0:·0000·c254·6865·9603·5555·7768·656e·9363··...The..UUwhen.c000003d0:·c254·6865·9603·5555·7768·656e·9363·6c61··.The..UUwhen.cla
000003e0:·6c61·7573·6593·6973·936e·6f74·9372·6563··lause.is.not.rec000003e0:·7573·6593·6973·936e·6f74·9372·6563·6f67··use.is.not.recog
000003f0:·6f67·6e69·7a65·6493·6569·7468·6572·9369··ognized.either.i000003f0:·6e69·7a65·6493·6569·7468·6572·9369·6e93··nized.either.in.
00000400:·6e93·7468·6593·4e41·9ab8·e347·9376·9865··n.the.NA...G.v.e00000400:·7468·6593·4e41·9ab8·e347·9376·9865·7273··the.NA...G.v.ers
00000410:·7273·696f·6e93·6f72·9374·6865·9341·7869··rsion.or.the.Axi00000410:·696f·6e93·6f72·9374·6865·9341·7869·6f6d··ion.or.the.Axiom
00000420:·6f6d·9376·9865·7273·696f·6e2e·8ea6·8d91··om.v.ersion.....00000420:·9376·9865·7273·696f·6e2e·8ea6·8d91·76e7··.v.ersion.....v.
00000430:·76e7·cfdb·7c9b·03d5·5463·95ae·3968·6562··v...|...Tc..9heb00000430:·cfdb·7c9b·03d5·5463·95ae·3968·6562·9379··..|...Tc..9heb.y
00000440:·9379·7368·6576·987c·8e9f·1299·9a8d·913e··.yshev.|.......>00000440:·7368·6576·987c·8e9f·1299·9a8d·913e·0000··shev.|.......>..
00000450:·0000·dc63·6865·6279·7368·6576·313a·9604··...chebyshev1:..00000450:·dc63·6865·6279·7368·6576·313a·9604·b996··.chebyshev1:....
00000460:·b996·496e·7465·6765·7293·2d3e·9355·6e69··..Integer.->.Uni00000460:·496e·7465·6765·7293·2d3e·9355·6e69·7661··Integer.->.Univa
00000470:·7661·7269·6174·6550·6f6c·796e·6f6d·6961··variatePolynomia00000470:·7269·6174·6550·6f6c·796e·6f6d·6961·6c28··riatePolynomial(
00000480:·6c28·782c·4672·6163·7469·6f6e·9349·6e74··l(x,Fraction.Int00000480:·782c·4672·6163·7469·6f6e·9349·6e74·6567··x,Fraction.Integ
00000490:·6567·6572·298e·a18d·913e·0000·6368·6562··eger)....>..cheb00000490:·6572·298e·a18d·913e·0000·6368·6562·7973··er)....>..chebys
000004a0:·7973·6865·7631·2830·2996·04b9·963d·3d93··yshev1(0)....==.000004a0:·6865·7631·2830·2996·04b9·963d·3d93·318e··hev1(0)....==.1.
000004b0:·318e·a18d·913e·0000·6368·6562·7973·6865··1....>..chebyshe000004b0:·a18d·913e·0000·6368·6562·7973·6865·7631··...>..chebyshev1
000004c0:·7631·2831·2996·04b9·963d·3d93·788e·a18d··v1(1)....==.x...000004c0:·2831·2996·04b9·963d·3d93·788e·a18d·913e··(1)....==.x....>
000004d0:·913e·0000·6368·6562·7973·6865·7631·286e··.>..chebyshev1(n000004d0:·0000·6368·6562·7973·6865·7631·286e·2996··..chebyshev1(n).
000004e0:·2996·04b9·963d·3d93·322a·782a·9363·6865··)....==.2*x*.che000004e0:·04b9·963d·3d93·322a·782a·9363·6865·6279··...==.2*x*.cheby
000004f0:·6279·7368·6576·3128·6e2d·3129·932d·9363··byshev1(n-1).-.c000004f0:·7368·6576·3128·6e2d·3129·932d·9363·6865··shev1(n-1).-.che
00000500:·6865·6279·7368·6576·3128·6e2d·3229·9377··hebyshev1(n-2).w00000500:·6279·7368·6576·3128·6e2d·3229·9377·6865··byshev1(n-2).whe
00000510:·6865·6e93·6e93·3e93·318e·a18d·913e·0000··hen.n.>.1....>..00000510:·6e93·6e93·3e93·318e·a18d·913e·0000·6368··n.n.>.1....>..ch
00000520:·6368·6562·7973·6865·7631·2832·298e·a18d··chebyshev1(2)...00000520:·6562·7973·6865·7631·2832·298e·a18d·913e··ebyshev1(2)....>
00000530:·913e·0000·6368·6562·7973·6865·7631·2837··.>..chebyshev1(700000530:·0000·6368·6562·7973·6865·7631·2837·298e··..chebyshev1(7).
00000540:·298e·a18d·913e·0000·6368·6562·7973·6865··)....>..chebyshe00000540:·a18d·913e·0000·6368·6562·7973·6865·7632··...>..chebyshev2
00000550:·7632·9604·b996·3a93·496e·7465·6765·7293··v2....:.Integer.00000550:·9604·b996·3a93·496e·7465·6765·7293·2d3e··....:.Integer.->
00000560:·2d3e·9355·6e69·7661·7269·6174·6550·6f6c··->.UnivariatePol00000560:·9355·6e69·7661·7269·6174·6550·6f6c·796e··.UnivariatePolyn
00000570:·796e·6f6d·6961·6c28·782c·4672·6163·7469··ynomial(x,Fracti00000570:·6f6d·6961·6c28·782c·4672·6163·7469·6f6e··omial(x,Fraction
00000580:·6f6e·9349·6e74·6567·6572·298e·a18d·913e··on.Integer)....>00000580:·9349·6e74·6567·6572·298e·a18d·913e·0000··.Integer)....>..
00000590:·0000·6368·6562·7973·6865·7632·9604·b996··..chebyshev2....00000590:·6368·6562·7973·6865·7632·9604·b996·3d3d··chebyshev2....==
000005a0:·3d3d·9372·756c·6573·8ea1·8d91·4773·2c63··==.rules....Gs,c000005a0:·9372·756c·6573·8ea1·8d91·4773·2c63·6865··.rules....Gs,che
000005b0:·6865·6279·7368·6576·3228·3029·9604·b996··hebyshev2(0)....000005b0:·6279·7368·6576·3228·3029·9604·b996·3d3d··byshev2(0)....==
000005c0:·3d3d·9331·8ea1·8d91·4773·2c63·6865·6279··==.1....Gs,cheby000005c0:·9331·8ea1·8d91·4773·2c63·6865·6279·7368··.1....Gs,chebysh
000005d0:·7368·6576·3228·3129·9604·b996·3d3d·9332··shev2(1)....==.2 
000005e0:·2a78·8ea1·8d91·4773·2c63·6865·6279·7368··*x....Gs,chebysh 
000005f0:·6576·3228·6e29·9604·b996·3d3d·9332·2a78··ev2(n)....==.2*x000005d0:·6576·3228·3129·9604·b996·3d3d·9332·2a78··ev2(1)....==.2*x
 000005e0:·8ea1·8d91·4773·2c63·6865·6279·7368·6576··....Gs,chebyshev
 000005f0:·3228·6e29·9604·b996·3d3d·9332·2a78·2a93··2(n)....==.2*x*.
 00000600:·6368·6562·7973·6865·7632·286e·2d31·2993··chebyshev2(n-1).
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./usr/share/doc/axiom-doc/src/input/derham.input.dvi.gz
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derham.input.dvi
    
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 000004f0:·6572·9604·b996·3a3d·9344·4552·4841·4d28··er....:=.DERHAM(
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 00000530:·2991·0973·2c44·6552·6861·6d43·6f6d·706c··)..s,DeRhamCompl
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./usr/share/doc/axiom-doc/src/input/derham2.input.dvi.gz
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derham2.input.dvi
    
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 00000460:·6f6d·706c·6578·2849·6e74·6567·6572·2c5b··omplex(Integer,[
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 000004c0:·005b·6478·2c64·792c·647a·5d3a·3d5b·6765··.[dx,dy,dz]:=[ge
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 000004e0:·666f·7293·6993·696e·9331·2e2e·335d·8ea1··for.i.in.1..3]..
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 00000640:·8d91·3e00·002d·2d52·910e·2cc2·2834·2991··..>..--R..,.(4).
 00000650:·0973·2c67·8ea1·8d91·3e00·002d·2d52·9201··.s,g....>..--R..
 00000660:·120b·fc54·7970·653a·9104·b996·4261·7369··...Type:....Basi
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./usr/share/doc/axiom-doc/src/input/derham3.input.dvi.gz
108 KB
derham3.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 810 lines modifiedOffset 12, 810 lines modified
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000004a0:·2833·2991·0973·2c44·6552·6861·6d43·6f6d··(3)..s,DeRhamCom 
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./usr/share/doc/axiom-doc/src/input/derivefail.input.dvi.gz
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derivefail.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/dfloat.input.dvi
    
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Offset 12, 221 lines modifiedOffset 12, 221 lines modified
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Offset 12, 520 lines modifiedOffset 12, 520 lines modified
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./usr/share/doc/axiom-doc/src/input/directproduct.input.dvi
    
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distexpr.input.dvi
    
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000003d0:·9147·732c·4578·706f·7274·7396·04b9·963d··.Gs,Exports....=000003d0:·732c·4578·706f·7274·7396·04b9·963d·3d93··s,Exports....==.
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 000004b0:·5a59·8453·7065·6369·616c·4675·6e63·7469··ZY.SpecialFuncti
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00000540:·9369·6e93·6693·6279·9361·7070·6c79·696e··.in.f.by.applyin00000540:·6e93·6693·6279·9361·7070·6c79·696e·6793··n.f.by.applying.
00000550:·6793·7468·6569·7293·6465·6669·6e69·6e67··g.their.defining00000550:·7468·6569·7293·6465·6669·6e69·6e67·9372··their.defining.r
00000560:·9372·656c·6174·696f·6e73·2e8e·a18d·915a··.relations.....Z00000560:·656c·6174·696f·6e73·2e8e·a18d·915a·5984··elations.....ZY.
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00000590:·b02b·2b96·04b9·966e·756d·6265·723f·2866··.++....number?(f00000590:·2b96·04b9·966e·756d·6265·723f·2866·2993··+....number?(f).
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000005d0:·9628·252c·496e·7465·6765·7229·932d·3e93··.(%,Integer).->.000005d0:·252c·496e·7465·6765·7229·932d·3e93·258e··%,Integer).->.%.
000005e0:·258e·a18d·9163·ccb0·2b2b·9604·b996·7369··%....c..++....si000005e0:·a18d·9163·ccb0·2b2b·9604·b996·7369·6d70··...c..++....simp
000005f0:·6d70·6c69·6679·506f·7765·7228·662c·6e29··mplifyPower(f,n)000005f0:·6c69·6679·506f·7765·7228·662c·6e29·935c··lifyPower(f,n).\
 00000600:·756e·646f·6375·6d65·6e74·6564·8ea1·8d91··undocumented....
 00000610:·5a59·8469·6696·04b9·9652·9368·6173·9347··ZY.if....R.has.G
 00000620:·6364·446f·6d61·696e·9374·6865·6e8e·a18d··cdDomain.then...
 00000630:·9163·ccb0·6661·6374·6f72·506f·6c79·6e6f··.c..factorPolyno
 00000640:·6d69·616c·3a96·04b9·9653·5550·9325·932d··mial:....SUP.%.-
 00000650:·3e93·4661·6374·6f72·6564·9353·5550·9325··>.Factored.SUP.%
 00000660:·8ea1·8d91·6d3f·dc2b·2b96·04b9·9666·6163··....m?.++....fac
 00000670:·746f·7250·6f6c·796e·6f6d·6961·6c28·7029··torPolynomial(p)
00000600:·935c·756e·646f·6375·6d65·6e74·6564·8ea1··.\undocumented..00000680:·935c·756e·646f·6375·6d65·6e74·6564·8ea1··.\undocumented..
00000610:·8d91·5a59·8469·6696·04b9·9652·9368·6173··..ZY.if....R.has 
00000620:·9347·6364·446f·6d61·696e·9374·6865·6e8e··.GcdDomain.then. 
00000630:·a18d·9163·ccb0·6661·6374·6f72·506f·6c79··...c..factorPoly 
00000640:·6e6f·6d69·616c·3a96·04b9·9653·5550·9325··nomial:....SUP.% 
00000650:·932d·3e93·4661·6374·6f72·6564·9353·5550··.->.Factored.SUP 
00000660:·9325·8ea1·8d91·6d3f·dc2b·2b96·04b9·9666··.%....m?.++....f 
00000670:·6163·746f·7250·6f6c·796e·6f6d·6961·6c28··actorPolynomial( 
00000680:·7029·935c·756e·646f·6375·6d65·6e74·6564··p).\undocumented 
00000690:·8ea1·8d91·63cc·b073·7175·6172·6546·7265··....c..squareFre00000690:·8d91·63cc·b073·7175·6172·6546·7265·6550··..c..squareFreeP
000006a0:·6550·6f6c·796e·6f6d·6961·6c3a·9604·b996··ePolynomial:....000006a0:·6f6c·796e·6f6d·6961·6c3a·9604·b996·5355··olynomial:....SU
000006b0:·5355·5093·2593·2d3e·9346·6163·746f·7265··SUP.%.->.Factore000006b0:·5093·2593·2d3e·9346·6163·746f·7265·6493··P.%.->.Factored.
000006c0:·6493·5355·5093·258e·a18d·916d·3fdc·2b2b··d.SUP.%....m?.++000006c0:·5355·5093·258e·a18d·916d·3fdc·2b2b·9604··SUP.%....m?.++..
000006d0:·9604·b996·7371·7561·7265·4672·6565·506f··....squareFreePo000006d0:·b996·7371·7561·7265·4672·6565·506f·6c79··..squareFreePoly
000006e0:·6c79·6e6f·6d69·616c·2870·2993·5c75·6e64··lynomial(p).\und000006e0:·6e6f·6d69·616c·2870·2993·5c75·6e64·6f63··nomial(p).\undoc
000006f0:·6f63·756d·656e·7465·648e·a18d·915a·5984··ocumented....ZY.000006f0:·756d·656e·7465·648e·a18d·915a·5984·6966··umented....ZY.if
00000700:·6966·9604·b996·5293·6861·7393·5265·7472··if....R.has.Retr00000700:·9604·b996·5293·6861·7393·5265·7472·6163··....R.has.Retrac
00000710:·6163·7461·626c·6554·6f93·496e·7465·6765··actableTo.Intege00000710:·7461·626c·6554·6f93·496e·7465·6765·7293··tableTo.Integer.
00000720:·7293·7468·656e·9352·6574·7261·6374·6162··r.then.Retractab00000720:·7468·656e·9352·6574·7261·6374·6162·6c65··then.Retractable
00000730:·6c65·546f·9341·4e8e·a18d·9150·e658·636f··leTo.AN....P.Xco00000730:·546f·9341·4e8e·a18d·9150·e658·636f·6572··To.AN....P.Xcoer
00000740:·6572·6365·3a96·04b9·9645·5850·5252·932d··erce:....EXPRR.-00000740:·6365·3a96·04b9·9645·5850·5252·932d·3e93··ce:....EXPRR.->.
00000750:·3e93·258e·a1a1·8d91·4773·2c49·6d70·6c65··>.%.....Gs,Imple00000750:·258e·a1a1·8d91·4773·2c49·6d70·6c65·6d65··%.....Gs,Impleme
00000760:·6d65·6e74·6174·696f·6e96·04b9·963d·3d93··mentation....==.00000760:·6e74·6174·696f·6e96·04b9·963d·3d93·4558··ntation....==.EX
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./usr/share/doc/axiom-doc/src/input/divisor.input.dvi.gz
52.2 KB
divisor.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.
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00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9a5b··..?............[00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9a5b··..?............[
00000090:·5ff3·22de·9119·c600·1147·ae00·1147·ae00··_."......G...G..00000090:·5ff3·22de·9119·c600·1147·ae00·1147·ae00··_."......G...G..
Offset 12, 390 lines modifiedOffset 12, 390 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7464·6976·6973·6f72·2e69··put..7tdivisor.i000000d0:·7075·7491·0537·7464·6976·6973·6f72·2e69··put..7tdivisor.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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 00000580:·0000·0a00·0000·0663·6d6d·6931·30c5·798d··.......cmmi10.y.
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 000005c0:·388e·9106·b553·c22b·9102·38e0·3193·2867··8....S.+..8.1.(g
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dmp.input.dvi
    
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000000d0:·7075·7491·0537·7464·6d70·2e69·6e70·7574··put..7tdmp.input000000d0:·7075·7491·0537·7464·6d70·2e69·6e70·7574··put..7tdmp.input
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000000e0:·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d··.input..".......000000e0:·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d··.input..".......
000000f0:·9200·d66e·b4f3·2358·ab51·0b00·0c00·0000··...n..#X.Q......000000f0:·9200·d66e·b4f3·2358·ab51·0b00·0c00·0000··...n..#X.Q......
00000100:·0c00·0000·0563·6d72·3132·ce44·6f6e·616c··.....cmr12.Donal00000100:·0c00·0000·0563·6d72·3132·ce44·6f6e·616c··.....cmr12.Donal
00000110:·6496·03ea·a84a·2e93·4269·6e64·6e65·728e··d....J..Bindner.00000110:·6496·03ea·a84a·2e93·4269·6e64·6e65·728e··d....J..Bindner.
00000120:·8e8e·8e8e·9f17·888b·8d92·00d7·bc64·4691··.............dF.00000120:·8e8e·8e8e·9f17·666a·8d92·00da·2f0d·4a61··......fj..../.Ja
00000130:·ff05·5665·6272·7561·7279·9603·eaa8·3230··..Vebruary....2000000130:·6e90·ac72·7561·7279·9603·eaa8·3230·2c93··n..ruary....20,.
00000140:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.
00000150:·4bf3·2d74·0c89·3a00·0900·0000·0900·0000··K.-t..:.........00000150:·2d74·0c89·3a00·0900·0000·0900·0000·0563··-t..:..........c
00000160:·0563·6d62·7839·d841·6273·7472·6163·748e··.cmbx9.Abstract.00000160:·6d62·7839·d841·6273·7472·6163·748e·9f0f··mbx9.Abstract...
00000170:·9f0f·acd1·8d91·64df·fcf3·2c6f·b48b·c700··......d...,o....00000170:·acd1·8d91·64df·fcf3·2c6f·b48b·c700·0900··....d...,o......
00000180:·0900·0000·0900·0000·0463·6d72·39d7·4465··.........cmr9.De00000180:·0000·0900·0000·0463·6d72·39d7·4465·6d6f··.......cmr9.Demo
00000190:·6d6f·6e73·7472·6174·6596·0467·6674·6865··monstrate..gfthe00000190:·6e73·7472·6174·6596·0467·6674·6865·9b04··nstrate..gfthe..
000001a0:·9b04·6767·6465·0c6e·6974·696f·6e93·6f66··..ggde.nition.of000001a0:·6767·6465·0c6e·6974·696f·6e93·6f66·9861··ggde.nition.of.a
000001b0:·9861·6c67·6562·7261·9366·756e·6374·696f··.algebra.functio000001b0:·6c67·6562·7261·9366·756e·6374·696f·6e73··lgebra.functions
000001c0:·6e73·9874·6861·7493·7573·6598·7495·be39··ns.that.use.t..9000001c0:·9874·6861·7493·7573·6598·7495·be39·7793··.that.use.t..9w.
000001d0:·7793·6f96·0467·666b·696e·6473·986f·6693··w.o..gfkinds.of.000001d0:·6f96·0467·666b·696e·6473·986f·6693·6172··o..gfkinds.of.ar
000001e0:·6172·6775·6d65·6e90·be39·748e·9f0b·0000··argumen..9t.....000001e0:·6775·6d65·6e90·be39·748e·9f0b·0000·8d91··gumen..9t.......
000001f0:·8d91·5700·0273·7974·6c65·732e·8e8e·9f1e··..W..sytles.....000001f0:·5700·0273·7974·6c65·732e·8e8e·9f1e·0000··W..sytles.......
00000200:·0000·8d8d·9201·0380·00f3·174b·f160·7900··...........K.`y.00000200:·8d8d·9201·0380·00f3·174b·f160·7900·0a00··.........K.`y...
00000210:·0a00·0000·0a00·0000·0563·6d72·3130·c231··.........cmr10.100000210:·0000·0a00·0000·0563·6d72·3130·c231·8e8e··.......cmr10.1..
00000220:·8e8e·8e8c·8b00·0000·0200·0000·0000·0000··................00000220:·8e8c·8b00·0000·0200·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0000·0000·0000·0000·0000·0000·0000··................00000240:·0000·0000·0000·0000·0000·0000·0000·2aa0··..............*.
00000250:·2aa0·0279·0000·8da0·fda3·0000·a002·3f00··*..y..........?.00000250:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...
00000260:·008d·a0fd·e400·008d·913e·0000·f32f·c2d6··.........>.../..00000260:·a0fd·e400·008d·913e·0000·f32f·c2d6·4ea0··.......>.../..N.
00000270:·4ea0·000e·6666·000c·0000·0006·636d·6278··N...ff......cmbx00000270:·000e·6666·000c·0000·0006·636d·6278·3132··..ff......cmbx12
00000280:·3132·da43·6f6e·958c·cc74·656e·9374·738e··12.Con...ten.ts.00000280:·da43·6f6e·958c·cc74·656e·9374·738e·8e9f··.Con...ten.ts...
00000290:·8e9f·1e00·008d·8d92·0103·8000·c232·8e8e··.............2..00000290:·1e00·008d·8d92·0103·8000·c232·8e8e·8e8c··...........2....
000002a0:·8e8c·8b00·0000·0300·0000·0000·0000·0000··................000002a0:·8b00·0000·0300·0000·0000·0000·0000·0000··................
000002b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000002b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000002c0:·0000·0000·0000·0000·0000·0000·0002·24a0··..............$.000002c0:·0000·0000·0000·0000·0000·0002·22a0·0279··............"..y
000002d0:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...000002d0:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....
000002e0:·a0fd·e400·00a9·0c00·008d·9176·e7cf·f330··...........v...0000002e0:·e400·00a9·0c00·008d·9176·e7cf·f330·1af2··.........v...0..
000002f0:·1af2·2256·000a·0000·000a·0000·0006·636d··.."V..........cm000002f0:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx
00000300:·6278·3130·db7c·9603·d554·2a93·7c8e·9f13··bx10.|...T*.|...00000300:·3130·db7c·9603·d554·2a93·7c8e·9f13·0000··10.|...T*.|.....
00000310:·0000·8d91·3e00·00f3·31df·a44e·0000·0900··....>...1..N....00000310:·8d91·3e00·00f3·31df·a44e·0000·0900·0000··..>...1..N......
00000320:·0000·0900·0000·0563·6d74·7439·dc29·7365··.......cmtt9.)se00000320:·0900·0000·0563·6d74·7439·dc29·7365·7496··.....cmtt9.)set.
00000330:·7496·04b9·9662·7265·616b·9372·6573·756d··t....break.resum00000330:·04b9·9662·7265·616b·9372·6573·756d·658e··...break.resume.
00000340:·658e·a40b·0000·8d91·3e00·0029·7370·6f6f··e.......>..)spoo00000340:·a40b·0000·8d91·3e00·0029·7370·6f6f·6c91··......>..)spool.
00000350:·6c91·04b9·9664·6f6e·7369·6d70·6c65·2e6f··l....donsimple.o00000350:·04b9·9664·6f6e·7369·6d70·6c65·2e6f·7574··...donsimple.out
00000360:·7574·7075·748e·a18d·913e·0000·2973·6574··utput....>..)set00000360:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set..
00000370:·9604·b996·6d65·7373·6167·6593·7465·7374··....message.test00000370:·b996·6d65·7373·6167·6593·7465·7374·936f··..message.test.o
00000380:·936f·6e8e·a18d·913e·0000·2973·6574·9604··.on....>..)set..00000380:·6e8e·a18d·913e·0000·2973·6574·9604·b996··n....>..)set....
00000390:·b996·6d65·7373·6167·6593·6175·746f·936f··..message.auto.o00000390:·6d65·7373·6167·6593·6175·746f·936f·6666··message.auto.off
000003a0:·6666·8ea1·8d91·3e00·0029·636c·6561·7291··ff....>..)clear.000003a0:·8ea1·8d91·3e00·0029·636c·6561·7291·04b9··....>..)clear...
000003b0:·04b9·9661·6c6c·8ea1·8d91·3e00·0029·7379··...all....>..)sy000003b0:·9661·6c6c·8ea1·8d91·3e00·0029·7379·7396··.all....>..)sys.
000003c0:·7396·04b9·9663·7093·2441·5849·4f4d·2f2e··s....cp.$AXIOM/.000003c0:·04b9·9663·7093·2441·5849·4f4d·2f2e·2e2f··...cp.$AXIOM/../
000003d0:·2e2f·2e2e·2f73·7263·2f69·6e70·7574·2f64··./../src/input/d000003d0:·2e2e·2f73·7263·2f69·6e70·7574·2f64·6f6e··../src/input/don
000003e0:·6f6e·7369·6d70·6c65·2e69·6e70·7574·2e70··onsimple.input.p000003e0:·7369·6d70·6c65·2e69·6e70·7574·2e70·616d··simple.input.pam
000003f0:·616d·7068·6c65·7493·2e8e·a18d·913e·0000··amphlet......>..000003f0:·7068·6c65·7493·2e8e·a18d·913e·0000·296c··phlet......>..)l
00000400:·296c·6973·7096·04b9·9628·7461·6e67·6c65··)lisp....(tangle00000400:·6973·7096·04b9·9628·7461·6e67·6c65·9322··isp....(tangle."
00000410:·9322·646f·6e73·696d·706c·652e·696e·7075··."donsimple.inpu00000410:·646f·6e73·696d·706c·652e·696e·7075·742e··donsimple.input.
00000420:·742e·7061·6d70·686c·6574·2293·2264·6f6e··t.pamphlet"."don00000420:·7061·6d70·686c·6574·2293·2264·6f6e·7369··pamphlet"."donsi
00000430:·7369·6d70·2e73·7061·6422·9322·646f·6e73··simp.spad"."dons00000430:·6d70·2e73·7061·6422·9322·646f·6e73·696d··mp.spad"."donsim
00000440:·696d·702e·7370·6164·2229·8ea1·8d91·3e00··imp.spad")....>.00000440:·702e·7370·6164·2229·8ea1·8d91·3e00·0029··p.spad")....>..)
00000450:·0029·636f·9104·b996·646f·6e73·696d·708e··.)co....donsimp.00000450:·636f·9104·b996·646f·6e73·696d·708e·a19f··co....donsimp...
00000460:·a19f·1400·008d·9176·e7cf·db7c·7c7c·2d8e··.......v...|||-.00000460:·1400·008d·9176·e7cf·db7c·7c7c·2d8e·a6a6··.....v...|||-...
00000470:·a6a6·8d91·76e7·cf7c·9603·d554·646f·6e73··....v..|...Tdons00000470:·8d91·76e7·cf7c·9603·d554·646f·6e73·696d··..v..|...Tdonsim
00000480:·696d·702e·7370·6164·937c·8e9f·1300·008d··imp.spad.|......00000480:·702e·7370·6164·937c·8e9f·1300·008d·913e··p.spad.|.......>
00000490:·913e·0000·dc29·6162·6272·6576·9604·b996··.>...)abbrev....00000490:·0000·dc29·6162·6272·6576·9604·b996·7061··...)abbrev....pa
000004a0:·7061·636b·6167·6593·444f·4e53·494d·5093··package.DONSIMP.000004a0:·636b·6167·6593·444f·4e53·494d·5093·646f··ckage.DONSIMP.do
000004b0:·646f·6e53·696d·706c·658e·a18d·913e·0000··donSimple....>..000004b0:·6e53·696d·706c·658e·a18d·913e·0000·646f··nSimple....>..do
000004c0:·646f·6e53·696d·706c·6528·293a·9604·b996··donSimple():....000004c0:·6e53·696d·706c·6528·293a·9604·b996·4578··nSimple():....Ex
000004d0:·4578·706f·7274·7393·3d3d·9349·6d70·6c65··Exports.==.Imple000004d0:·706f·7274·7393·3d3d·9349·6d70·6c65·6d65··ports.==.Impleme
000004e0:·6d65·6e74·6174·696f·6e93·7768·6572·658e··mentation.where.000004e0:·6e74·6174·696f·6e93·7768·6572·658e·a18d··ntation.where...
000004f0:·a18d·9147·732c·4691·0e2c·c23d·3d3e·9104··...Gs,F..,.==>..000004f0:·9147·732c·4691·0e2c·c23d·3d3e·9104·b996··.Gs,F..,.==>....
00000500:·b996·466c·6f61·748e·a18d·9147·732c·5346··..Float....Gs,SF00000500:·466c·6f61·748e·a18d·9147·732c·5346·9109··Float....Gs,SF..
00000510:·9109·732c·3d3d·3e96·04b9·9653·6567·6d65··..s,==>....Segme00000510:·732c·3d3d·3e96·04b9·9653·6567·6d65·6e74··s,==>....Segment
00000520:·6e74·9346·8ea1·8d91·4773·2c45·4691·0973··nt.F....Gs,EF..s00000520:·9346·8ea1·8d91·4773·2c45·4691·0973·2c3d··.F....Gs,EF..s,=
00000530:·2c3d·3d3e·9604·b996·4578·7072·6573·7369··,==>....Expressi00000530:·3d3e·9604·b996·4578·7072·6573·7369·6f6e··=>....Expression
00000540:·6f6e·9346·8ea1·8d91·4773·2c53·4246·9604··on.F....Gs,SBF..00000540:·9346·8ea1·8d91·4773·2c53·4246·9604·b996··.F....Gs,SBF....
00000550:·b996·3d3d·3e93·5365·676d·656e·7442·696e··..==>.SegmentBin00000550:·3d3d·3e93·5365·676d·656e·7442·696e·6469··==>.SegmentBindi
00000560:·6469·6e67·9346·8ea1·a18d·9147·732c·4578··ding.F.....Gs,Ex00000560:·6e67·9346·8ea1·a18d·9147·732c·4578·706f··ng.F.....Gs,Expo
00000570:·706f·7274·7396·04b9·963d·3d3e·9377·6974··ports....==>.wit00000570:·7274·7396·04b9·963d·3d3e·9377·6974·688e··rts....==>.with.
00000580:·688e·a18d·9150·e658·7369·6d70·6c65·3a96··h....P.Xsimple:.00000580:·a18d·9150·e658·7369·6d70·6c65·3a96·04b9··...P.Xsimple:...
00000590:·04b9·9628·462d·3e46·2c53·4629·932d·3e93··...(F->F,SF).->.00000590:·9628·462d·3e46·2c53·4629·932d·3e93·468e··.(F->F,SF).->.F.
000005a0:·468e·a18d·9150·e658·2b2b·9104·b996·7369··F....P.X++....si000005a0:·a18d·9150·e658·2b2b·9104·b996·7369·6d70··...P.X++....simp
000005b0:·6d70·6c65·2861·2c62·298e·a18d·9150·e658··mple(a,b)....P.X000005b0:·6c65·2861·2c62·298e·a18d·9150·e658·2b2b··le(a,b)....P.X++
000005c0:·2b2b·8ea1·8d91·50e6·582b·2b58·9104·b996··++....P.X++X....000005c0:·8ea1·8d91·50e6·582b·2b58·9104·b996·7369··....P.X++X....si
000005d0:·7369·6d70·6c65·2878·2b2d·3e78·5e32·2c31··simple(x+->x^2,1000005d0:·6d70·6c65·2878·2b2d·3e78·5e32·2c31·2e2e··mple(x+->x^2,1..
000005e0:·2e2e·3229·8ea1·a18d·9150·e658·7369·6d70··..2).....P.Xsimp000005e0:·3229·8ea1·a18d·9150·e658·7369·6d70·6c65··2).....P.Xsimple
000005f0:·6c65·3a96·04b9·9628·4546·2c53·4246·2993··le:....(EF,SBF).000005f0:·3a96·04b9·9628·4546·2c53·4246·2993·2d3e··:....(EF,SBF).->
00000600:·2d3e·9345·468e·a18d·9150·e658·2b2b·9104··->.EF....P.X++..00000600:·9345·468e·a18d·9150·e658·2b2b·9104·b996··.EF....P.X++....
00000610:·b996·7369·6d70·6c65·2861·2c62·298e·a18d··..simple(a,b)...00000610:·7369·6d70·6c65·2861·2c62·298e·a18d·9150··simple(a,b)....P
00000620:·9150·e658·2b2b·8ea1·8d91·50e6·582b·2b58··.P.X++....P.X++X00000620:·e658·2b2b·8ea1·8d91·50e6·582b·2b58·9104··.X++....P.X++X..
00000630:·9104·b996·7369·6d70·6c65·2878·5e32·2c78··....simple(x^2,x00000630:·b996·7369·6d70·6c65·2878·5e32·2c78·3d31··..simple(x^2,x=1
00000640:·3d31·2e2e·3229·8ea1·a18d·9147·732c·496d··=1..2).....Gs,Im00000640:·2e2e·3229·8ea1·a18d·9147·732c·496d·706c··..2).....Gs,Impl
00000650:·706c·656d·656e·7461·7469·6f6e·9604·b996··plementation....00000650:·656d·656e·7461·7469·6f6e·9604·b996·3d3d··ementation....==
00000660:·3d3d·3e93·6164·648e·a18d·9150·e658·7369··==>.add....P.Xsi00000660:·3e93·6164·648e·a18d·9150·e658·7369·6d70··>.add....P.Xsimp
00000670:·6d70·6c65·2866·756e·633a·462d·3e46·2c96··mple(func:F->F,.00000670:·6c65·2866·756e·633a·462d·3e46·2c96·04b9··le(func:F->F,...
00000680:·04b9·9673·663a·5346·2993·3d3d·8ea1·8d91··...sf:SF).==....00000680:·9673·663a·5346·2993·3d3d·8ea1·8d91·5a59··.sf:SF).==....ZY
00000690:·5a59·8461·3a46·9604·b996·3a3d·936c·6f28··ZY.a:F....:=.lo(00000690:·8461·3a46·9604·b996·3a3d·936c·6f28·7366··.a:F....:=.lo(sf
000006a0:·7366·298e·a18d·915a·5984·623a·4696·04b9··sf)....ZY.b:F...000006a0:·298e·a18d·915a·5984·623a·4696·04b9·963a··)....ZY.b:F....:
000006b0:·963a·3d93·6869·2873·6629·8ea1·8d91·5a59··.:=.hi(sf)....ZY000006b0:·3d93·6869·2873·6629·8ea1·8d91·5a59·8466··=.hi(sf)....ZY.f
000006c0:·8466·756e·6328·6229·9604·b996·2d93·6675··.func(b)....-.fu000006c0:·756e·6328·6229·9604·b996·2d93·6675·6e63··unc(b)....-.func
000006d0:·6e63·2861·298e·a1a1·8d91·50e6·5873·696d··nc(a).....P.Xsim000006d0:·2861·298e·a1a1·8d91·50e6·5873·696d·706c··(a).....P.Xsimpl
000006e0:·706c·6528·6675·6e63·3a45·462c·9604·b996··ple(func:EF,....000006e0:·6528·6675·6e63·3a45·462c·9604·b996·7362··e(func:EF,....sb
000006f0:·7362·663a·5342·4629·933d·3d8e·a18d·915a··sbf:SBF).==....Z000006f0:·663a·5342·4629·933d·3d8e·a18d·915a·5984··f:SBF).==....ZY.
00000700:·5984·613a·4696·04b9·963a·3d93·6c6f·2873··Y.a:F....:=.lo(s00000700:·613a·4696·04b9·963a·3d93·6c6f·2873·6567··a:F....:=.lo(seg
00000710:·6567·6d65·6e74·2873·6266·2929·8ea1·8d91··egment(sbf))....00000710:·6d65·6e74·2873·6266·2929·8ea1·8d91·5a59··ment(sbf))....ZY
00000720:·5a59·8462·3a46·9604·b996·3a3d·9368·6928··ZY.b:F....:=.hi(00000720:·8462·3a46·9604·b996·3a3d·9368·6928·7365··.b:F....:=.hi(se
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Offset 12, 60 lines modifiedOffset 12, 59 lines modified
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000002c0:·6e28·7529·2a73·696e·2876·292c·332a·636f··n(u)*sin(v),3*co000002c0:·7529·2a73·696e·2876·292c·332a·636f·7328··u)*sin(v),3*cos(
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000002f0:·9176·e7cf·db7c·7c7c·2d8e·8e9f·1e00·008d··.v...|||-.......000002f0:·e7cf·db7c·7c7c·2d8e·8e9f·1e00·008d·8d92··...|||-.........
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00000310:·0400·0000·0000·0000·0000·0000·0000·0000··................00000310:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000320:·0000·0000·0000·0000·0000·0000·0000·0000··................00000320:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000340:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?.........00000340:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........>
00000350:·913e·0000·da52·6566·6572·656e·6365·738e··.>...References.00000350:·0000·da52·6566·6572·656e·6365·738e·9f15··...References...
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00000460:·dfdf·dfdf································.... 
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./usr/share/doc/axiom-doc/src/input/ei.input.dvi.gz
1.95 MB
ei.input.dvi
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./usr/share/doc/axiom-doc/src/input/eigen.input.dvi.gz
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eigen.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9fd8··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9fd8··..?.............
00000090:·27f3·22de·9119·c600·1147·ae00·1147·ae00··'."......G...G..00000090:·27f3·22de·9119·c600·1147·ae00·1147·ae00··'."......G...G..
Offset 12, 1363 lines modifiedOffset 12, 1363 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7465·6967·656e·2e69·6e70··put..7teigen.inp000000d0:·7075·7491·0537·7465·6967·656e·2e69·6e70··put..7teigen.inp
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./usr/share/doc/axiom-doc/src/input/elemfun.input.dvi.gz
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elemfun.input.dvi
    
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Offset 12, 519 lines modifiedOffset 12, 519 lines modified
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000000a0:·0874·6372·6d31·3732·38cd·24f3·2144·d3ed··.tcrm1728.$.!D..000000a0:·0874·6372·6d31·3732·38cd·24f3·2144·d3ed··.tcrm1728.$.!D..
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7465·712e·696e·7075·748e··put..7teq.input.000000d0:·7075·7491·0537·7465·712e·696e·7075·748e··put..7teq.input.
000000e0:·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf·f323··.".............#000000e0:·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf·f323··.".............#
000000f0:·58ab·510b·000c·0000·000c·0000·0005·636d··X.Q...........cm000000f0:·58ab·510b·000c·0000·000c·0000·0005·636d··X.Q...........cm
00000100:·7231·32ce·5469·6d6f·7468·90ac·7279·9103··r12.Timoth..ry..00000100:·7231·32ce·5469·6d6f·7468·90ac·7279·9103··r12.Timoth..ry..
00000110:·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788·8b8d··..Daly..........00000110:·eaa8·4461·6c79·8e8e·8e8e·8e9f·1766·6a8d··..Daly.......fj.
00000120:·9200·d7bc·6446·91ff·0556·6562·7275·6172··....dF...Vebruar00000120:·9200·da2f·0d4a·616e·90ac·7275·6172·7996··.../.Jan..ruary.
00000130:·7996·03ea·a832·302c·9332·3032·358e·9f24··y....20,.2025..$00000130:·03ea·a832·302c·9332·3032·348e·9f24·0001··...20,.2024..$..
00000140:·0001·8d92·00f1·a14b·f32d·740c·893a·0009··.......K.-t..:..00000140:·8d92·00f1·a14b·f32d·740c·893a·0009·0000··.....K.-t..:....
00000150:·0000·0009·0000·0005·636d·6278·39d8·4162··........cmbx9.Ab00000150:·0009·0000·0005·636d·6278·39d8·4162·7374··......cmbx9.Abst
00000160:·7374·7261·6374·8e9f·0fac·d18e·9f1e·0000··stract..........00000160:·7261·6374·8e9f·0fac·d18e·9f1e·0000·8d8d··ract............
00000170:·8d8d·9201·0380·00f3·174b·f160·7900·0a00··.........K.`y...00000170:·9201·0380·00f3·174b·f160·7900·0a00·0000··.......K.`y.....
00000180:·0000·0a00·0000·0563·6d72·3130·c231·8e8e··.......cmr10.1..00000180:·0a00·0000·0563·6d72·3130·c231·8e8e·8e8c··.....cmr10.1....
00000190:·8e8c·8b00·0000·0200·0000·0000·0000·0000··................00000190:·8b00·0000·0200·0000·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·2aa0··..............*.000001b0:·0000·0000·0000·0000·0000·0000·2aa0·0279··............*..y
000001c0:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...000001c0:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....
000001d0:·a0fd·e400·008d·913e·0000·f32f·c2d6·4ea0··.......>.../..N.000001d0:·e400·008d·913e·0000·f32f·c2d6·4ea0·000e··.....>.../..N...
000001e0:·000e·6666·000c·0000·0006·636d·6278·3132··..ff......cmbx12000001e0:·6666·000c·0000·0006·636d·6278·3132·da43··ff......cmbx12.C
000001f0:·da43·6f6e·958c·cc74·656e·9374·738e·8e9f··.Con...ten.ts...000001f0:·6f6e·958c·cc74·656e·9374·738e·8e9f·1e00··on...ten.ts.....
00000200:·1e00·008d·8d92·0103·8000·c232·8e8e·8e8c··...........2....00000200:·008d·8d92·0103·8000·c232·8e8e·8e8c·8b00··.........2......
00000210:·8b00·0000·0300·0000·0000·0000·0000·0000··................00000210:·0000·0300·0000·0000·0000·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0001·92a0·0279··...............y00000230:·0000·0000·0000·0000·0001·90a0·0279·0000··.............y..
00000240:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....00000240:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?.......
00000250:·e400·008d·8d91·3e00·00da·318e·9156·4ccb··......>...1..VL.00000250:·008d·8d91·3e00·00da·318e·9156·4ccb·4c69··....>...1..VL.Li
00000260:·4c69·6365·6e73·658e·9f15·e71b·a40c·0000··License.........00000260:·6365·6e73·658e·9f15·e71b·a40c·0000·8d91··cense...........
00000270:·8d91·76e7·cff3·301a·f222·5600·0a00·0000··..v...0.."V.....00000270:·76e7·cff3·301a·f222·5600·0a00·0000·0a00··v...0.."V.......
00000280:·0a00·0000·0663·6d62·7831·30db·7c96·03d5··.....cmbx10.|...00000280:·0000·0663·6d62·7831·30db·7c96·03d5·546c··...cmbx10.|...Tl
00000290:·546c·6963·656e·7365·937c·8e9f·129e·948d··Tlicense.|......00000290:·6963·656e·7365·937c·8e9f·129e·948d·913e··icense.|.......>
000002a0:·913e·0000·f331·dfa4·4e00·0009·0000·0009··.>...1..N.......000002a0:·0000·f331·dfa4·4e00·0009·0000·0009·0000··...1..N.........
000002b0:·0000·0005·636d·7474·39dc·2d2d·436f·7079··....cmtt9.--Copy000002b0:·0005·636d·7474·39dc·2d2d·436f·7079·7269··..cmtt9.--Copyri
000002c0:·7269·6768·7496·04b9·9654·6865·934e·756d··right....The.Num000002c0:·6768·7496·04b9·9654·6865·934e·756d·6572··ght....The.Numer
000002d0:·6572·6963·616c·9341·6c67·6f72·6974·686d··erical.Algorithm000002d0:·6963·616c·9341·6c67·6f72·6974·686d·7393··ical.Algorithms.
000002e0:·7393·4772·6f75·7093·4c69·6d69·7465·6493··s.Group.Limited.000002e0:·4772·6f75·7093·4c69·6d69·7465·6493·3139··Group.Limited.19
000002f0:·3139·3931·2e8e·a913·9e94·8d91·76e7·cfdb··1991........v...000002f0:·3931·2e8e·a913·9e94·8d91·76e7·cfdb·7c7c··91........v...||
00000300:·7c7c·7c2d·8ea1·a18d·9176·e7cf·7c96·03d5··|||-.....v..|...00000300:·7c2d·8ea1·a18d·9176·e7cf·7c96·03d5·542a··|-.....v..|...T*
00000310:·542a·937c·8e9f·129e·958d·913e·0000·dc29··T*.|.......>...)00000310:·937c·8e9f·129e·958d·913e·0000·dc29·7365··.|.......>...)se
00000320:·7365·7496·04b9·9662·7265·616b·9372·6573··set....break.res00000320:·7496·04b9·9662·7265·616b·9372·6573·756d··t....break.resum
00000330:·756d·658e·a40b·0000·8d91·3e00·0029·7370··ume.......>..)sp00000330:·658e·a40b·0000·8d91·3e00·0029·7370·6f6f··e.......>..)spoo
00000340:·6f6f·6c91·04b9·9665·712e·6f75·7470·7574··ool....eq.output00000340:·6c91·04b9·9665·712e·6f75·7470·7574·8ea1··l....eq.output..
00000350:·8ea1·8d91·3e00·0029·7365·7496·04b9·966d··....>..)set....m 
00000360:·6573·7361·6765·9374·6573·7493·6f6e·8ea1··essage.test.on.. 
00000370:·8d91·3e00·0029·7365·7496·04b9·966d·6573··..>..)set....mes00000350:·8d91·3e00·0029·7365·7496·04b9·966d·6573··..>..)set....mes
 00000360:·7361·6765·9374·6573·7493·6f6e·8ea1·8d91··sage.test.on....
 00000370:·3e00·0029·7365·7496·04b9·966d·6573·7361··>..)set....messa
00000380:·7361·6765·9361·7574·6f93·6f66·668e·a18d··sage.auto.off...00000380:·6765·9361·7574·6f93·6f66·668e·a18d·913e··ge.auto.off....>
00000390:·913e·0000·2963·6c65·6172·9104·b996·616c··.>..)clear....al00000390:·0000·2963·6c65·6172·9104·b996·616c·6c8e··..)clear....all.
000003a0:·6c8e·a1a6·8d91·76e7·cfdb·7c7c·7c2d·8ea4··l.....v...|||-..000003a0:·a1a6·8d91·76e7·cfdb·7c7c·7c2d·8ea4·0c00··....v...|||-....
000003b0:·0c00·008d·913e·0000·c249·6e70·7574·9603··.....>...Input..000003b0:·008d·913e·0000·c249·6e70·7574·9603·5555··...>...Input..UU
000003c0:·5555·6765·6e65·7261·7465·6493·6672·6f6d··UUgenerated.from000003c0:·6765·6e65·7261·7465·6493·6672·6f6d·9345··generated.from.E
000003d0:·9345·7175·6174·696f·6e58·6d70·5090·b8e3··.EquationXmpP...000003d0:·7175·6174·696f·6e58·6d70·5090·b8e3·6167··quationXmpP...ag
000003e0:·6167·658e·a18d·9176·e7cf·db7c·9603·d554··age....v...|...T000003e0:·658e·a18d·9176·e7cf·db7c·9603·d554·2a93··e....v...|...T*.
000003f0:·2a93·7c8e·9f12·9e94·8d91·3e00·00dc·2d2d··*.|.......>...--000003f0:·7c8e·9f12·9e94·8d91·3e00·00dc·2d2d·5396··|.......>...--S.
00000400:·5396·04b9·9631·936f·6693·3132·8ea4·0b00··S....1.of.12....00000400:·04b9·9631·936f·6693·3132·8ea4·0b00·008d··...1.of.12......
00000410:·008d·913e·0000·6571·3196·04b9·963a·3d93··...>..eq1....:=. 
00000420:·332a·7893·2b93·342a·7993·3d93·358e·a18d··3*x.+.4*y.=.5... 
00000430:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
00000440:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.( 
00000450:·3129·9109·732c·3479·9604·b996·2b93·3378··1)..s,4y....+.3x 
00000460:·3d93·358e·a18d·913e·0000·2d2d·5292·00c6··=.5....>..--R... 
00000470:·729c·5479·7065·3a91·04b9·9645·7175·6174··r.Type:....Equat 
00000480:·696f·6e28·506f·6c79·6e6f·6d69·616c·2849··ion(Polynomial(I 
00000490:·6e74·6567·6572·2929·8ea1·8d91·3e00·002d··nteger))....>..- 
000004a0:·2d45·9104·b996·318e·a1a1·8d91·3e00·002d··-E....1.....>..- 
000004b0:·2d53·9604·b996·3293·6f66·9331·328e·a18d··-S....2.of.12... 
000004c0:·913e·0000·6571·3296·04b9·963a·3d93·322a··.>..eq2....:=.2*00000410:·913e·0000·6571·3196·04b9·963a·3d93·332a··.>..eq1....:=.3*
000004d0:·7893·2b93·322a·7993·3d93·338e·a18d·913e··x.+.2*y.=.3....>00000420:·7893·2b93·342a·7993·3d93·358e·a18d·913e··x.+.4*y.=.5....>
000004e0:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.00000430:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.
000004f0:·a18d·913e·0000·2d2d·5291·0e2c·c228·3229··...>..--R..,.(2)00000440:·a18d·913e·0000·2d2d·5291·0e2c·c228·3129··...>..--R..,.(1)
00000500:·9109·732c·3279·9604·b996·2b93·3278·3d93··..s,2y....+.2x=.00000450:·9109·732c·3479·9604·b996·2b93·3378·3d93··..s,4y....+.3x=.
00000510:·338e·a18d·913e·0000·2d2d·5292·00c6·729c··3....>..--R...r.00000460:·358e·a18d·913e·0000·2d2d·5292·00c6·729c··5....>..--R...r.
00000520:·5479·7065·3a91·04b9·9645·7175·6174·696f··Type:....Equatio00000470:·5479·7065·3a91·04b9·9645·7175·6174·696f··Type:....Equatio
00000530:·6e28·506f·6c79·6e6f·6d69·616c·2849·6e74··n(Polynomial(Int00000480:·6e28·506f·6c79·6e6f·6d69·616c·2849·6e74··n(Polynomial(Int
00000540:·6567·6572·2929·8ea1·8d91·3e00·002d·2d45··eger))....>..--E00000490:·6567·6572·2929·8ea1·8d91·3e00·002d·2d45··eger))....>..--E
00000550:·9104·b996·328e·a1a1·8d91·3e00·002d·2d53··....2.....>..--S000004a0:·9104·b996·318e·a1a1·8d91·3e00·002d·2d53··....1.....>..--S
00000560:·9604·b996·3393·6f66·9331·328e·a18d·913e··....3.of.12....>000004b0:·9604·b996·3293·6f66·9331·328e·a18d·913e··....2.of.12....>
00000570:·0000·6c68·7391·04b9·9665·7131·8ea1·8d91··..lhs....eq1.... 
00000580:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R 
00000590:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2833··....>..--R..,.(3 
000005a0:·2991·0973·2c34·7996·04b9·962b·9333·788e··)..s,4y....+.3x.000004c0:·0000·6571·3296·04b9·963a·3d93·322a·7893··..eq2....:=.2*x.
 000004d0:·2b93·322a·7993·3d93·338e·a18d·913e·0000··+.2*y.=.3....>..
 000004e0:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
 000004f0:·913e·0000·2d2d·5291·0e2c·c228·3229·9109··.>..--R..,.(2)..
 00000500:·732c·3279·9604·b996·2b93·3278·3d93·338e··s,2y....+.2x=.3.
000005b0:·a18d·913e·0000·2d2d·5292·00f5·b278·5479··...>..--R....xTy00000510:·a18d·913e·0000·2d2d·5292·00c6·729c·5479··...>..--R...r.Ty
000005c0:·7065·3a91·04b9·9650·6f6c·796e·6f6d·6961··pe:....Polynomia 
000005d0:·6c28·496e·7465·6765·7229·8ea1·8d91·3e00··l(Integer)....>. 
000005e0:·002d·2d45·9104·b996·338e·a1a1·8d91·3e00··.--E....3.....>. 
000005f0:·002d·2d53·9604·b996·3493·6f66·9331·328e··.--S....4.of.12. 
00000600:·a18d·913e·0000·7268·7391·04b9·9665·7131··...>..rhs....eq1 
00000610:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.00000520:·7065·3a91·04b9·9645·7175·6174·696f·6e28··pe:....Equation(
 00000530:·506f·6c79·6e6f·6d69·616c·2849·6e74·6567··Polynomial(Integ
 00000540:·6572·2929·8ea1·8d91·3e00·002d·2d45·9104··er))....>..--E..
 00000550:·b996·328e·a1a1·8d91·3e00·002d·2d53·9604··..2.....>..--S..
 00000560:·b996·3393·6f66·9331·328e·a18d·913e·0000··..3.of.12....>..
 00000570:·6c68·7391·04b9·9665·7131·8ea1·8d91·3e00··lhs....eq1....>.
00000620:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..00000580:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..
 00000590:·8d91·3e00·002d·2d52·910e·2cc2·2833·2991··..>..--R..,.(3).
 000005a0:·0973·2c34·7996·04b9·962b·9333·788e·a18d··.s,4y....+.3x...
 000005b0:·913e·0000·2d2d·5292·00f5·b278·5479·7065··.>..--R....xType
 000005c0:·3a91·04b9·9650·6f6c·796e·6f6d·6961·6c28··:....Polynomial(
 000005d0:·496e·7465·6765·7229·8ea1·8d91·3e00·002d··Integer)....>..-
 000005e0:·2d45·9104·b996·338e·a1a1·8d91·3e00·002d··-E....3.....>..-
 000005f0:·2d53·9604·b996·3493·6f66·9331·328e·a18d··-S....4.of.12...
 00000600:·913e·0000·7268·7391·04b9·9665·7131·8ea1··.>..rhs....eq1..
 00000610:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 00000620:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,.
00000630:·2cc2·2834·2991·0973·2c35·8e8e·9f1e·0000··,.(4)..s,5......00000630:·2834·2991·0973·2c35·8e8e·9f1e·0000·8d8d··(4)..s,5........
00000640:·8d8d·9201·0380·00c2·338e·8e8e·8c8b·0000··........3.......00000640:·9201·0380·00c2·338e·8e8e·8c8b·0000·0004··......3.........
00000650:·0004·0000·0000·0000·0000·0000·0000·0000··................00000650:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000660:·0000·0000·0000·0000·0000·0000·0000·0000··................00000660:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000670:·0000·0000·0000·0000·0210·a002·7900·008d··............y...00000670:·0000·0000·0000·020e·a002·7900·008d·a0fd··..........y.....
00000680:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........00000680:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........
00000690:·8d91·3e00·00dc·2d2d·5292·00f5·b278·5479··..>...--R....xTy00000690:·3e00·00dc·2d2d·5292·00f5·b278·5479·7065··>...--R....xType
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./usr/share/doc/axiom-doc/src/input/eqtbl.input.dvi
    
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00000490:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
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 000004b0:·2832·2991·0973·2c5b·312c·322c·335d·8ea1··(2)..s,[1,2,3]..
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 00000520:·312c·322c·335d·8ea1·8d91·3e00·002d·2d52··1,2,3]....>..--R
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equation.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/erf.input.dvi
    
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exampleagcode.input.dvi
    
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a47b··..?............{00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a47b··..?............{
00000090:·e0f3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·e0f3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
000000a0:·0874·6372·6d31·3732·38cd·24f3·2144·d3ed··.tcrm1728.$.!D..000000a0:·0874·6372·6d31·3732·38cd·24f3·2144·d3ed··.tcrm1728.$.!D..
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7465·7869·742e·696e·7075··put..7texit.inpu000000d0:·7075·7491·0537·7465·7869·742e·696e·7075··put..7texit.inpu
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00000190:·8e8e·8e8c·8b00·0000·0200·0000·0000·0000··................00000190:·8e8c·8b00·0000·0200·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·2aa0··..............*.
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00000210:·8e8c·8b00·0000·0300·0000·0000·0000·0000··................00000210:·8b00·0000·0300·0000·0000·0000·0000·0000··................
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00000260:·4ccb·4c69·6365·6e73·658e·9f15·e71b·a40c··L.License.......00000260:·4c69·6365·6e73·658e·9f15·e71b·a40c·0000··License.........
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00000290:·03d5·546c·6963·656e·7365·937c·8ea9·115d··..Tlicense.|...]00000290:·546c·6963·656e·7365·937c·8ea9·115d·a28d··Tlicense.|...]..
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000002b0:·0009·0000·0005·636d·7474·39dc·2d2d·436f··......cmtt9.--Co000002b0:·0000·0005·636d·7474·39dc·2d2d·436f·7079··....cmtt9.--Copy
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00000310:·03d5·542a·937c·8ea6·8d91·3e00·00dc·2973··..T*.|....>...)s00000310:·542a·937c·8ea6·8d91·3e00·00dc·2973·6574··T*.|....>...)set
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00000350:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set.... 
00000360:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on. 
00000370:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me00000350:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me
 00000360:·7373·6167·6593·7465·7374·936f·6e8e·a18d··ssage.test.on...
 00000370:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess
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000003a0:·6c6c·8ea1·a18d·913e·0000·2d2d·5396·04b9··ll.....>..--S... 
000003b0:·9631·936f·6693·368e·a18d·913e·0000·6e96··.1.of.6....>..n. 
000003c0:·04b9·963a·3d93·308e·a18d·913e·0000·2d2d··...:=.0....>..-- 
000003d0:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....> 
000003e0:·0000·2d2d·5291·0e2c·c228·3129·9109·732c··..--R..,.(1)..s, 
000003f0:·308e·a18d·913e·0000·2d2d·5292·00fa·6c0e··0....>..--R...l. 
00000400:·5479·7065·3a91·04b9·964e·6f6e·4e65·6761··Type:....NonNega 
00000410:·7469·7665·496e·7465·6765·728e·a18d·913e··tiveInteger....> 
00000420:·0000·2d2d·4591·04b9·9631·8ea1·a18d·913e··..--E....1.....> 
00000430:·0000·2d2d·5396·04b9·9632·936f·6693·368e··..--S....2.of.6. 
00000440:·a18d·913e·0000·6761·7370·2829·3a96·04b9··...>..gasp():... 
00000450:·9645·7869·7493·3d3d·8ea1·8d91·50e6·5866··.Exit.==....P.Xf 
00000460:·7265·6591·04b9·966e·8ea1·8d91·50e6·586e··ree....n....P.Xn 
00000470:·9604·b996·3a3d·936e·932b·9331·8ea1·8d91··....:=.n.+.1.... 
00000480:·50e6·5865·7272·6f72·9604·b996·224f·6893··P.Xerror...."Oh. 
00000490:·6e6f·2122·8ea1·8d91·3e00·002d·2d52·8ea1··no!"....>..--R.. 
000004a0:·8d91·3e00·002d·2d52·910e·2cc2·4675·6e63··..>..--R..,.Func 
000004b0:·7469·6f6e·9604·b996·6465·636c·6172·6174··tion....declarat 
000004c0:·696f·6e93·6761·7370·933a·9328·2993·2d3e··ion.gasp.:.().-> 
000004d0:·9345·7869·7493·6861·7393·6265·656e·9361··.Exit.has.been.a 
000004e0:·6464·6564·9374·6f93·776f·726b·7370·6163··dded.to.workspac 
000004f0:·652e·8ea1·8d91·3e00·002d·2d52·9201·3c92··e.....>..--R..<. 
00000500:·4254·7970·653a·9104·b996·566f·6964·8ea1··BType:....Void.. 
00000510:·8d91·3e00·002d·2d45·9104·b996·328e·a1a1··..>..--E....2... 
00000520:·8d91·3e00·002d·2d53·9604·b996·3393·6f66··..>..--S....3.of 
00000530:·9336·8ea1·8d91·3e00·0068·616c·6628·6b29··.6....>..half(k) 
00000540:·9104·b996·3d3d·8ea1·8d91·4773·2c69·6696··....==....Gs,if. 
00000550:·04b9·966f·6464·3f93·6b93·7468·656e·9367··...odd?.k.then.g 
00000560:·6173·7028·298e·a18d·9147·732c·656c·7365··asp()....Gs,else 
00000570:·9604·b996·6b93·7175·6f93·328e·a18d·913e··....k.quo.2....> 
00000580:·0000·2d2d·528e·a18d·913e·0000·2d2d·5292··..--R....>..--R. 
00000590:·013c·9242·5479·7065·3a91·04b9·9656·6f69··.<.BType:....Voi 
000005a0:·648e·a18d·913e·0000·2d2d·4591·04b9·9633··d....>..--E....3 
000005b0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9634··.....>..--S....4000003a0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9631··.....>..--S....1
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000005d0:·9104·b996·348e·a18d·913e·0000·2d2d·528e··....4....>..--R.000003c0:·963a·3d93·308e·a18d·913e·0000·2d2d·528e··.:=.0....>..--R.
 000003d0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 000003e0:·2d2d·5291·0e2c·c228·3129·9109·732c·308e··--R..,.(1)..s,0.
 000003f0:·a18d·913e·0000·2d2d·5292·00fa·6c0e·5479··...>..--R...l.Ty
 00000400:·7065·3a91·04b9·964e·6f6e·4e65·6761·7469··pe:....NonNegati
000005e0:·a18d·913e·0000·2d2d·5291·0e2c·c243·6f6d··...>..--R..,.Com 
000005f0:·7069·6c69·6e67·9604·b996·6675·6e63·7469··piling....functi 
00000600:·6f6e·9367·6173·7093·7769·7468·9374·7970··on.gasp.with.typ 
00000610:·6593·2829·932d·3e93·4578·6974·8ea1·8d91··e.().->.Exit.... 
00000620:·3e00·002d·2d52·910e·2cc2·436f·6d70·696c··>..--R..,.Compil 
00000630:·696e·6796·04b9·9666·756e·6374·696f·6e93··ing....function. 
00000640:·6861·6c66·9377·6974·6893·7479·7065·9350··half.with.type.P 
00000650:·6f73·6974·6976·6549·6e74·6567·6572·932d··ositiveInteger.- 
00000660:·3e93·496e·7465·6765·728e·a18d·913e·0000··>.Integer....>..00000410:·7665·496e·7465·6765·728e·a18d·913e·0000··veInteger....>..
 00000420:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>..
 00000430:·2d2d·5396·04b9·9632·936f·6693·368e·a18d··--S....2.of.6...
 00000440:·913e·0000·6761·7370·2829·3a96·04b9·9645··.>..gasp():....E
 00000450:·7869·7493·3d3d·8ea1·8d91·50e6·5866·7265··xit.==....P.Xfre
 00000460:·6591·04b9·966e·8ea1·8d91·50e6·586e·9604··e....n....P.Xn..
 00000470:·b996·3a3d·936e·932b·9331·8ea1·8d91·50e6··..:=.n.+.1....P.
 00000480:·5865·7272·6f72·9604·b996·224f·6893·6e6f··Xerror...."Oh.no
 00000490:·2122·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··!"....>..--R....
 000004a0:·3e00·002d·2d52·910e·2cc2·4675·6e63·7469··>..--R..,.Functi
 000004b0:·6f6e·9604·b996·6465·636c·6172·6174·696f··on....declaratio
 000004c0:·6e93·6761·7370·933a·9328·2993·2d3e·9345··n.gasp.:.().->.E
 000004d0:·7869·7493·6861·7393·6265·656e·9361·6464··xit.has.been.add
 000004e0:·6564·9374·6f93·776f·726b·7370·6163·652e··ed.to.workspace.
 000004f0:·8ea1·8d91·3e00·002d·2d52·9201·3c92·4254··....>..--R..<.BT
 00000500:·7970·653a·9104·b996·566f·6964·8ea1·8d91··ype:....Void....
 00000510:·3e00·002d·2d45·9104·b996·328e·a1a1·8d91··>..--E....2.....
 00000520:·3e00·002d·2d53·9604·b996·3393·6f66·9336··>..--S....3.of.6
 00000530:·8ea1·8d91·3e00·0068·616c·6628·6b29·9104··....>..half(k)..
Max diff block lines reached; 6677/20635 bytes (32.36%) of diff not shown.
24.7 KB
./usr/share/doc/axiom-doc/src/input/exlap.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.
00000020:·3032·2e32·303a·3133·3430·8b00·0000·0100··02.20:1340......00000020:·3031·2e32·303a·3130·3534·8b00·0000·0100··01.20:1054......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9f2a··..?............*00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9f2a··..?............*
00000090:·d2f3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·d2f3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
Offset 12, 184 lines modifiedOffset 12, 184 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7465·786c·6170·2e69·6e70··put..7texlap.inp000000d0:·7075·7491·0537·7465·786c·6170·2e69·6e70··put..7texlap.inp
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000002c0:·2d43·6f70·7972·6967·6874·9604·b996·5468··-Copyright....Th000002c0:·6f70·7972·6967·6874·9604·b996·5468·6593··opyright....The.
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00000320:·dc29·7365·7496·04b9·9662·7265·616b·9372··.)set....break.r00000320:·7365·7496·04b9·9662·7265·616b·9372·6573··set....break.res
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000003a0:·7291·04b9·9661·6c6c·8ea1·a18d·913e·0000··r....all.....>..000003a0:·04b9·9661·6c6c·8ea1·a18d·913e·0000·2d2d··...all.....>..--
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000003c0:·8d91·3e00·006c·696d·6974·2828·785e·3296··..>..limit((x^2.000003c0:·3e00·006c·696d·6974·2828·785e·3296·04b9··>..limit((x^2...
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000003f0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..- 
00000400:·2d52·8ea1·8d91·3e00·002d·2d52·912f·3fdc··-R....>..--R./?. 
00000410:·318e·a18d·913e·0000·2d2d·5291·0e2c·c228··1....>..--R..,.( 
00000420:·3129·9109·732c·2d91·04b9·962d·8ea1·8d91··1)..s,-....-.... 
00000430:·3e00·002d·2d52·912f·3fdc·328e·a18d·913e··>..--R./?.2....> 
00000440:·0000·2d2d·5291·38b3·0854·7970·653a·9104··..--R.8..Type:.. 
00000450:·b996·556e·696f·6e28·4f72·6465·7265·6443··..Union(OrderedC 
00000460:·6f6d·706c·6574·696f·6e28·4672·6163·7469··ompletion(Fracti 
00000470:·6f6e·2850·6f6c·796e·6f6d·6961·6c28·496e··on(Polynomial(In 
00000480:·7465·6765·7229·2929·2c2e·2e2e·298e·a18d··teger))),...)... 
00000490:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1.... 
000004a0:·913e·0000·2963·6c65·6172·9104·b996·616c··.>..)clear....al 
000004b0:·6c8e·a1a1·8d91·3e00·002d·2d53·9604·b996··l.....>..--S.... 
000004c0:·3293·6f66·9331·338e·a18d·913e·0000·636f··2.of.13....>..co 
000004d0:·6d70·6c65·784c·696d·6974·2828·3296·04b9··mplexLimit((2... 
000004e0:·962b·937a·292f·2831·932d·937a·292c·7a93··.+.z)/(1.-.z),z. 
000004f0:·3d93·2569·6e66·696e·6974·7929·8ea1·8d91··=.%infinity).... 
00000500:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R000003f0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000400:·8ea1·8d91·3e00·002d·2d52·912f·3fdc·318e··....>..--R./?.1.
 00000410:·a18d·913e·0000·2d2d·5291·0e2c·c228·3129··...>..--R..,.(1)
 00000420:·9109·732c·2d91·04b9·962d·8ea1·8d91·3e00··..s,-....-....>.
 00000430:·002d·2d52·912f·3fdc·328e·a18d·913e·0000··.--R./?.2....>..
 00000440:·2d2d·5291·38b3·0854·7970·653a·9104·b996··--R.8..Type:....
 00000450:·556e·696f·6e28·4f72·6465·7265·6443·6f6d··Union(OrderedCom
 00000460:·706c·6574·696f·6e28·4672·6163·7469·6f6e··pletion(Fraction
 00000470:·2850·6f6c·796e·6f6d·6961·6c28·496e·7465··(Polynomial(Inte
 00000480:·6765·7229·2929·2c2e·2e2e·298e·a18d·913e··ger))),...)....>
 00000490:·0000·2d2d·4591·04b9·9631·8ea1·a18d·913e··..--E....1.....>
 000004a0:·0000·2963·6c65·6172·9104·b996·616c·6c8e··..)clear....all.
 000004b0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2.
 000004c0:·6f66·9331·338e·a18d·913e·0000·636f·6d70··of.13....>..comp
 000004d0:·6c65·784c·696d·6974·2828·3296·04b9·962b··lexLimit((2....+
 000004e0:·937a·292f·2831·932d·937a·292c·7a93·3d93··.z)/(1.-.z),z.=.
 000004f0:·2569·6e66·696e·6974·7929·8ea1·8d91·3e00··%infinity)....>.
 00000500:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..
00000510:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2831··....>..--R..,.(100000510:·8d91·3e00·002d·2d52·910e·2cc2·2831·2991··..>..--R..,.(1).
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 00000530:·2d2d·5291·67f2·e454·7970·653a·9104·b996··--R.g..Type:....
 00000540:·4f6e·6550·6f69·6e74·436f·6d70·6c65·7469··OnePointCompleti
 00000550:·6f6e·2846·7261·6374·696f·6e28·506f·6c79··on(Fraction(Poly
 00000560:·6e6f·6d69·616c·2849·6e74·6567·6572·2929··nomial(Integer))
 00000570:·298e·a18d·913e·0000·2d2d·4591·04b9·9632··)....>..--E....2
 00000580:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....3
 00000590:·936f·6693·3133·8ea1·8d91·3e00·006c·696d··.of.13....>..lim
 000005a0:·6974·2873·696e·2878·292f·782c·7896·04b9··it(sin(x)/x,x...
 000005b0:·963d·9325·706c·7573·496e·6669·6e69·7479··.=.%plusInfinity
 000005c0:·298e·a18d·913e·0000·2d2d·528e·a18d·913e··)....>..--R....>
 000005d0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.
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00000530:·0000·2d2d·5291·67f2·e454·7970·653a·9104··..--R.g..Type:..000005f0:·0000·2d2d·5291·67f2·e454·7970·653a·9104··..--R.g..Type:..
00000540:·b996·4f6e·6550·6f69·6e74·436f·6d70·6c65··..OnePointComple 
00000550:·7469·6f6e·2846·7261·6374·696f·6e28·506f··tion(Fraction(Po 
00000560:·6c79·6e6f·6d69·616c·2849·6e74·6567·6572··lynomial(Integer00000600:·b996·556e·696f·6e28·4f72·6465·7265·6443··..Union(OrderedC
 00000610:·6f6d·706c·6574·696f·6e28·4578·7072·6573··ompletion(Expres
 00000620:·7369·6f6e·2849·6e74·6567·6572·2929·2c2e··sion(Integer)),.
00000570:·2929·298e·a18d·913e·0000·2d2d·4591·04b9··)))....>..--E...00000630:·2e2e·298e·a18d·913e·0000·2d2d·4591·04b9··..)....>..--E...
00000580:·9632·8ea1·a18d·913e·0000·2d2d·5396·04b9··.2.....>..--S...00000640:·9633·8ea1·a18d·913e·0000·2d2d·5396·04b9··.3.....>..--S...
00000590:·9633·936f·6693·3133·8ea1·8d91·3e00·006c··.3.of.13....>..l00000650:·9634·936f·6693·3133·8ea1·8d91·3e00·0063··.4.of.13....>..c
000005a0:·696d·6974·2873·696e·2878·292f·782c·7896··imit(sin(x)/x,x. 
000005b0:·04b9·963d·9325·706c·7573·496e·6669·6e69··...=.%plusInfini 
000005c0:·7479·298e·a18d·913e·0000·2d2d·528e·a18d··ty)....>..--R... 
000005d0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
000005e0:·5291·0e2c·c228·3229·9109·732c·308e·a18d··R..,.(2)..s,0... 
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./usr/share/doc/axiom-doc/src/input/exp.input.dvi.gz
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exp.input.dvi
    
Offset 1, 2235 lines modifiedOffset 1, 2235 lines modified
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000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
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000000d0:·7075·7491·0537·7465·7870·2e69·6e70·7574··put..7texp.input000000d0:·7075·7491·0537·7465·7870·2e69·6e70·7574··put..7texp.input
000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0·cff3··..".............000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0·cff3··..".............
000000f0:·2358·ab51·0b00·0c00·0000·0c00·0000·0563··#X.Q...........c000000f0:·2358·ab51·0b00·0c00·0000·0c00·0000·0563··#X.Q...........c
00000100:·6d72·3132·ce54·696d·6f74·6890·ac72·7991··mr12.Timoth..ry.00000100:·6d72·3132·ce54·696d·6f74·6890·ac72·7991··mr12.Timoth..ry.
00000110:·03ea·a844·616c·798e·8e8e·8e8e·9f17·888b··...Daly.........00000110:·03ea·a844·616c·798e·8e8e·8e8e·9f17·666a··...Daly.......fj
00000120:·8d92·00d7·bc64·4691·ff05·5665·6272·7561··.....dF...Vebrua00000120:·8d92·00da·2f0d·4a61·6e90·ac72·7561·7279··..../.Jan..ruary
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Offset 14, 499 lines modifiedOffset 14, 499 lines modified
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 00000530:·9332·2f78·5e32·2993·2d93·6578·7028·6229··.2/x^2).-.exp(b)
 00000540:·932a·9365·7870·2831·2f78·5e33·932b·9333··.*.exp(1/x^3.+.3
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00000660:·9604·b996·3a3d·9378·7870·9366·318e·a18d··....:=.xxp.f1...00000660:·b996·3a3d·9378·7870·9366·318e·a18d·913e··..:=.xxp.f1....>
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Offset 12, 85 lines modifiedOffset 12, 85 lines modified
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00000530:·0000·03e8·0279·0000·01ce·0000·0007·0004··.....y..........00000530:·03e8·0279·0000·01ce·0000·0007·0004·f331··...y...........1
00000540:·f331·dfa4·4e00·0009·0000·0009·0000·0005··.1..N...........00000540:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm
00000550:·636d·7474·39f3·301a·f222·5600·0a00·0000··cmtt9.0.."V.....00000550:·7474·39f3·301a·f222·5600·0a00·0000·0a00··tt9.0.."V.......
00000560:·0a00·0000·0663·6d62·7831·30f3·2fc2·d64e··.....cmbx10./..N00000560:·0000·0663·6d62·7831·30f3·2fc2·d64e·a000··...cmbx10./..N..
00000570:·a000·0e66·6600·0c00·0000·0663·6d62·7831··...ff......cmbx100000570:·0e66·6600·0c00·0000·0663·6d62·7831·32f3··.ff......cmbx12.
00000580:·32f3·2d74·0c89·3a00·0900·0000·0900·0000··2.-t..:.........00000580:·2d74·0c89·3a00·0900·0000·0900·0000·0563··-t..:..........c
00000590:·0563·6d62·7839·f323·58ab·510b·000c·0000··.cmbx9.#X.Q.....00000590:·6d62·7839·f323·58ab·510b·000c·0000·000c··mbx9.#X.Q.......
000005a0:·000c·0000·0005·636d·7231·32f3·22de·9119··......cmr12."...000005a0:·0000·0005·636d·7231·32f3·22de·9119·c600··....cmr12.".....
000005b0:·c600·1147·ae00·1147·ae00·0874·6372·6d31··...G...G...tcrm1000005b0:·1147·ae00·1147·ae00·0874·6372·6d31·3732··.G...G...tcrm172
000005c0:·3732·38f3·2144·d3ed·7400·1147·ae00·1147··728.!D..t..G...G000005c0:·38f3·2144·d3ed·7400·1147·ae00·1147·ae00··8.!D..t..G...G..
000005d0:·ae00·0563·6d72·3137·f317·4bf1·6079·000a··...cmr17..K.`y..000005d0:·0563·6d72·3137·f317·4bf1·6079·000a·0000··.cmr17..K.`y....
000005e0:·0000·000a·0000·0005·636d·7231·30f9·0000··........cmr10...000005e0:·000a·0000·0005·636d·7231·30f9·0000·0521··......cmr10....!
000005f0:·0523·02df·dfdf·dfdf······················.#......000005f0:·02df·dfdf·dfdf·dfdf······················........
76.8 KB
./usr/share/doc/axiom-doc/src/input/expr.input.dvi.gz
76.7 KB
expr.input.dvi
    
Offset 1, 582 lines modifiedOffset 1, 582 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.
00000020:·3032·2e32·303a·3133·3430·8b00·0000·0100··02.20:1340......00000020:·3031·2e32·303a·3130·3534·8b00·0000·0100··01.20:1054......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a23a··..?............:00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a23a··..?............:
00000090:·1af3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·1af3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
000000a0:·0874·6372·6d31·3732·38cd·24f3·2144·d3ed··.tcrm1728.$.!D..000000a0:·0874·6372·6d31·3732·38cd·24f3·2144·d3ed··.tcrm1728.$.!D..
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7465·7870·722e·696e·7075··put..7texpr.inpu000000d0:·7075·7491·0537·7465·7870·722e·696e·7075··put..7texpr.inpu
000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............
000000f0:·f323·58ab·510b·000c·0000·000c·0000·0005··.#X.Q...........000000f0:·f323·58ab·510b·000c·0000·000c·0000·0005··.#X.Q...........
00000100:·636d·7231·32ce·5469·6d6f·7468·90ac·7279··cmr12.Timoth..ry00000100:·636d·7231·32ce·5469·6d6f·7468·90ac·7279··cmr12.Timoth..ry
00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1766··....Daly.......f
00000120:·8b8d·9200·d7bc·6446·91ff·0556·6562·7275··......dF...Vebru00000120:·6a8d·9200·da2f·0d4a·616e·90ac·7275·6172··j..../.Jan..ruar
00000130:·6172·7996·03ea·a832·302c·9332·3032·358e··ary....20,.2025.00000130:·7996·03ea·a832·302c·9332·3032·348e·9f24··y....20,.2024..$
00000140:·9f24·0001·8d92·00f1·a14b·f32d·740c·893a··.$.......K.-t..:00000140:·0001·8d92·00f1·a14b·f32d·740c·893a·0009··.......K.-t..:..
00000150:·0009·0000·0009·0000·0005·636d·6278·39d8··..........cmbx9.00000150:·0000·0009·0000·0005·636d·6278·39d8·4162··........cmbx9.Ab
00000160:·4162·7374·7261·6374·8e9f·0fac·d18e·9f1e··Abstract........00000160:·7374·7261·6374·8e9f·0fac·d18e·9f1e·0000··stract..........
00000170:·0000·8d8d·9201·0380·00f3·174b·f160·7900··...........K.`y.00000170:·8d8d·9201·0380·00f3·174b·f160·7900·0a00··.........K.`y...
00000180:·0a00·0000·0a00·0000·0563·6d72·3130·c231··.........cmr10.100000180:·0000·0a00·0000·0563·6d72·3130·c231·8e8e··.......cmr10.1..
00000190:·8e8e·8e8c·8b00·0000·0200·0000·0000·0000··................00000190:·8e8c·8b00·0000·0200·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·2aa0··..............*.
000001c0:·2aa0·0279·0000·8da0·fda3·0000·a002·3f00··*..y..........?.000001c0:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...
000001d0:·008d·a0fd·e400·008d·913e·0000·f32f·c2d6··.........>.../..000001d0:·a0fd·e400·008d·913e·0000·f32f·c2d6·4ea0··.......>.../..N.
000001e0:·4ea0·000e·6666·000c·0000·0006·636d·6278··N...ff......cmbx000001e0:·000e·6666·000c·0000·0006·636d·6278·3132··..ff......cmbx12
000001f0:·3132·da43·6f6e·958c·cc74·656e·9374·738e··12.Con...ten.ts.000001f0:·da43·6f6e·958c·cc74·656e·9374·738e·8e9f··.Con...ten.ts...
00000200:·8e9f·1e00·008d·8d92·0103·8000·c232·8e8e··.............2..00000200:·1e00·008d·8d92·0103·8000·c232·8e8e·8e8c··...........2....
00000210:·8e8c·8b00·0000·0300·0000·0000·0000·0000··................00000210:·8b00·0000·0300·0000·0000·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0001·94a0··................00000230:·0000·0000·0000·0000·0000·0001·92a0·0279··...............y
00000240:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...00000240:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....
00000250:·a0fd·e400·008d·8d91·3e00·00da·318e·9156··........>...1..V00000250:·e400·008d·8d91·3e00·00da·318e·9156·4ccb··......>...1..VL.
00000260:·4ccb·4c69·6365·6e73·658e·9f15·e71b·a40c··L.License.......00000260:·4c69·6365·6e73·658e·9f15·e71b·a40c·0000··License.........
00000270:·0000·8d91·76e7·cff3·301a·f222·5600·0a00··....v...0.."V...00000270:·8d91·76e7·cff3·301a·f222·5600·0a00·0000··..v...0.."V.....
00000280:·0000·0a00·0000·0663·6d62·7831·30db·7c96··.......cmbx10.|.00000280:·0a00·0000·0663·6d62·7831·30db·7c96·03d5··.....cmbx10.|...
00000290:·03d5·546c·6963·656e·7365·937c·8ea9·1300··..Tlicense.|....00000290:·546c·6963·656e·7365·937c·8ea9·1300·008d··Tlicense.|......
000002a0:·008d·913e·0000·f331·dfa4·4e00·0009·0000··...>...1..N.....000002a0:·913e·0000·f331·dfa4·4e00·0009·0000·0009··.>...1..N.......
000002b0:·0009·0000·0005·636d·7474·39dc·2d2d·436f··......cmtt9.--Co000002b0:·0000·0005·636d·7474·39dc·2d2d·436f·7079··....cmtt9.--Copy
000002c0:·7079·7269·6768·7496·04b9·9654·6865·934e··pyright....The.N000002c0:·7269·6768·7496·04b9·9654·6865·934e·756d··right....The.Num
000002d0:·756d·6572·6963·616c·9341·6c67·6f72·6974··umerical.Algorit000002d0:·6572·6963·616c·9341·6c67·6f72·6974·686d··erical.Algorithm
000002e0:·686d·7393·4772·6f75·7093·4c69·6d69·7465··hms.Group.Limite000002e0:·7393·4772·6f75·7093·4c69·6d69·7465·6493··s.Group.Limited.
000002f0:·6493·3139·3931·2e8e·9f14·0000·8d91·76e7··d.1991........v.000002f0:·3139·3931·2e8e·9f14·0000·8d91·76e7·cfdb··1991........v...
00000300:·cfdb·7c7c·7c2d·8ea1·a18d·9176·e7cf·7c96··..|||-.....v..|.00000300:·7c7c·7c2d·8ea1·a18d·9176·e7cf·7c96·03d5··|||-.....v..|...
00000310:·03d5·542a·937c·8ea6·8d91·3e00·00dc·2973··..T*.|....>...)s00000310:·542a·937c·8ea6·8d91·3e00·00dc·2973·6574··T*.|....>...)set
00000320:·6574·9604·b996·6272·6561·6b93·7265·7375··et....break.resu00000320:·9604·b996·6272·6561·6b93·7265·7375·6d65··....break.resume
00000330:·6d65·8ea4·0b00·008d·913e·0000·2973·706f··me.......>..)spo00000330:·8ea4·0b00·008d·913e·0000·2973·706f·6f6c··.......>..)spool
00000340:·6f6c·9104·b996·6578·7072·2e6f·7574·7075··ol....expr.outpu00000340:·9104·b996·6578·7072·2e6f·7574·7075·748e··....expr.output.
00000350:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set.... 
00000360:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on. 
00000370:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me00000350:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me
 00000360:·7373·6167·6593·7465·7374·936f·6e8e·a18d··ssage.test.on...
 00000370:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess
00000380:·7373·6167·6593·6175·746f·936f·6666·8ea1··ssage.auto.off..00000380:·6167·6593·6175·746f·936f·6666·8ea1·8d91··age.auto.off....
00000390:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a00000390:·3e00·0029·636c·6561·7291·04b9·9661·6c6c··>..)clear....all
000003a0:·6c6c·8ea1·a18d·913e·0000·2d2d·5396·04b9··ll.....>..--S...000003a0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9631··.....>..--S....1
000003b0:·9631·936f·6693·3239·8ea1·8d91·3e00·0066··.1.of.29....>..f000003b0:·936f·6693·3239·8ea1·8d91·3e00·0066·6f6f··.of.29....>..foo
000003c0:·6f6f·9604·b996·3a3d·936f·7065·7261·746f··oo....:=.operato000003c0:·9604·b996·3a3d·936f·7065·7261·746f·7293··....:=.operator.
000003d0:·7293·2766·6f6f·8ea1·8d91·3e00·002d·2d52··r.'foo....>..--R000003d0:·2766·6f6f·8ea1·8d91·3e00·002d·2d52·8ea1··'foo....>..--R..
000003e0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
000003f0:·002d·2d52·910e·2cc2·2831·2991·0973·2c66··.--R..,.(1)..s,f 
00000400:·6f6f·8ea1·8d91·3e00·002d·2d52·9201·120b··oo....>..--R.... 
00000410:·fc54·7970·653a·9104·b996·4261·7369·634f··.Type:....BasicO 
00000420:·7065·7261·746f·728e·a18d·913e·0000·2d2d··perator....>..-- 
00000430:·4591·04b9·9631·8ea1·a18d·913e·0000·2d2d··E....1.....>..-- 
00000440:·5396·04b9·9632·936f·6693·3239·8ea1·8d91··S....2.of.29.... 
00000450:·3e00·0062·6172·9604·b996·3a3d·936f·7065··>..bar....:=.ope 
00000460:·7261·746f·7293·2762·6172·8ea1·8d91·3e00··rator.'bar....>. 
00000470:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R.. 
00000480:·8d91·3e00·002d·2d52·910e·2cc2·2832·2991··..>..--R..,.(2). 
00000490:·0973·2c62·6172·8ea1·8d91·3e00·002d·2d52··.s,bar....>..--R 
000004a0:·9201·120b·fc54·7970·653a·9104·b996·4261··.....Type:....Ba 
000004b0:·7369·634f·7065·7261·746f·728e·a18d·913e··sicOperator....> 
000004c0:·0000·2d2d·4591·04b9·9632·8ea1·a18d·913e··..--E....2.....> 
000004d0:·0000·2d2d·5396·04b9·9633·936f·6693·3239··..--S....3.of.29 
000004e0:·8ea1·8d91·3e00·0067·9604·b996·3a3d·9366··....>..g....:=.f 
000004f0:·6f6f·9378·8ea1·8d91·3e00·002d·2d52·8ea1··oo.x....>..--R.. 
00000500:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-000003e0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
00000510:·2d52·910e·2cc2·2833·2991·0973·2c66·6f6f··-R..,.(3)..s,foo000003f0:·2d52·910e·2cc2·2831·2991·0973·2c66·6f6f··-R..,.(1)..s,foo
 00000400:·8ea1·8d91·3e00·002d·2d52·9201·120b·fc54··....>..--R.....T
 00000410:·7970·653a·9104·b996·4261·7369·634f·7065··ype:....BasicOpe
 00000420:·7261·746f·728e·a18d·913e·0000·2d2d·4591··rator....>..--E.
 00000430:·04b9·9631·8ea1·a18d·913e·0000·2d2d·5396··...1.....>..--S.
 00000440:·04b9·9632·936f·6693·3239·8ea1·8d91·3e00··...2.of.29....>.
 00000450:·0062·6172·9604·b996·3a3d·936f·7065·7261··.bar....:=.opera
 00000460:·746f·7293·2762·6172·8ea1·8d91·3e00·002d··tor.'bar....>..-
 00000470:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....
 00000480:·3e00·002d·2d52·910e·2cc2·2832·2991·0973··>..--R..,.(2)..s
 00000490:·2c62·6172·8ea1·8d91·3e00·002d·2d52·9201··,bar....>..--R..
 000004a0:·120b·fc54·7970·653a·9104·b996·4261·7369··...Type:....Basi
 000004b0:·634f·7065·7261·746f·728e·a18d·913e·0000··cOperator....>..
 000004c0:·2d2d·4591·04b9·9632·8ea1·a18d·913e·0000··--E....2.....>..
 000004d0:·2d2d·5396·04b9·9633·936f·6693·3239·8ea1··--S....3.of.29..
 000004e0:·8d91·3e00·0067·9604·b996·3a3d·9366·6f6f··..>..g....:=.foo
 000004f0:·9378·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··.x....>..--R....
 00000500:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000510:·910e·2cc2·2833·2991·0973·2c66·6f6f·2878··..,.(3)..s,foo(x
00000520:·2878·298e·a18d·913e·0000·2d2d·5292·00f5··(x)....>..--R...00000520:·298e·a18d·913e·0000·2d2d·5292·00f5·b278··)....>..--R....x
00000530:·b278·5479·7065·3a91·04b9·9645·7870·7265··.xType:....Expre00000530:·5479·7065·3a91·04b9·9645·7870·7265·7373··Type:....Express
00000540:·7373·696f·6e28·496e·7465·6765·7229·8ea1··ssion(Integer)..00000540:·696f·6e28·496e·7465·6765·7229·8ea1·8d91··ion(Integer)....
00000550:·8d91·3e00·002d·2d45·9104·b996·338e·a1a1··..>..--E....3...00000550:·3e00·002d·2d45·9104·b996·338e·a1a1·8d91··>..--E....3.....
00000560:·8d91·3e00·002d·2d53·9604·b996·3493·6f66··..>..--S....4.of00000560:·3e00·002d·2d53·9604·b996·3493·6f66·9332··>..--S....4.of.2
00000570:·9332·398e·a18d·913e·0000·6576·616c·2867··.29....>..eval(g00000570:·398e·a18d·913e·0000·6576·616c·2867·2c96··9....>..eval(g,.
00000580:·2c96·04b9·9678·933d·9378·5e32·932b·9331··,....x.=.x^2.+.100000580:·04b9·9678·933d·9378·5e32·932b·9331·298e··...x.=.x^2.+.1).
00000590:·298e·a18d·913e·0000·2d2d·528e·a18d·913e··)....>..--R....>00000590:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
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./usr/share/doc/axiom-doc/src/input/expr1.input.dvi.gz
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expr1.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 432 lines modifiedOffset 12, 432 lines modified
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 00000370:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me
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 000003d0:·2878·295e·328e·a18d·913e·0000·2d2d·528e··(x)^2....>..--R.
 000003e0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 000003f0:·2d2d·5291·7166·1032·8ea1·8d91·3e00·002d··--R.qf.2....>..-
 00000400:·2d52·910e·2cc2·2831·2991·0973·2c73·696e··-R..,.(1)..s,sin
 00000410:·2878·2996·04b9·962b·9333·636f·7328·7829··(x)....+.3cos(x)
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 00000450:·0000·2d2d·4591·04b9·9631·8ea1·a18d·913e··..--E....1.....>
 00000460:·0000·2d2d·5396·04b9·9632·936f·6693·3233··..--S....2.of.23
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 00000480:·962d·9333·2e34·352a·788e·a18d·913e·0000··.-.3.45*x....>..
 00000490:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
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 000004b0:·732c·7461·6e28·7829·9604·b996·2d93·332e··s,tan(x)....-.3.
 000004c0:·3435·9378·8ea1·8d91·3e00·002d·2d52·9200··45.x....>..--R..
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 00000530:·7274·9331·3129·5e32·932f·9328·3493·2d93··rt.11)^2./.(4.-.
 00000540:·636f·7328·7893·2d93·7929·298e·a18d·913e··cos(x.-.y))....>
00000490:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.00000550:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.
000004a0:·a18d·913e·0000·2d2d·5291·0e2c·c228·3229··...>..--R..,.(2) 
000004b0:·9109·732c·7461·6e28·7829·9604·b996·2d93··..s,tan(x)....-. 
000004c0:·332e·3435·9378·8ea1·8d91·3e00·002d·2d52··3.45.x....>..--R 
000004d0:·9200·ff25·a454·7970·653a·9104·b996·4578··...%.Type:....Ex 
000004e0:·7072·6573·7369·6f6e·2846·6c6f·6174·298e··pression(Float). 
000004f0:·a18d·913e·0000·2d2d·4591·04b9·9632·8ea1··...>..--E....2.. 
00000500:·a18d·913e·0000·2d2d·5396·04b9·9633·936f··...>..--S....3.o 
00000510:·6693·3233·8ea1·8d91·3e00·0028·7461·6e96··f.23....>..(tan. 
00000520:·04b9·9673·7172·7493·3793·2d93·7369·6e93··...sqrt.7.-.sin. 
00000530:·7371·7274·9331·3129·5e32·932f·9328·3493··sqrt.11)^2./.(4. 
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./usr/share/doc/axiom-doc/src/input/exprode.input.dvi.gz
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exprode.input.dvi
    
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 00000550:·0000·7996·04b9·963a·3d93·6f70·6572·6174··..y....:=.operat
 00000560:·6f72·9327·798e·a18d·913e·0000·2d2d·528e··or.'y....>..--R.
 00000570:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 00000580:·2d2d·5291·0e2c·c228·3129·9109·732c·798e··--R..,.(1)..s,y.
 00000590:·a18d·913e·0000·2d2d·5292·0112·0bfc·5479··...>..--R.....Ty
 000005a0:·7065·3a91·04b9·9642·6173·6963·4f70·6572··pe:....BasicOper
 000005b0:·6174·6f72·8ea1·8d91·3e00·002d·2d45·9104··ator....>..--E..
 000005c0:·b996·318e·a1a1·8d91·3e00·002d·2d53·9604··..1.....>..--S..
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./usr/share/doc/axiom-doc/src/input/exprpoly.input.dvi.gz
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exprpoly.input.dvi
    
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exsum.input.dvi
    
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Offset 12, 286 lines modifiedOffset 12, 286 lines modified
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000005d0:·2d45·9104·b996·328e·a1a1·8d91·3e00·0029··-E....2.....>..) 
000005e0:·636c·6561·7291·04b9·9661·6c6c·8ea1·a18d··clear....all.... 
000005f0:·913e·0000·2d2d·5396·04b9·9633·936f·6693··.>..--S....3.of. 
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 00000540:·8ea1·8d91·3e00·002d·2d52·9125·ccb0·338e··....>..--R.%..3.
 00000550:·a18d·913e·0000·2d2d·5291·0e2c·c228·3129··...>..--R..,.(1)
 00000560:·9109·732c·2d8e·a18d·913e·0000·2d2d·5291··..s,-....>..--R.
 00000570:·25cc·b034·8ea1·8d91·3e00·002d·2d52·9138··%..4....>..--R.8
 00000580:·b308·5479·7065·3a91·04b9·9655·6e69·6f6e··..Type:....Union
 00000590:·284f·7264·6572·6564·436f·6d70·6c65·7469··(OrderedCompleti
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 000005c0:·292c·2e2e·2e29·8ea1·8d91·3e00·002d·2d45··),...)....>..--E
 000005d0:·9104·b996·328e·a1a1·8d91·3e00·0029·636c··....2.....>..)cl
 000005e0:·6561·7291·04b9·9661·6c6c·8ea1·a18d·913e··ear....all.....>
 000005f0:·0000·2d2d·5396·04b9·9633·936f·6693·3133··..--S....3.of.13
 00000600:·8ea1·8d91·3e00·0073·9604·b996·3a3d·9373··....>..s....:=.s
 00000610:·756d·286b·5e32·2c6b·933d·9361·2e2e·6229··um(k^2,k.=.a..b)
 00000620:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 00000630:·002d·2d52·8ea1·8d91·3e00·002d·2d52·912f··.--R....>..--R./
00000640:·912f·3fdc·3396·179f·ee32·912a·8646·3393··./?.3....2.*.F3.00000640:·3fdc·3396·179f·ee32·912a·8646·3393·328e··?.3....2.*.F3.2.
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 000006a0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1··--------------..
000006b0:·8ea1·8d91·3e00·002d·2d52·9167·f2e4·368e··....>..--R.g..6.000006b0:·8d91·3e00·002d·2d52·9167·f2e4·368e·8e9f··..>..--R.g..6...
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./usr/share/doc/axiom-doc/src/input/farray.input.dvi.gz
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farray.input.dvi
    
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Offset 12, 256 lines modifiedOffset 12, 256 lines modified
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00000110:·7468·90ac·7279·9103·eaa8·4461·6c79·8e8e··th..ry....Daly..00000110:·7468·90ac·7279·9103·eaa8·4461·6c79·8e8e··th..ry....Daly..
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00000380:·6574·9604·b996·6d65·7373·6167·6593·6175··et....message.au00000360:·6574·9604·b996·6d65·7373·6167·6593·7465··et....message.te
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00000400:·913e·0000·2d2d·5291·0e2c·c228·3129·9109··.>..--R..,.(1).. 
00000410:·732c·5b31·2c32·2c33·2c34·2c35·2c36·5d8e··s,[1,2,3,4,5,6]. 
00000420:·a18d·913e·0000·2d2d·5292·00c1·b906·5479··...>..--R.....Ty 
00000430:·7065·3a91·04b9·9646·6c65·7869·626c·6541··pe:....FlexibleA 
00000440:·7272·6179·2850·6f73·6974·6976·6549·6e74··rray(PositiveInt 
00000450:·6567·6572·298e·a18d·913e·0000·2d2d·4591··eger)....>..--E. 
00000460:·04b9·9631·8ea1·a18d·913e·0000·2d2d·5396··...1.....>..--S. 
00000470:·04b9·9632·936f·6693·3136·8ea1·8d91·3e00··...2.of.16....>. 
00000480:·0066·9604·b996·3a93·4641·5252·4159·9349··.f....:.FARRAY.I 
00000490:·4e54·933a·3d93·6e65·7728·362c·3029·8ea1··NT.:=.new(6,0).. 
000004a0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..- 
000004b0:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,. 
000004c0:·2832·2991·0973·2c5b·302c·302c·302c·302c··(2)..s,[0,0,0,0, 
000004d0:·302c·305d·8ea1·8d91·3e00·002d·2d52·9200··0,0]....>..--R.. 
000004e0:·e785·b654·7970·653a·9104·b996·466c·6578··...Type:....Flex 
000004f0:·6962·6c65·4172·7261·7928·496e·7465·6765··ibleArray(Intege 
00000500:·7229·8ea1·8d91·3e00·002d·2d45·9104·b996··r)....>..--E.... 
00000510:·328e·a1a1·8d91·3e00·002d·2d53·9604·b996··2.....>..--S.... 
00000520:·3393·6f66·9331·368e·a18d·913e·0000·666f··3.of.16....>..fo 
00000530:·7296·04b9·9669·9369·6e93·312e·2e36·9372··r....i.in.1..6.r 
00000540:·6570·6561·7493·662e·6993·3a3d·9369·3b93··epeat.f.i.:=.i;. 
00000550:·668e·a18d·913e·0000·2d2d·528e·a18d·913e··f....>..--R....>000003f0:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
 00000400:·0000·2d2d·5291·0e2c·c228·3129·9109·732c··..--R..,.(1)..s,
 00000410:·5b31·2c32·2c33·2c34·2c35·2c36·5d8e·a18d··[1,2,3,4,5,6]...
 00000420:·913e·0000·2d2d·5292·00c1·b906·5479·7065··.>..--R.....Type
 00000430:·3a91·04b9·9646·6c65·7869·626c·6541·7272··:....FlexibleArr
 00000440:·6179·2850·6f73·6974·6976·6549·6e74·6567··ay(PositiveInteg
 00000450:·6572·298e·a18d·913e·0000·2d2d·4591·04b9··er)....>..--E...
 00000460:·9631·8ea1·a18d·913e·0000·2d2d·5396·04b9··.1.....>..--S...
 00000470:·9632·936f·6693·3136·8ea1·8d91·3e00·0066··.2.of.16....>..f
 00000480:·9604·b996·3a93·4641·5252·4159·9349·4e54··....:.FARRAY.INT
 00000490:·933a·3d93·6e65·7728·362c·3029·8ea1·8d91··.:=.new(6,0)....
 000004a0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 000004b0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2
 000004c0:·2991·0973·2c5b·302c·302c·302c·302c·302c··)..s,[0,0,0,0,0,
 000004d0:·305d·8ea1·8d91·3e00·002d·2d52·9200·e785··0]....>..--R....
 000004e0:·b654·7970·653a·9104·b996·466c·6578·6962··.Type:....Flexib
 000004f0:·6c65·4172·7261·7928·496e·7465·6765·7229··leArray(Integer)
 00000500:·8ea1·8d91·3e00·002d·2d45·9104·b996·328e··....>..--E....2.
 00000510:·a1a1·8d91·3e00·002d·2d53·9604·b996·3393··....>..--S....3.
 00000520:·6f66·9331·368e·a18d·913e·0000·666f·7296··of.16....>..for.
 00000530:·04b9·9669·9369·6e93·312e·2e36·9372·6570··...i.in.1..6.rep
 00000540:·6561·7493·662e·6993·3a3d·9369·3b93·668e··eat.f.i.:=.i;.f.
 00000550:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
00000560:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.00000560:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R..,
00000570:·0e2c·c228·3329·9109·732c·5b31·2c32·2c33··.,.(3)..s,[1,2,300000570:·c228·3329·9109·732c·5b31·2c32·2c33·2c34··.(3)..s,[1,2,3,4
00000580:·2c34·2c35·2c36·5d8e·a18d·913e·0000·2d2d··,4,5,6]....>..--00000580:·2c35·2c36·5d8e·a18d·913e·0000·2d2d·5292··,5,6]....>..--R.
00000590:·5292·00e7·85b6·5479·7065·3a91·04b9·9646··R.....Type:....F00000590:·00e7·85b6·5479·7065·3a91·04b9·9646·6c65··....Type:....Fle
000005a0:·6c65·7869·626c·6541·7272·6179·2849·6e74··lexibleArray(Int000005a0:·7869·626c·6541·7272·6179·2849·6e74·6567··xibleArray(Integ
000005b0:·6567·6572·298e·a18d·913e·0000·2d2d·4591··eger)....>..--E.000005b0:·6572·298e·a18d·913e·0000·2d2d·4591·04b9··er)....>..--E...
000005c0:·04b9·9633·8ea1·a18d·913e·0000·2d2d·5396··...3.....>..--S.000005c0:·9633·8ea1·a18d·913e·0000·2d2d·5396·04b9··.3.....>..--S...
000005d0:·04b9·9634·936f·6693·3136·8ea1·8d91·3e00··...4.of.16....>.000005d0:·9634·936f·6693·3136·8ea1·8d91·3e00·0070··.4.of.16....>..p
000005e0:·0070·6879·7369·6361·6c4c·656e·6774·6891··.physicalLength.000005e0:·6879·7369·6361·6c4c·656e·6774·6891·04b9··hysicalLength...
000005f0:·04b9·9666·8ea1·8d91·3e00·002d·2d52·8ea1··...f....>..--R..000005f0:·9666·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··.f....>..--R....
00000600:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-00000600:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
00000610:·2d52·910e·2cc2·2834·2991·0973·2c36·8ea1··-R..,.(4)..s,6..00000610:·910e·2cc2·2834·2991·0973·2c36·8ea1·8d91··..,.(4)..s,6....
00000620:·8d91·3e00·002d·2d52·9201·0898·d054·7970··..>..--R.....Typ00000620:·3e00·002d·2d52·9201·0898·d054·7970·653a··>..--R.....Type:
00000630:·653a·9104·b996·506f·7369·7469·7665·496e··e:....PositiveIn00000630:·9104·b996·506f·7369·7469·7665·496e·7465··....PositiveInte
00000640:·7465·6765·728e·a18d·913e·0000·2d2d·4591··teger....>..--E.00000640:·6765·728e·a18d·913e·0000·2d2d·4591·04b9··ger....>..--E...
00000650:·04b9·9634·8ea1·a18d·913e·0000·2d2d·5396··...4.....>..--S.00000650:·9634·8ea1·a18d·913e·0000·2d2d·5396·04b9··.4.....>..--S...
00000660:·04b9·9635·936f·6693·3136·8ea1·8d91·3e00··...5.of.16....>.00000660:·9635·936f·6693·3136·8ea1·8d91·3e00·0063··.5.of.16....>..c
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000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·740b·6572·722e·696e·7075··put..7t.err.inpu000000d0:·7075·7491·0537·740b·6572·722e·696e·7075··put..7t.err.inpu
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000000f0:·f323·58ab·510b·000c·0000·000c·0000·0005··.#X.Q...........000000f0:·f323·58ab·510b·000c·0000·000c·0000·0005··.#X.Q...........
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00000120:·8b8d·9200·d7bc·6446·91ff·0556·6562·7275··......dF...Vebru00000120:·6a8d·9200·da2f·0d4a·616e·90ac·7275·6172··j..../.Jan..ruar
00000130:·6172·7996·03ea·a832·302c·9332·3032·358e··ary....20,.2025.00000130:·7996·03ea·a832·302c·9332·3032·348e·9f24··y....20,.2024..$
00000140:·9f24·0001·8d92·00f1·a14b·f32d·740c·893a··.$.......K.-t..:00000140:·0001·8d92·00f1·a14b·f32d·740c·893a·0009··.......K.-t..:..
00000150:·0009·0000·0009·0000·0005·636d·6278·39d8··..........cmbx9.00000150:·0000·0009·0000·0005·636d·6278·39d8·4162··........cmbx9.Ab
00000160:·4162·7374·7261·6374·8e9f·0fac·d18e·9f1e··Abstract........00000160:·7374·7261·6374·8e9f·0fac·d18e·9f1e·0000··stract..........
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00000190:·8e8e·8e8c·8b00·0000·0200·0000·0000·0000··................00000190:·8e8c·8b00·0000·0200·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·2aa0··..............*.
000001c0:·2aa0·0279·0000·8da0·fda3·0000·a002·3f00··*..y..........?.000001c0:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...
000001d0:·008d·a0fd·e400·008d·913e·0000·f32f·c2d6··.........>.../..000001d0:·a0fd·e400·008d·913e·0000·f32f·c2d6·4ea0··.......>.../..N.
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00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0001·94a0··................00000230:·0000·0000·0000·0000·0000·0001·92a0·0279··...............y
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00000260:·4ccb·4c69·6365·6e73·658e·9f15·e71b·a40c··L.License.......00000260:·4c69·6365·6e73·658e·9f15·e71b·a40c·0000··License.........
00000270:·0000·8d91·76e7·cff3·301a·f222·5600·0a00··....v...0.."V...00000270:·8d91·76e7·cff3·301a·f222·5600·0a00·0000··..v...0.."V.....
00000280:·0000·0a00·0000·0663·6d62·7831·30db·7c96··.......cmbx10.|.00000280:·0a00·0000·0663·6d62·7831·30db·7c96·03d5··.....cmbx10.|...
00000290:·03d5·546c·6963·656e·7365·937c·8ea9·115d··..Tlicense.|...]00000290:·546c·6963·656e·7365·937c·8ea9·115d·a28d··Tlicense.|...]..
000002a0:·a28d·913e·0000·f331·dfa4·4e00·0009·0000··...>...1..N.....000002a0:·913e·0000·f331·dfa4·4e00·0009·0000·0009··.>...1..N.......
000002b0:·0009·0000·0005·636d·7474·39dc·2d2d·436f··......cmtt9.--Co000002b0:·0000·0005·636d·7474·39dc·2d2d·436f·7079··....cmtt9.--Copy
000002c0:·7079·7269·6768·7496·04b9·9654·6865·934e··pyright....The.N000002c0:·7269·6768·7496·04b9·9654·6865·934e·756d··right....The.Num
000002d0:·756d·6572·6963·616c·9341·6c67·6f72·6974··umerical.Algorit000002d0:·6572·6963·616c·9341·6c67·6f72·6974·686d··erical.Algorithm
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ffieldbug.input.dvi
    
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Offset 13, 528 lines modifiedOffset 13, 527 lines modified
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./usr/share/doc/axiom-doc/src/input/ffrac.input.dvi
    
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 000003c0:·2e36·2f32·2e34·2924·466f·726d·616c·4672··.6/2.4)$FormalFr
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 00000420:·8ea1·a18d·913e·0000·2d2d·9121·131a·368e··.....>..--.!..6.
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 00000460:·963a·3a93·4652·4143·9349·4e54·8ea1·a18d··.::.FRAC.INT....
 00000470:·913e·0000·2d2d·9121·131a·328e·a1a1·8d91··.>..--.!..2.....
 00000480:·3e00·0025·9604·b996·3a3a·9346·6f72·6d61··>..%....::.Forma
00000360:·6c46·7261·6374·696f·6e93·496e·7465·6765··lFraction.Intege00000490:·6c46·7261·6374·696f·6e93·496e·7465·6765··lFraction.Intege
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000003a0:·2d8e·a18d·913e·0000·2d2d·9121·131a·338e··-....>..--.!..3. 
000003b0:·a1a1·8d91·3e00·0066·3296·04b9·963a·3d93··....>..f2....:=. 
000003c0:·2833·2e36·2f32·2e34·2924·466f·726d·616c··(3.6/2.4)$Formal 
000003d0:·4672·6163·7469·6f6e·9346·6c6f·6174·8ea1··Fraction.Float.. 
000003e0:·a18d·913e·0000·2d2d·9121·131a·332e·368e··...>..--.!..3.6. 
000003f0:·a18d·913e·0000·2d2d·9121·131a·2d2d·2d8e··...>..--.!..---. 
00000400:·a18d·913e·0000·2d2d·9121·131a·322e·348e··...>..--.!..2.4. 
00000410:·a1a1·8d91·3e00·006e·756d·6572·9104·b996··....>..numer.... 
00000420:·6631·8ea1·a18d·913e·0000·2d2d·9121·131a··f1.....>..--.!.. 
00000430:·368e·a1a1·8d91·3e00·0064·656e·6f6d·9104··6.....>..denom.. 
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000004c0:·8ea1·8d91·3e00·002d·2d91·2113·1a31·8ea1··....>..--.!..1..000004b0:·8ea1·8d91·3e00·002d·2d91·2113·1a2d·8ea1··....>..--.!..-..
 000004c0:·8d91·3e00·002d·2d91·2113·1a31·8ea1·a18d··..>..--.!..1....
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000004e0:·6c6f·6174·8ea1·a18d·913e·0000·2d2d·9121··loat.....>..--.!000004e0:·6174·8ea1·a18d·913e·0000·2d2d·9121·131a··at.....>..--.!..
000004f0:·131a·312e·358e·a1a1·8d91·3e00·006f·7574··..1.5.....>..out000004f0:·312e·358e·a1a1·8d91·3e00·006f·7574·7075··1.5.....>..outpu
00000500:·7075·7496·04b9·9622·456e·6493·6f66·9374··put...."End.of.t00000500:·7496·04b9·9622·456e·6493·6f66·9374·6573··t...."End.of.tes
00000510:·6573·7473·228e·8e9f·1e00·008d·8d92·0103··ests"...........00000510:·7473·228e·8e9f·1e00·008d·8d92·0103·8000··ts".............
00000520:·8000·c233·8e8e·8e8c·8b00·0000·0400·0000··...3............00000520:·c233·8e8e·8e8c·8b00·0000·0400·0000·0000··.3..............
00000530:·0000·0000·0000·0000·0000·0000·0000·0000··................00000530:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000540:·0000·0000·0000·0000·0000·0000·0000·0000··................00000540:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000550:·0000·0002·15a0·0279·0000·8da0·fda3·0000··.......y........00000550:·0002·13a0·0279·0000·8da0·fda3·0000·a002··.....y..........
00000560:·a002·3f00·008d·a0fd·e400·009f·1400·008d··..?.............00000560:·3f00·008d·a0fd·e400·009f·1400·008d·9176··?..............v
00000570:·9176·e7cf·db7c·7c7c·2d8e·8e9f·1e00·008d··.v...|||-.......00000570:·e7cf·db7c·7c7c·2d8e·8e9f·1e00·008d·8d92··...|||-.........
00000580:·8d92·0103·8000·c234·8e8e·8e8c·8b00·0000··.......4........00000580:·0103·8000·c234·8e8e·8e8c·8b00·0000·0500··.....4..........
00000590:·0500·0000·0000·0000·0000·0000·0000·0000··................00000590:·0000·0000·0000·0000·0000·0000·0000·0000··................
000005a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000005a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000005b0:·0000·0000·0000·0005·28a0·0279·0000·8da0··........(..y....000005b0:·0000·0000·0005·26a0·0279·0000·8da0·fda3··......&..y......
000005c0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?.........000005c0:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........>
000005d0:·913e·0000·da52·6566·6572·656e·6365·738e··.>...References.000005d0:·0000·da52·6566·6572·656e·6365·738e·9f15··...References...
000005e0:·9f15·e71b·8d8d·8d91·4300·01c2·5b31·5d8e··........C...[1].000005e0:·e71b·8d8d·8d91·4300·01c2·5b31·5d8e·8e91··......C...[1]...
000005f0:·8e91·528e·3c6e·6f74·6869·6e67·8e8e·9f1e··..R.<nothing....000005f0:·528e·3c6e·6f74·6869·6e67·8e8e·9f1e·0000··R.<nothing......
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00000620:·7900·0001·ce00·0000·0700·05f3·31df·a44e··y...........1..N00000620:·0001·ce00·0000·0700·05f3·31df·a44e·0000··..........1..N..
00000630:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt900000630:·0900·0000·0900·0000·0563·6d74·7439·f330··.........cmtt9.0
00000640:·f330·1af2·2256·000a·0000·000a·0000·0006··.0.."V..........00000640:·1af2·2256·000a·0000·000a·0000·0006·636d··.."V..........cm
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00000670:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx00000670:·0009·0000·0009·0000·0005·636d·6278·39f3··..........cmbx9.
00000680:·39f3·2358·ab51·0b00·0c00·0000·0c00·0000··9.#X.Q..........00000680:·2358·ab51·0b00·0c00·0000·0c00·0000·0563··#X.Q...........c
00000690:·0563·6d72·3132·f322·de91·19c6·0011·47ae··.cmr12."......G.00000690:·6d72·3132·f322·de91·19c6·0011·47ae·0011··mr12."......G...
000006a0:·0011·47ae·0008·7463·726d·3137·3238·f321··..G...tcrm1728.!000006a0:·47ae·0008·7463·726d·3137·3238·f321·44d3··G...tcrm1728.!D.
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./usr/share/doc/axiom-doc/src/input/ffx72.input.dvi.gz
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ffx72.input.dvi
    
Offset 1, 368 lines modifiedOffset 1, 368 lines modified
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a0bf··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a0bf··..?.............
00000090:·43f3·22de·9119·c600·1147·ae00·1147·ae00··C."......G...G..00000090:·43f3·22de·9119·c600·1147·ae00·1147·ae00··C."......G...G..
000000a0:·0874·6372·6d31·3732·38cd·24f3·2144·d3ed··.tcrm1728.$.!D..000000a0:·0874·6372·6d31·3732·38cd·24f3·2144·d3ed··.tcrm1728.$.!D..
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·740b·7837·322e·696e·7075··put..7t.x72.inpu000000d0:·7075·7491·0537·740b·7837·322e·696e·7075··put..7t.x72.inpu
000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............
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00000120:·8b8d·9200·d7bc·6446·91ff·0556·6562·7275··......dF...Vebru00000120:·6a8d·9200·da2f·0d4a·616e·90ac·7275·6172··j..../.Jan..ruar
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00000140:·9f24·0001·8d92·00f1·a14b·f32d·740c·893a··.$.......K.-t..:00000140:·0001·8d92·00f1·a14b·f32d·740c·893a·0009··.......K.-t..:..
00000150:·0009·0000·0009·0000·0005·636d·6278·39d8··..........cmbx9.00000150:·0000·0009·0000·0005·636d·6278·39d8·4162··........cmbx9.Ab
00000160:·4162·7374·7261·6374·8e9f·0fac·d18e·9f1e··Abstract........00000160:·7374·7261·6374·8e9f·0fac·d18e·9f1e·0000··stract..........
00000170:·0000·8d8d·9201·0380·00f3·174b·f160·7900··...........K.`y.00000170:·8d8d·9201·0380·00f3·174b·f160·7900·0a00··.........K.`y...
00000180:·0a00·0000·0a00·0000·0563·6d72·3130·c231··.........cmr10.100000180:·0000·0a00·0000·0563·6d72·3130·c231·8e8e··.......cmr10.1..
00000190:·8e8e·8e8c·8b00·0000·0200·0000·0000·0000··................00000190:·8e8c·8b00·0000·0200·0000·0000·0000·0000··................
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000001c0:·2aa0·0279·0000·8da0·fda3·0000·a002·3f00··*..y..........?.000001c0:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...
000001d0:·008d·a0fd·e400·008d·913e·0000·f32f·c2d6··.........>.../..000001d0:·a0fd·e400·008d·913e·0000·f32f·c2d6·4ea0··.......>.../..N.
000001e0:·4ea0·000e·6666·000c·0000·0006·636d·6278··N...ff......cmbx000001e0:·000e·6666·000c·0000·0006·636d·6278·3132··..ff......cmbx12
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00000230:·0000·0000·0000·0000·0000·0000·0001·94a0··................00000230:·0000·0000·0000·0000·0000·0001·92a0·0279··...............y
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00000260:·4ccb·4c69·6365·6e73·658e·9f15·e71b·a40c··L.License.......00000260:·4c69·6365·6e73·658e·9f15·e71b·a40c·0000··License.........
00000270:·0000·8d91·76e7·cff3·301a·f222·5600·0a00··....v...0.."V...00000270:·8d91·76e7·cff3·301a·f222·5600·0a00·0000··..v...0.."V.....
00000280:·0000·0a00·0000·0663·6d62·7831·30db·7c96··.......cmbx10.|.00000280:·0a00·0000·0663·6d62·7831·30db·7c96·03d5··.....cmbx10.|...
00000290:·03d5·546c·6963·656e·7365·937c·8ea9·1300··..Tlicense.|....00000290:·546c·6963·656e·7365·937c·8ea9·1300·008d··Tlicense.|......
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000002b0:·0009·0000·0005·636d·7474·39dc·2d2d·436f··......cmtt9.--Co000002b0:·0000·0005·636d·7474·39dc·2d2d·436f·7079··....cmtt9.--Copy
000002c0:·7079·7269·6768·7496·04b9·9654·6865·934e··pyright....The.N000002c0:·7269·6768·7496·04b9·9654·6865·934e·756d··right....The.Num
000002d0:·756d·6572·6963·616c·9341·6c67·6f72·6974··umerical.Algorit000002d0:·6572·6963·616c·9341·6c67·6f72·6974·686d··erical.Algorithm
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./usr/share/doc/axiom-doc/src/input/fib.input.dvi
    
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000004a0:·2d32·298e·a18d·913e·0000·2d2d·528e·a18d··-2)....>..--R...000004a0:·298e·a18d·913e·0000·2d2d·528e·a18d·913e··)....>..--R....>
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./usr/share/doc/axiom-doc/src/input/file.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/finitegraph.input.dvi.gz
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finitegraph.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/float1.input.dvi.gz
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float1.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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./usr/share/doc/axiom-doc/src/input/float2.input.dvi.gz
66.8 KB
float2.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 499 lines modifiedOffset 12, 499 lines modified
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00000610:·2d2d·5396·04b9·9635·936f·6693·3431·8ea1··--S....5.of.41.. 
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Max diff block lines reached; 47050/68411 bytes (68.78%) of diff not shown.
26.5 KB
./usr/share/doc/axiom-doc/src/input/fname.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 195 lines modifiedOffset 12, 195 lines modified
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./usr/share/doc/axiom-doc/src/input/fnla.input.dvi
    
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 00000520:·913e·0000·2d2d·5291·0e2c·c228·3329·9109··.>..--R..,.(3)..
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./usr/share/doc/axiom-doc/src/input/fns.input.dvi.gz
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fns.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/fparfrac.input.dvi.gz
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fparfrac.input.dvi
    
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000004e0:·0000·5078·9604·b996·3a3d·9355·5028·782c··..Px....:=.UP(x,000004e0:·5078·9604·b996·3a3d·9355·5028·782c·9351··Px....:=.UP(x,.Q
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 00000510:·0e2c·c228·3229·9109·732c·556e·6976·6172··.,.(2)..s,Univar
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 00000570:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....3
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00000520:·6172·6961·7465·506f·6c79·6e6f·6d69·616c··ariatePolynomial 
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00000550:·0133·1f16·5479·7065·3a91·04b9·9644·6f6d··.3..Type:....Dom 
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00000590:·7896·04b9·963a·3d93·4652·4143·9350·788e··x....:=.FRAC.Px. 
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fparfrc.input.dvi
    
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fr.input.dvi
    
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fr1.input.dvi
    
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000002e0:·6d73·9347·726f·7570·934c·696d·6974·6564··ms.Group.Limited000002e0:·9347·726f·7570·934c·696d·6974·6564·9331··.Group.Limited.1
000002f0:·9331·3939·312e·8e9f·125d·a18d·9176·e7cf··.1991....]...v..000002f0:·3939·312e·8e9f·125d·a18d·9176·e7cf·db7c··991....]...v...|
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00000310:·d554·2a93·7c8e·a68d·913e·0000·dc29·7365··.T*.|....>...)se00000310:·2a93·7c8e·a68d·913e·0000·dc29·7365·7496··*.|....>...)set.
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00000560:·9634·8ea1·a18d·913e·0000·2d2d·5396·04b9··.4.....>..--S... 
00000570:·9634·936f·6693·3338·8ea1·8d91·3e00·005b··.4.of.38....>..[ 
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 00000500:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 00000510:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..
 00000520:·2cc2·2833·2991·0973·2c33·8ea1·8d91·3e00··,.(3)..s,3....>.
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 00000570:·936f·6693·3338·8ea1·8d91·3e00·005b·6e74··.of.38....>..[nt
 00000580:·6846·6163·746f·7228·672c·6929·9604·b996··hFactor(g,i)....
 00000590:·666f·7293·6993·696e·9331·2e2e·6e75·6d62··for.i.in.1..numb
 000005a0:·6572·4f66·4661·6374·6f72·7328·6729·5d8e··erOfFactors(g)].
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000005c0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.000005c0:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R..,
000005d0:·0e2c·c228·3429·9109·732c·5b32·2c37·2c31··.,.(4)..s,[2,7,1000005d0:·c228·3429·9109·732c·5b32·2c37·2c31·315d··.(4)..s,[2,7,11]
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00000620:·5396·04b9·9635·936f·6693·3338·8e8e·9f1e··S....5.of.38....00000620:·04b9·9635·936f·6693·3338·8e8e·9f1e·0000··...5.of.38......
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./usr/share/doc/axiom-doc/src/input/fr2.input.dvi
    
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000002e0:·6d73·9347·726f·7570·934c·696d·6974·6564··ms.Group.Limited000002e0:·9347·726f·7570·934c·696d·6974·6564·9331··.Group.Limited.1
000002f0:·9331·3939·312e·8e9f·125d·a18d·9176·e7cf··.1991....]...v..000002f0:·3939·312e·8e9f·125d·a18d·9176·e7cf·db7c··991....]...v...|
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./usr/share/doc/axiom-doc/src/input/frac.input.dvi
    
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frame.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/function.input.dvi.gz
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function.input.dvi
    
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galois.input.dvi
    
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Offset 1, 254 lines modifiedOffset 1, 254 lines modified
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35.5 KB
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35.4 KB
graphics.input.dvi
    
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141 KB
./usr/share/doc/axiom-doc/src/input/groeb.input.dvi.gz
141 KB
groeb.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 1055 lines modifiedOffset 12, 1055 lines modified
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00000460:·8ea1·8d91·3e00·0073·323a·444d·5028·5b77··....>..s2:DMP([w 
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00000530:·6374·696f·6e28·496e·7465·6765·7229·298e··ction(Integer)). 
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00000570:·5028·5b77·2c70·2c7a·2c74·2c73·2c62·5d2c··P([w,p,z,t,s,b], 
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000005e0:·2d2d·5291·0e2c·c228·3329·9109·732c·3135··--R..,.(3)..s,15 
000005f0:·7796·04b9·962b·9332·3570·9373·932b·9333··w....+.25p.s.+.3 
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00000620:·653a·9104·b996·4469·7374·7269·6275·7465··e:....Distribute 
00000630:·644d·756c·7469·7661·7269·6174·6550·6f6c··dMultivariatePol 
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00000660:·6e74·6567·6572·2929·8ea1·8d91·3e00·002d··nteger))....>..- 
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./usr/share/doc/axiom-doc/src/input/groeb2.input.dvi.gz
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groeb2.input.dvi
    
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00000640:·a18d·913e·0000·4346·3d3d·3e46·7261·6374··...>..CF==>Fract 
00000650:·696f·6e91·04b9·9643·508e·a18d·913e·0000··ion....CP....>.. 
00000660:·2d2d·528e·a18d·913e·0000·2d2d·5292·013c··--R....>..--R..< 
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00000690:·a18d·913e·0000·2d2d·5396·04b9·9635·936f··...>..--S....5.o 
000006a0:·6693·3331·8ea1·8d91·3e00·0050·3d3d·3e44··f.31....>..P==>D 
000006b0:·6973·7472·6962·7574·6564·4d75·6c74·6976··istributedMultiv 
000006c0:·6172·6961·7465·506f·6c79·6e6f·6d69·616c··ariatePolynomial 
000006d0:·285b·642c·6e2c·6d5d·2c43·4629·8ea1·8d91··([d,n,m],CF).... 
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 00000540:·318e·a1a1·8d91·3e00·002d·2d53·9604·b996··1.....>..--S....
 00000550:·3293·6f66·9333·318e·a18d·913e·0000·513d··2.of.31....>..Q=
 00000560:·3d3e·4672·6163·7469·6f6e·9104·b996·5a8e··=>Fraction....Z.
 00000570:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 00000580:·2d2d·5292·013c·9242·5479·7065·3a91·04b9··--R..<.BType:...
 00000590:·9656·6f69·648e·a18d·913e·0000·2d2d·4591··.Void....>..--E.
 000005a0:·04b9·9632·8ea1·a18d·913e·0000·2d2d·5396··...2.....>..--S.
 000005b0:·04b9·9633·936f·6693·3331·8ea1·8d91·3e00··...3.of.31....>.
 000005c0:·0043·503d·3d3e·4469·7374·7269·6275·7465··.CP==>Distribute
 000005d0:·644d·756c·7469·7661·7269·6174·6550·6f6c··dMultivariatePol
 000005e0:·796e·6f6d·6961·6c28·5b61·2c62·2c63·5d2c··ynomial([a,b,c],
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./usr/share/doc/axiom-doc/src/input/groebner.input.dvi.gz
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groebner.input.dvi
    
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Offset 12, 1796 lines modifiedOffset 12, 1796 lines modified
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000000d0:·7075·7491·0537·7467·726f·9073·8e65·626e··put..7tgro.s.ebn000000d0:·7075·7491·0537·7467·726f·9073·8e65·626e··put..7tgro.s.ebn
000000e0:·6572·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d··er.input..".....000000e0:·6572·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d··er.input..".....
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00000100:·0000·0c00·0000·0563·6d72·3132·ce54·696d··.......cmr12.Tim00000100:·0000·0c00·0000·0563·6d72·3132·ce54·696d··.......cmr12.Tim
00000110:·6f74·6890·ac72·7991·03ea·a844·616c·798e··oth..ry....Daly.00000110:·6f74·6890·ac72·7991·03ea·a844·616c·798e··oth..ry....Daly.
00000120:·8e8e·8e8e·9f17·888b·8d92·00d7·bc64·4691··.............dF.00000120:·8e8e·8e8e·9f17·666a·8d92·00da·2f0d·4a61··......fj..../.Ja
00000130:·ff05·5665·6272·7561·7279·9603·eaa8·3230··..Vebruary....2000000130:·6e90·ac72·7561·7279·9603·eaa8·3230·2c93··n..ruary....20,.
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00000150:·4bf3·2d74·0c89·3a00·0900·0000·0900·0000··K.-t..:.........00000150:·2d74·0c89·3a00·0900·0000·0900·0000·0563··-t..:..........c
00000160:·0563·6d62·7839·d841·6273·7472·6163·748e··.cmbx9.Abstract.00000160:·6d62·7839·d841·6273·7472·6163·748e·9f0f··mbx9.Abstract...
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00000190:·636d·7231·30c2·318e·8e8e·8c8b·0000·0002··cmr10.1.........00000190:·7231·30c2·318e·8e8e·8c8b·0000·0002·0000··r10.1...........
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......
000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.
000001e0:·3e00·00f3·2fc2·d64e·a000·0e66·6600·0c00··>.../..N...ff...000001e0:·00f3·2fc2·d64e·a000·0e66·6600·0c00·0000··../..N...ff.....
000001f0:·0000·0663·6d62·7831·32da·436f·6e95·8ccc··...cmbx12.Con...000001f0:·0663·6d62·7831·32da·436f·6e95·8ccc·7465··.cmbx12.Con...te
00000200:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............
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00000260:·00f3·30df·a44e·0000·0900·0000·0900·0000··..0..N..........00000260:·30df·a44e·0000·0900·0000·0900·0000·0563··0..N...........c
00000270:·0563·6d74·7439·db42·6572·6e64·9104·b996··.cmtt9.Bernd....00000270:·6d74·7439·db42·6572·6e64·9104·b996·5374··mtt9.Bernd....St
00000280:·5374·7572·6d66·656c·738e·a40b·0000·8d91··Sturmfels.......00000280:·7572·6d66·656c·738e·a40b·0000·8d91·3e00··urmfels.......>.
00000290:·3e00·005c·7665·7262·7c6d·6174·682e·6265··>..\verb|math.be00000290:·005c·7665·7262·7c6d·6174·682e·6265·726b··.\verb|math.berk
000002a0:·726b·656c·6579·2e65·6475·2f7e·6265·726e··rkeley.edu/~bern000002a0:·656c·6579·2e65·6475·2f7e·6265·726e·647c··eley.edu/~bernd|
000002b0:·647c·8ea1·a18d·913e·0000·2d2d·9604·b996··d|.....>..--.... 
000002c0:·4761·7573·7369·616e·9345·6c69·6d69·6e61··Gaussian.Elimina 
000002d0:·7469·6f6e·8ea1·8d91·3e00·0065·7131·3a3d··tion....>..eq1:= 
000002e0:·9604·b996·322a·7893·2b93·332a·7993·2b93··....2*x.+.3*y.+. 
000002f0:·342a·7a93·2d93·358e·a18d·913e·0000·6571··4*z.-.5....>..eq 
00000300:·323a·3d96·04b9·9633·2a78·932b·9334·2a79··2:=....3*x.+.4*y 
00000310:·932b·9335·2a7a·932d·9332·8ea1·8d91·3e00··.+.5*z.-.2....>. 
00000320:·002d·2d91·04b9·9678·2d7a·2b31·348e·a18d··.--....x-z+14... 
00000330:·913e·0000·2d2d·9104·b996·792b·7a2d·3131··.>..--....y+z-11 
00000340:·8ea1·a18d·913e·0000·2d2d·9604·b996·4575··.....>..--....Eu000002b0:·8ea1·a18d·913e·0000·2d2d·9604·b996·4761··.....>..--....Ga
 000002c0:·7573·7369·616e·9345·6c69·6d69·6e61·7469··ussian.Eliminati
 000002d0:·6f6e·8ea1·8d91·3e00·0065·7131·3a3d·9604··on....>..eq1:=..
 000002e0:·b996·322a·7893·2b93·332a·7993·2b93·342a··..2*x.+.3*y.+.4*
 000002f0:·7a93·2d93·358e·a18d·913e·0000·6571·323a··z.-.5....>..eq2:
 00000300:·3d96·04b9·9633·2a78·932b·9334·2a79·932b··=....3*x.+.4*y.+
 00000310:·9335·2a7a·932d·9332·8ea1·8d91·3e00·002d··.5*z.-.2....>..-
 00000320:·2d91·04b9·9678·2d7a·2b31·348e·a18d·913e··-....x-z+14....>
 00000330:·0000·2d2d·9104·b996·792b·7a2d·3131·8ea1··..--....y+z-11..
 00000340:·a18d·913e·0000·2d2d·9604·b996·4575·636c··...>..--....Eucl
00000350:·636c·6964·6561·6e93·416c·676f·7269·7468··clidean.Algorith00000350:·6964·6561·6e93·416c·676f·7269·7468·6d8e··idean.Algorithm.
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00000370:·9678·5e34·932d·9331·322a·785e·3393·2b93··.x^4.-.12*x^3.+.00000370:·5e34·932d·9331·322a·785e·3393·2b93·3439··^4.-.12*x^3.+.49
00000380:·3439·2a78·5e32·932d·3738·2a78·932b·9334··49*x^2.-78*x.+.400000380:·2a78·5e32·932d·3738·2a78·932b·9334·8ea1··*x^2.-78*x.+.4..
00000390:·8ea1·8d91·3e00·0065·7134·3a3d·9604·b996··....>..eq4:=....00000390:·8d91·3e00·0065·7134·3a3d·9604·b996·785e··..>..eq4:=....x^
000003a0:·785e·3593·2d93·352a·785e·3493·2b93·352a··x^5.-.5*x^4.+.5*000003a0:·3593·2d93·352a·785e·3493·2b93·352a·785e··5.-.5*x^4.+.5*x^
000003b0:·785e·3393·2b93·352a·785e·3293·2d93·362a··x^3.+.5*x^2.-.6*000003b0:·3393·2b93·352a·785e·3293·2d93·362a·788e··3.+.5*x^2.-.6*x.
000003c0:·788e·a18d·913e·0000·6763·6428·6571·332c··x....>..gcd(eq3,000003c0:·a18d·913e·0000·6763·6428·6571·332c·6571··...>..gcd(eq3,eq
000003d0:·6571·3429·9604·b996·2d2d·9378·5e32·932d··eq4)....--.x^2.-000003d0:·3429·9604·b996·2d2d·9378·5e32·932d·9333··4)....--.x^2.-.3
000003e0:·9333·2a78·932b·9332·8ea1·a18d·913e·0000··.3*x.+.2.....>..000003e0:·2a78·932b·9332·8ea1·a18d·913e·0000·2d2d··*x.+.2.....>..--
000003f0:·2d2d·9604·b996·5369·6d70·6c65·7893·416c··--....Simplex.Al000003f0:·9604·b996·5369·6d70·6c65·7893·416c·676f··....Simplex.Algo
00000400:·676f·7269·7468·6d8e·a18d·913e·0000·2d2d··gorithm....>..--00000400:·7269·7468·6d8e·a18d·913e·0000·2d2d·9604··rithm....>..--..
00000410:·9604·b996·4d69·6e69·6d69·7a65·9374·6865··....Minimize.the00000410:·b996·4d69·6e69·6d69·7a65·9374·6865·936c··..Minimize.the.l
00000420:·936c·696e·6561·7293·6675·6e63·7469·6f6e··.linear.function00000420:·696e·6561·7293·6675·6e63·7469·6f6e·8ea1··inear.function..
00000430:·8ea1·8d91·3e00·002d·2d91·0973·2c50·2b4e··....>..--..s,P+N00000430:·8d91·3e00·002d·2d91·0973·2c50·2b4e·2b44··..>..--..s,P+N+D
00000440:·2b44·2b51·9604·b996·2870·656e·6e69·6573··+D+Q....(pennies00000440:·2b51·9604·b996·2870·656e·6e69·6573·2c93··+Q....(pennies,.
00000450:·2c93·6e69·636b·656c·732c·9364·696d·6573··,.nickels,.dimes00000450:·6e69·636b·656c·732c·9364·696d·6573·2c93··nickels,.dimes,.
00000460:·2c93·7175·6172·7465·7273·298e·a18d·913e··,.quarters)....>00000460:·7175·6172·7465·7273·298e·a18d·913e·0000··quarters)....>..
00000470:·0000·2d2d·9604·b996·286d·696e·696d·697a··..--....(minimiz00000470:·2d2d·9604·b996·286d·696e·696d·697a·6593··--....(minimize.
00000480:·6593·6e75·6d62·6572·936f·6693·636f·696e··e.number.of.coin00000480:·6e75·6d62·6572·936f·6693·636f·696e·7393··number.of.coins.
00000490:·7393·7573·6564·298e·a18d·913e·0000·2d2d··s.used)....>..--00000490:·7573·6564·298e·a18d·913e·0000·2d2d·9604··used)....>..--..
000004a0:·9604·b996·7375·626a·6563·7493·746f·8ea1··....subject.to..000004a0:·b996·7375·626a·6563·7493·746f·8ea1·8d91··..subject.to....
000004b0:·8d91·3e00·002d·2d91·0973·2c50·3e30·2c96··..>..--..s,P>0,.000004b0:·3e00·002d·2d91·0973·2c50·3e30·2c96·04b9··>..--..s,P>0,...
000004c0:·04b9·964e·3e30·2c93·443e·302c·9351·3e30··...N>0,.D>0,.Q>0000004c0:·964e·3e30·2c93·443e·302c·9351·3e30·9361··.N>0,.D>0,.Q>0.a
000004d0:·9361·6e64·8ea1·8d91·3e00·002d·2d91·0973··.and....>..--..s000004d0:·6e64·8ea1·8d91·3e00·002d·2d91·0973·2c50··nd....>..--..s,P
000004e0:·2c50·9604·b996·2b93·354e·932b·9331·3044··,P....+.5N.+.10D000004e0:·9604·b996·2b93·354e·932b·9331·3044·932b··....+.5N.+.10D.+
000004f0:·932b·3235·5193·3d93·3131·378e·a18d·913e··.+25Q.=.117....>000004f0:·3235·5193·3d93·3131·378e·a18d·913e·0000··25Q.=.117....>..
00000500:·0000·2d2d·9604·b996·736f·6c75·7469·6f6e··..--....solution00000500:·2d2d·9604·b996·736f·6c75·7469·6f6e·9369··--....solution.i
00000510:·9369·738e·a18d·913e·0000·2d2d·9604·b996··.is....>..--.... 
00000520:·2850·2c4e·2c44·2c51·2993·3d93·2830·2c30··(P,N,D,Q).=.(0,0 
00000530:·2c30·2c34·2e36·3829·9328·3131·372f·3235··,0,4.68).(117/25 
00000540:·933d·3d93·342e·3638·298e·a1a1·8d91·3e00··.==.4.68).....>. 
00000550:·002d·2d96·04b9·9652·6571·7569·7265·9374··.--....Require.t 
00000560:·6861·7493·7468·6593·756e·6b6e·6f77·6e73··hat.the.unknowns 
00000570:·9362·6593·6e6f·6e2d·6e65·6761·7469·7665··.be.non-negative 
00000580:·9369·6e74·6567·6572·738e·a18d·913e·0000··.integers....>.. 
00000590:·2d2d·9604·b996·2850·2c4e·2c44·2c51·2993··--....(P,N,D,Q). 
000005a0:·3d93·2832·2c31·2c31·2c34·298e·a1a1·8d91··=.(2,1,1,4)..... 
000005b0:·3e00·002d·2d96·04b9·9652·6570·7265·7365··>..--....Represe 
000005c0:·6e74·9361·9363·6f6c·6c65·6374·696f·6e93··nt.a.collection. 
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293 KB
./usr/share/doc/axiom-doc/src/input/guess.input.dvi.gz
293 KB
guess.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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./usr/share/doc/axiom-doc/src/input/heap.input.dvi
    
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heat.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/help.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/herm.input.dvi.gz
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herm.input.dvi
    
Offset 1, 925 lines modifiedOffset 1, 925 lines modified
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 000004b0:·6596·04b9·9648·7970·6572·446f·6393·4272··e....HyperDoc.Br
 000004c0:·6f77·7365·936f·7293·6973·7375·658e·a18d··owse.or.issue...
 000004d0:·913e·0000·2d2d·5292·0097·32c0·2977·6861··.>..--R...2.)wha
 000004e0:·7496·04b9·966f·7093·7048·538e·a18d·913e··t....op.pHS....>
 000004f0:·0000·2d2d·5291·1c59·8474·6f96·04b9·966c··..--R..Y.to....l
 00000500:·6561·726e·9369·6693·7468·6572·6593·6973··earn.if.there.is
 00000510:·9361·6e79·936f·7065·7261·7469·6f6e·9363··.any.operation.c
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 00000530:·9369·7473·936e·616d·652e·8ea1·8d91·3e00··.its.name.....>.
 00000540:·002d·2d52·8ea1·8d91·3e00·002d·2d52·4461··.--R....>..--RDa
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./usr/share/doc/axiom-doc/src/input/heugcd.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 13, 147 lines modifiedOffset 13, 147 lines modified
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00000440:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set.. 
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 00000450:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on.
 00000460:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me
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000004b0:·6763·6428·5b30·2c30·2c78·5e32·2d31·2c78··gcd([0,0,x^2-1,x000004b0:·6428·5b30·2c30·2c78·5e32·2d31·2c78·5e32··d([0,0,x^2-1,x^2
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000004e0:·2cc2·2831·2991·0973·2c78·9604·b996·2b93··,.(1)..s,x....+.000004e0:·2831·2991·0973·2c78·9604·b996·2b93·318e··(1)..s,x....+.1.
000004f0:·318e·a18d·913e·0000·2d2d·5292·00f5·b278··1....>..--R....x000004f0:·a18d·913e·0000·2d2d·5292·00f5·b278·5479··...>..--R....xTy
00000500:·5479·7065·3a91·04b9·9650·6f6c·796e·6f6d··Type:....Polynom00000500:·7065·3a91·04b9·9650·6f6c·796e·6f6d·6961··pe:....Polynomia
00000510:·6961·6c28·496e·7465·6765·7229·8ea1·8d91··ial(Integer)....00000510:·6c28·496e·7465·6765·7229·8ea1·8d91·3e00··l(Integer)....>.
00000520:·3e00·002d·2d45·9104·b996·318e·a1a1·8d91··>..--E....1.....00000520:·002d·2d45·9104·b996·318e·a1a1·8d91·3e00··.--E....1.....>.
00000530:·3e00·002d·2d53·9604·b996·3293·6f66·9335··>..--S....2.of.500000530:·002d·2d53·9604·b996·3293·6f66·9335·8ea1··.--S....2.of.5..
00000540:·8ea1·8d91·3e00·0067·6364·285b·302c·302c··....>..gcd([0,0,00000540:·8d91·3e00·0067·6364·285b·302c·302c·785e··..>..gcd([0,0,x^
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00000590:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..00000590:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
000005a0:·2d2d·5291·0e2c·c228·3229·9109·732c·3f96··--R..,.(2)..s,?.000005a0:·5291·0e2c·c228·3229·9109·732c·3f96·04b9··R..,.(2)..s,?...
000005b0:·04b9·962b·9331·8ea1·8d91·3e00·002d·2d52··...+.1....>..--R000005b0:·962b·9331·8ea1·8d91·3e00·002d·2d52·9200··.+.1....>..--R..
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00000680:·8d91·3e00·002d·2d23·9604·b996·5468·6593··..>..--#....The.00000680:·3e00·002d·2d23·9604·b996·5468·6593·7361··>..--#....The.sa
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Offset 12, 515 lines modifiedOffset 12, 515 lines modified
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000001e0:·008d·913e·0000·f32f·c2d6·4ea0·000e·6666··...>.../..N...ff000001e0:·913e·0000·f32f·c2d6·4ea0·000e·6666·000c··.>.../..N...ff..
000001f0:·000c·0000·0006·636d·6278·3132·da43·6f6e··......cmbx12.Con000001f0:·0000·0006·636d·6278·3132·da43·6f6e·958c··....cmbx12.Con..
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00000290:·00f3·31df·a44e·0000·0900·0000·0900·0000··..1..N..........00000290:·31df·a44e·0000·0900·0000·0900·0000·0563··1..N...........c
000002a0:·0563·6d74·7439·dc29·7365·7496·04b9·9662··.cmtt9.)set....b000002a0:·6d74·7439·dc29·7365·7496·04b9·9662·7265··mtt9.)set....bre
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000002c0:·8d91·3e00·0029·7379·7396·04b9·9672·6d93··..>..)sys....rm.000002c0:·3e00·0029·7379·7396·04b9·9672·6d93·2d66··>..)sys....rm.-f
000002d0:·2d66·9368·7970·6572·656c·6c2e·6f75·7470··-f.hyperell.outp000002d0:·9368·7970·6572·656c·6c2e·6f75·7470·7574··.hyperell.output
000002e0:·7574·8ea1·8d91·3e00·0029·7370·6f6f·6c91··ut....>..)spool.000002e0:·8ea1·8d91·3e00·0029·7370·6f6f·6c91·04b9··....>..)spool...
000002f0:·04b9·9668·7970·6572·656c·6c2e·6f75·7470··...hyperell.outp000002f0:·9668·7970·6572·656c·6c2e·6f75·7470·7574··.hyperell.output
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00000330:·b996·616c·6c8e·a1a1·8d91·3e00·002d·2d53··..all.....>..--S00000330:·616c·6c8e·a1a1·8d91·3e00·002d·2d53·9604··all.....>..--S..
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00000350:·0000·703a·3d91·04b9·966e·6578·7450·7269··..p:=....nextPri00000350:·703a·3d91·04b9·966e·6578·7450·7269·6d65··p:=....nextPrime
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00000370:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....00000370:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
00000380:·3e00·002d·2d52·910e·2cc2·2831·2991·0973··>..--R..,.(1)..s00000380:·002d·2d52·910e·2cc2·2831·2991·0973·2c31··.--R..,.(1)..s,1
00000390:·2c31·3034·3835·3833·8ea1·8d91·3e00·002d··,1048583....>..-00000390:·3034·3835·3833·8ea1·8d91·3e00·002d·2d52··048583....>..--R
000003a0:·2d52·9201·0898·d054·7970·653a·9104·b996··-R.....Type:....000003a0:·9201·0898·d054·7970·653a·9104·b996·506f··.....Type:....Po
000003b0:·506f·7369·7469·7665·496e·7465·6765·728e··PositiveInteger.000003b0:·7369·7469·7665·496e·7465·6765·728e·a18d··sitiveInteger...
000003c0:·a18d·913e·0000·2d2d·4591·04b9·9631·8ea1··...>..--E....1..000003c0:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1....
000003d0:·a18d·913e·0000·2d2d·5396·04b9·9632·936f··...>..--S....2.o000003d0:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of.
000003e0:·6693·3236·8ea1·8d91·3e00·004b·3a3d·5046··f.26....>..K:=PF000003e0:·3236·8ea1·8d91·3e00·004b·3a3d·5046·9104··26....>..K:=PF..
000003f0:·9104·b996·708e·a18d·913e·0000·2d2d·528e··....p....>..--R.000003f0:·b996·708e·a18d·913e·0000·2d2d·528e·a18d··..p....>..--R...
00000400:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..00000400:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
00000410:·2d2d·5291·0e2c·c228·3229·9109·732c·5072··--R..,.(2)..s,Pr00000410:·5291·0e2c·c228·3229·9109·732c·5072·696d··R..,.(2)..s,Prim
00000420:·696d·6546·6965·6c64·2831·3034·3835·3833··imeField(104858300000420:·6546·6965·6c64·2831·3034·3835·3833·298e··eField(1048583).
 00000430:·a18d·913e·0000·2d2d·5292·0133·1f16·5479··...>..--R..3..Ty
 00000440:·7065·3a91·04b9·9644·6f6d·6169·6e8e·a18d··pe:....Domain...
 00000450:·913e·0000·2d2d·4591·04b9·9632·8ea1·a18d··.>..--E....2....
 00000460:·913e·0000·2d2d·5396·04b9·9633·936f·6693··.>..--S....3.of.
 00000470:·3236·8ea1·8d91·3e00·0052·3a3d·444d·5028··26....>..R:=DMP(
 00000480:·5b78·2c79·2c7a·5d2c·4b29·8ea1·8d91·3e00··[x,y,z],K)....>.
 00000490:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..
 000004a0:·8d91·3e00·002d·2d52·910e·2cc2·2833·2991··..>..--R..,.(3).
 000004b0:·0973·2c44·6973·7472·6962·7574·6564·4d75··.s,DistributedMu
 000004c0:·6c74·6976·6172·6961·7465·506f·6c79·6e6f··ltivariatePolyno
 000004d0:·6d69·616c·285b·782c·792c·7a5d·2c50·7269··mial([x,y,z],Pri
 000004e0:·6d65·4669·656c·6428·3130·3438·3538·3329··meField(1048583)
00000430:·298e·a18d·913e·0000·2d2d·5292·0133·1f16··)....>..--R..3..000004f0:·298e·a18d·913e·0000·2d2d·5292·0133·1f16··)....>..--R..3..
00000440:·5479·7065·3a91·04b9·9644·6f6d·6169·6e8e··Type:....Domain.00000500:·5479·7065·3a91·04b9·9644·6f6d·6169·6e8e··Type:....Domain.
00000450:·a18d·913e·0000·2d2d·4591·04b9·9632·8ea1··...>..--E....2..00000510:·a18d·913e·0000·2d2d·4591·04b9·9633·8ea1··...>..--E....3..
00000460:·a18d·913e·0000·2d2d·5396·04b9·9633·936f··...>..--S....3.o00000520:·a18d·913e·0000·2d2d·5396·04b9·9634·936f··...>..--S....4.o
00000470:·6693·3236·8ea1·8d91·3e00·0052·3a3d·444d··f.26....>..R:=DM 
00000480:·5028·5b78·2c79·2c7a·5d2c·4b29·8ea1·8d91··P([x,y,z],K).... 
00000490:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R 
000004a0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2833··....>..--R..,.(3 
000004b0:·2991·0973·2c44·6973·7472·6962·7574·6564··)..s,Distributed 
000004c0:·4d75·6c74·6976·6172·6961·7465·506f·6c79··MultivariatePoly 
000004d0:·6e6f·6d69·616c·285b·782c·792c·7a5d·2c50··nomial([x,y,z],P 
000004e0:·7269·6d65·4669·656c·6428·3130·3438·3538··rimeField(104858 
000004f0:·3329·298e·a18d·913e·0000·2d2d·5292·0133··3))....>..--R..3 
00000500:·1f16·5479·7065·3a91·04b9·9644·6f6d·6169··..Type:....Domai 
00000510:·6e8e·a18d·913e·0000·2d2d·4591·04b9·9633··n....>..--E....3 
00000520:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9634··.....>..--S....4 
00000530:·936f·6693·3236·8ea1·8d91·3e00·0050·3a3d··.of.26....>..P:=00000530:·6693·3236·8ea1·8d91·3e00·0050·3a3d·5041··f.26....>..P:=PA
00000540:·5041·4646·4646·2896·04b9·964b·2c93·5b78··PAFFFF(....K,.[x00000540:·4646·4646·2896·04b9·964b·2c93·5b78·2c79··FFFF(....K,.[x,y
00000550:·2c79·2c7a·5d2c·9342·4c51·5429·8ea1·8d91··,y,z],.BLQT)....00000550:·2c7a·5d2c·9342·4c51·5429·8ea1·8d91·3e00··,z],.BLQT)....>.
00000560:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R00000560:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..
00000570:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2834··....>..--R..,.(400000570:·8d91·3e00·002d·2d52·910e·2cc2·2834·298e··..>..--R..,.(4).
00000580:·298e·a18d·913e·0000·2d2d·5291·0973·2c50··)....>..--R..s,P00000580:·a18d·913e·0000·2d2d·5291·0973·2c50·6163··...>..--R..s,Pac
00000590:·6163·6b61·6765·466f·7241·6c67·6562·7261··ackageForAlgebra00000590:·6b61·6765·466f·7241·6c67·6562·7261·6963··kageForAlgebraic
000005a0:·6963·4675·6e63·7469·6f6e·4669·656c·644f··icFunctionFieldO000005a0:·4675·6e63·7469·6f6e·4669·656c·644f·7665··FunctionFieldOve
000005b0:·7665·7246·696e·6974·6546·6965·6c64·2850··verFiniteField(P000005b0:·7246·696e·6974·6546·6965·6c64·2850·7269··rFiniteField(Pri
000005c0:·7269·6d65·4669·656c·6428·3130·3438·3538··rimeField(104858000005c0:·6d65·4669·656c·6428·3130·3438·3538·3329··meField(1048583)
000005d0:·3329·2c5b·782c·792c·7a5d·2c42·8ea1·8d91··3),[x,y,z],B....000005d0:·2c5b·782c·792c·7a5d·2c42·8ea1·8d91·3e00··,[x,y,z],B....>.
000005e0:·3e00·002d·2d52·9109·732c·6c6f·7755·7057··>..--R..s,lowUpW000005e0:·002d·2d52·9109·732c·6c6f·7755·7057·6974··.--R..s,lowUpWit
000005f0:·6974·6851·7561·6454·7261·6e73·298e·a18d··ithQuadTrans)...000005f0:·6851·7561·6454·7261·6e73·298e·a18d·913e··hQuadTrans)....>
00000600:·913e·0000·2d2d·5292·0133·1f16·5479·7065··.>..--R..3..Type00000600:·0000·2d2d·5292·0133·1f16·5479·7065·3a91··..--R..3..Type:.
00000610:·3a91·04b9·9644·6f6d·6169·6e8e·a18d·913e··:....Domain....>00000610:·04b9·9644·6f6d·6169·6e8e·a18d·913e·0000··...Domain....>..
00000620:·0000·2d2d·4591·04b9·9634·8ea1·a18d·913e··..--E....4.....>00000620:·2d2d·4591·04b9·9634·8ea1·a18d·913e·0000··--E....4.....>..
00000630:·0000·2d2d·5396·04b9·9635·936f·6693·3236··..--S....5.of.2600000630:·2d2d·5396·04b9·9635·936f·6693·3236·8ea1··--S....5.of.26..
00000640:·8ea1·8d91·3e00·0050·726f·6a50·6c96·04b9··....>..ProjPl...00000640:·8d91·3e00·0050·726f·6a50·6c96·04b9·963a··..>..ProjPl....:
00000650:·963a·3d93·5052·4f4a·504c·5053·9350·7269··.:=.PROJPLPS.Pri00000650:·3d93·5052·4f4a·504c·5053·9350·7269·6d65··=.PROJPLPS.Prime
00000660:·6d65·4669·656c·6493·708e·a18d·913e·0000··meField.p....>..00000660:·4669·656c·6493·708e·a18d·913e·0000·2d2d··Field.p....>..--
00000670:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...00000670:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
00000680:·913e·0000·2d2d·5291·0e2c·c228·3529·8ea1··.>..--R..,.(5)..00000680:·0000·2d2d·5291·0e2c·c228·3529·8ea1·8d91··..--R..,.(5)....
00000690:·8d91·3e00·002d·2d52·910e·2cc2·5072·6f6a··..>..--R..,.Proj00000690:·3e00·002d·2d52·910e·2cc2·5072·6f6a·6563··>..--R..,.Projec
000006a0:·6563·7469·7665·506c·616e·654f·7665·7250··ectivePlaneOverP000006a0:·7469·7665·506c·616e·654f·7665·7250·7365··tivePlaneOverPse
000006b0:·7365·7564·6f41·6c67·6562·7261·6963·436c··seudoAlgebraicCl000006b0:·7564·6f41·6c67·6562·7261·6963·436c·6f73··udoAlgebraicClos
000006c0:·6f73·7572·654f·6646·696e·6974·6546·6965··osureOfFiniteFie000006c0:·7572·654f·6646·696e·6974·6546·6965·6c64··ureOfFiniteField
000006d0:·6c64·2850·7269·6d65·4669·656c·6428·3130··ld(PrimeField(10000006d0:·2850·7269·6d65·4669·656c·6428·3130·3438··(PrimeField(1048
000006e0:·3438·3538·3329·298e·a18d·913e·0000·2d2d··48583))....>..--000006e0:·3538·3329·298e·a18d·913e·0000·2d2d·5292··583))....>..--R.
000006f0:·5292·0133·1f16·5479·7065·3a91·04b9·9644··R..3..Type:....D000006f0:·0133·1f16·5479·7065·3a91·04b9·9644·6f6d··.3..Type:....Dom
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00000710:·8000·c233·8e8e·8e8c·8b00·0000·0400·0000··...3............00000710:·c233·8e8e·8e8c·8b00·0000·0400·0000·0000··.3..............
00000720:·0000·0000·0000·0000·0000·0000·0000·0000··................00000720:·0000·0000·0000·0000·0000·0000·0000·0000··................
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./usr/share/doc/axiom-doc/src/input/i2e.input.dvi
    
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00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a7c4··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a7c4··..?.............
00000090:·eff3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·eff3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
Offset 12, 165 lines modifiedOffset 12, 165 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7469·3265·2e69·6e70·7574··put..7ti2e.input000000d0:·7075·7491·0537·7469·3265·2e69·6e70·7574··put..7ti2e.input
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ico.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/ideal.input.dvi.gz
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ideal.input.dvi
    
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000004e0:·2849·6e74·6567·6572·2929·298e·a18d·913e··(Integer)))....> 
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00000530:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R.... 
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00000580:·7065·3a91·04b9·964c·6973·7428·4469·7374··pe:....List(Dist 
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./usr/share/doc/axiom-doc/src/input/ifact.input.dvi
    
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Offset 12, 162 lines modifiedOffset 12, 161 lines modified
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 00000500:·25a4·5479·7065·3a91·04b9·9646·6163·746f··%.Type:....Facto
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 00000520:·3e00·002d·2d45·9104·b996·328e·a1a1·8d91··>..--E....2.....
 00000530:·3e00·002d·2d53·9604·b996·3393·6f66·9337··>..--S....3.of.7
 00000540:·8ea1·8d91·3e00·0066·6163·746f·7228·335e··....>..factor(3^
 00000550:·3331·2d31·298e·a18d·913e·0000·2d2d·528e··31-1)....>..--R.
 00000560:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 00000570:·2d2d·5291·0e2c·c228·3329·9109·732c·3296··--R..,.(3)..s,2.
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00000520:·8d91·3e00·002d·2d45·9104·b996·328e·a1a1··..>..--E....2...000005c0:·8d91·3e00·002d·2d45·9104·b996·338e·a1a1··..>..--E....3...
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00000540:·9337·8ea1·8d91·3e00·0066·6163·746f·7228··.7....>..factor(000005e0:·9337·8ea1·8d91·3e00·0066·6163·746f·7228··.7....>..factor(
00000550:·335e·3331·2d31·298e·a18d·913e·0000·2d2d··3^31-1)....>..--000005f0:·335e·3431·2d31·298e·a18d·913e·0000·2d2d··3^41-1)....>..--
00000560:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>00000600:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
00000570:·0000·2d2d·5291·0e2c·c228·3329·9109·732c··..--R..,.(3)..s,00000610:·0000·2d2d·5291·0e2c·c228·3429·9109·732c··..--R..,.(4)..s,
00000580:·3296·04b9·9636·3833·9331·3032·3637·3393··2....683.102673. 
00000590:·3434·3034·3034·378e·a18d·913e·0000·2d2d··4404047....>..-- 
000005a0:·5292·00ff·25a4·5479·7065·3a91·04b9·9646··R...%.Type:....F 
000005b0:·6163·746f·7265·6428·496e·7465·6765·7229··actored(Integer) 
000005c0:·8ea1·8d91·3e00·002d·2d45·9104·b996·338e··....>..--E....3. 
000005d0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3493··....>..--S....4. 
000005e0:·6f66·9337·8ea1·8d91·3e00·0066·6163·746f··of.7....>..facto 
000005f0:·7228·335e·3431·2d31·298e·a18d·913e·0000··r(3^41-1)....>.. 
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./usr/share/doc/axiom-doc/src/input/ifthenelse.input.dvi.gz
68.7 KB
ifthenelse.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 512 lines modifiedOffset 12, 512 lines modified
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000000d0:·7075·7491·0537·7469·6674·6865·6e65·6c73··put..7tifthenels000000d0:·7075·7491·0537·7469·6674·6865·6e65·6c73··put..7tifthenels
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 000002b0:·6e65·6c73·652e·6f75·7470·7574·8ea1·8d91··nelse.output....
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00000380:·6e98·7461·7893·696e·932e·696e·7075·7493··n.tax.in..input.00000380:·7461·7893·696e·932e·696e·7075·7493·0c6c··tax.in..input..l
00000390:·0c6c·6573·8ea6·8d91·4d00·00db·5072·6f62··.les....M...Prob00000390:·6573·8ea6·8d91·4d00·00db·5072·6f62·6c65··es....M...Proble
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000003b0:·0303·da72·6566·6572·9603·03ee·746f·9374··...refer....to.t000003b0:·da72·6566·6572·9603·03ee·746f·9374·6865··.refer....to.the
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000003d0:·6f93·6f6b·9603·03ee·7768·6963·90b8·e368··o.ok....whic...h000003d0:·6f6b·9603·03ee·7768·6963·90b8·e368·9373··ok....whic...h.s
000003e0:·9373·6869·7073·9377·6974·6893·7468·6598··.ships.with.the.000003e0:·6869·7073·9377·6974·6893·7468·6598·7072··hips.with.the.pr
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00000400:·696f·6e93·3230·3035·2f30·3929·2e8e·a68d··ion.2005/09)....00000400:·6e93·3230·3035·2f30·3929·2e8e·a68d·913e··n.2005/09).....>
00000410:·913e·0000·4190·b8e3·7496·0392·0070·6167··.>..A...t....pag00000410:·0000·4190·b8e3·7496·0392·0070·6167·659b··..A...t....page.
00000420:·659b·0392·0132·3034·9369·7498·7361·90b8··e....204.it.sa..00000420:·0392·0132·3034·9369·7498·7361·90b8·e379··...204.it.sa...y
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00000440:·616c·9372·756c·6573·9866·6f72·9370·696c··al.rules.for.pil00000440:·9372·756c·6573·9866·6f72·9370·696c·696e··.rules.for.pilin
00000450:·696e·6793·6172·6598·7375·7370·9047·1d65··ing.are.susp.G.e00000450:·6793·6172·6598·7375·7370·9047·1d65·6e64··g.are.susp.G.end
00000460:·6e64·6564·9369·6e98·636f·6e64·6974·696f··nded.in.conditio00000460:·6564·9369·6e98·636f·6e64·6974·696f·6e61··ed.in.conditiona
00000470:·6e61·6c93·6578·7072·6573·7369·6f6e·738e··nal.expressions.00000470:·6c93·6578·7072·6573·7369·6f6e·738e·a68d··l.expressions...
00000480:·a68d·913e·0000·616e·6496·0355·5569·7493··...>..and..UUit.00000480:·913e·0000·616e·6496·0355·5569·7493·6769··.>..and..UUit.gi
00000490:·6769·769a·b8e3·6573·9335·9364·690b·6572··giv...es.5.di.er00000490:·769a·b8e3·6573·9335·9364·690b·6572·656e··v...es.5.di.eren
000004a0:·656e·9874·9377·9861·9879·7393·7768·6963··en.t.w.a.ys.whic000004a0:·9874·9377·9861·9879·7393·7768·6963·9868··.t.w.a.ys.whic.h
000004b0:·9868·9373·686f·756c·6493·6290·471d·6593··.h.should.b.G.e.000004b0:·9373·686f·756c·6493·6290·471d·6593·6571··.should.b.G.e.eq
000004c0:·6571·7569·7691·ff71·c761·6c65·6e98·742c··equiv..q.alen.t,000004c0:·7569·7691·ff71·c761·6c65·6e98·742c·936e··uiv..q.alen.t,.n
000004d0:·936e·616d·656c·793a·8e9f·12ae·d0a1·8d91··.namely:........000004d0:·616d·656c·793a·8e9f·12ae·d0a1·8d91·4773··amely:........Gs
000004e0:·4773·2cdc·6966·9604·b996·693e·3093·7468··Gs,.if....i>0.th000004e0:·2cdc·6966·9604·b996·693e·3093·7468·656e··,.if....i>0.then
000004f0:·656e·936f·7574·7075·7428·2270·6f73·6974··en.output("posit000004f0:·936f·7574·7075·7428·2270·6f73·6974·6976··.output("positiv
00000500:·6976·6522·2993·656c·7365·936f·7574·7075··ive").else.outpu00000500:·6522·2993·656c·7365·936f·7574·7075·7428··e").else.output(
00000510:·7428·226e·6f6e·706f·7369·7469·7665·2229··t("nonpositive")00000510:·226e·6f6e·706f·7369·7469·7665·2229·8ea1··"nonpositive")..
00000520:·8ea1·a18d·9147·732c·6966·9604·b996·693e··.....Gs,if....i>00000520:·a18d·9147·732c·6966·9604·b996·693e·3093··...Gs,if....i>0.
00000530:·3093·7468·656e·936f·7574·7075·7428·2270··0.then.output("p00000530:·7468·656e·936f·7574·7075·7428·2270·6f73··then.output("pos
00000540:·6f73·6974·6976·6522·298e·a18d·9150·e658··ositive")....P.X00000540:·6974·6976·6522·298e·a18d·9150·e658·656c··itive")....P.Xel
00000550:·656c·7365·9104·b996·6f75·7470·7574·2822··else....output("00000550:·7365·9104·b996·6f75·7470·7574·2822·6e6f··se....output("no
00000560:·6e6f·6e70·6f73·6974·6976·6522·298e·a1a1··nonpositive")...00000560:·6e70·6f73·6974·6976·6522·298e·a1a1·8d91··npositive").....
00000570:·8d91·4773·2c69·6696·04b9·9669·3e30·9374··..Gs,if....i>0.t00000570:·4773·2c69·6696·04b9·9669·3e30·9374·6865··Gs,if....i>0.the
00000580:·6865·6e93·6f75·7470·7574·2822·706f·7369··hen.output("posi00000580:·6e93·6f75·7470·7574·2822·706f·7369·7469··n.output("positi
00000590:·7469·7665·2229·8ea1·8d91·4773·2c65·6c73··tive")....Gs,els00000590:·7665·2229·8ea1·8d91·4773·2c65·6c73·6591··ve")....Gs,else.
000005a0:·6591·04b9·966f·7574·7075·7428·226e·6f6e··e....output("non000005a0:·04b9·966f·7574·7075·7428·226e·6f6e·706f··...output("nonpo
 000005b0:·7369·7469·7665·2229·8ea1·a18d·9147·732c··sitive").....Gs,
 000005c0:·6966·9104·b996·693e·308e·a18d·9147·732c··if....i>0....Gs,
 000005d0:·7468·656e·9104·b996·6f75·7470·7574·2822··then....output("
000005b0:·706f·7369·7469·7665·2229·8ea1·a18d·9147··positive").....G000005e0:·706f·7369·7469·7665·2229·8ea1·8d91·4773··positive")....Gs
000005c0:·732c·6966·9104·b996·693e·308e·a18d·9147··s,if....i>0....G 
000005d0:·732c·7468·656e·9104·b996·6f75·7470·7574··s,then....output 
000005e0:·2822·706f·7369·7469·7665·2229·8ea1·8d91··("positive").... 
000005f0:·4773·2c65·6c73·6591·04b9·966f·7574·7075··Gs,else....outpu000005f0:·2c65·6c73·6591·04b9·966f·7574·7075·7428··,else....output(
00000600:·7428·226e·6f6e·706f·7369·7469·7665·2229··t("nonpositive")00000600:·226e·6f6e·706f·7369·7469·7665·2229·8ea1··"nonpositive")..
00000610:·8ea1·a18d·9147·732c·6966·9104·b996·693e··.....Gs,if....i>00000610:·a18d·9147·732c·6966·9104·b996·693e·308e··...Gs,if....i>0.
00000620:·308e·a18d·9150·e658·7468·656e·9104·b996··0....P.Xthen....00000620:·a18d·9150·e658·7468·656e·9104·b996·6f75··...P.Xthen....ou
00000630:·6f75·7470·7574·2822·706f·7369·7469·7665··output("positive00000630:·7470·7574·2822·706f·7369·7469·7665·2229··tput("positive")
00000640:·2229·8ea1·8d91·50e6·5865·6c73·6591·04b9··")....P.Xelse...00000640:·8ea1·8d91·50e6·5865·6c73·6591·04b9·966f··....P.Xelse....o
00000650:·966f·7574·7075·7428·226e·6f6e·706f·7369··.output("nonposi00000650:·7574·7075·7428·226e·6f6e·706f·7369·7469··utput("nonpositi
00000660:·7469·7665·2229·8e9f·13ae·d18d·914d·0000··tive").......M..00000660:·7665·2229·8e9f·13ae·d18d·914d·0000·c257··ve").......M...W
00000670:·c257·91ff·2aaa·656c·6c2c·9603·5555·4993··.W..*.ell,..UUI.00000670:·91ff·2aaa·656c·6c2c·9603·5555·4993·7472··..*.ell,..UUI.tr
00000680:·7472·6965·6493·616c·6c93·6f66·9374·6865··tried.all.of.the00000680:·6965·6493·616c·6c93·6f66·9374·6865·6d2c··ied.all.of.them,
00000690:·6d2c·9363·7265·6174·696e·6793·6561·6390··m,.creating.eac.00000690:·9363·7265·6174·696e·6793·6561·6390·b8e3··.creating.eac...
000006a0:·b8e3·6893·7469·6d65·9361·9362·6c61·6e6b··..h.time.a.blank000006a0:·6893·7469·6d65·9361·9362·6c61·6e6b·9372··h.time.a.blank.r
000006b0:·9372·2e69·6e70·7574·930c·6c65·9377·6974··.r.input..le.wit000006b0:·2e69·6e70·7574·930c·6c65·9377·6974·6893··.input..le.with.
000006c0:·6893·696e·7369·6465·936f·6e6c·793a·8ea6··h.inside.only:..000006c0:·696e·7369·6465·936f·6e6c·793a·8ea6·8d91··inside.only:....
000006d0:·8d91·76e7·cfdb·7c96·03d5·542a·937c·8e9f··..v...|...T*.|..000006d0:·76e7·cfdb·7c96·03d5·542a·937c·8e9f·12ae··v...|...T*.|....
000006e0:·12ae·d1a1·8d91·3e00·00dc·2d2d·5396·04b9··......>...--S...000006e0:·d1a1·8d91·3e00·00dc·2d2d·5396·04b9·9631··....>...--S....1
000006f0:·9631·936f·6693·3230·8ea1·8d91·3e00·0069··.1.of.20....>..i000006f0:·936f·6693·3230·8ea1·8d91·3e00·0069·3a3d··.of.20....>..i:=
00000700:·3a3d·328e·a18d·913e·0000·2d2d·528e·a18d··:=2....>..--R...00000700:·328e·a18d·913e·0000·2d2d·528e·a18d·913e··2....>..--R....>
00000710:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--00000710:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.
00000720:·5291·0e2c·c228·3129·9109·732c·328e·a18d··R..,.(1)..s,2...00000720:·0e2c·c228·3129·9109·732c·328e·a18d·913e··.,.(1)..s,2....>
00000730:·913e·0000·2d2d·5292·0108·98d0·5479·7065··.>..--R.....Type00000730:·0000·2d2d·5292·0108·98d0·5479·7065·3a91··..--R.....Type:.
00000740:·3a91·04b9·9650·6f73·6974·6976·6549·6e74··:....PositiveInt00000740:·04b9·9650·6f73·6974·6976·6549·6e74·6567··...PositiveInteg
00000750:·6567·6572·8ea1·8d91·3e00·002d·2d45·9104··eger....>..--E..00000750:·6572·8ea1·8d91·3e00·002d·2d45·9104·b996··er....>..--E....
00000760:·b996·318e·a19f·13ae·d18d·9176·e7cf·db7c··..1........v...|00000760:·318e·a19f·13ae·d18d·9176·e7cf·db7c·7c7c··1........v...|||
00000770:·7c7c·2d8e·a68d·913e·0000·c266·6f6c·6c6f··||-....>...follo00000770:·2d8e·a68d·913e·0000·c266·6f6c·6c6f·95b8··-....>...follo..
Max diff block lines reached; 54149/70335 bytes (76.99%) of diff not shown.
9.96 KB
./usr/share/doc/axiom-doc/src/input/images1.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.
00000020:·3032·2e32·303a·3133·3431·8b00·0000·0100··02.20:1341......00000020:·3031·2e32·303a·3130·3535·8b00·0000·0100··01.20:1055......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9611··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9611··..?.............
00000090:·9af3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·9af3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
Offset 12, 73 lines modifiedOffset 12, 73 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7469·6d61·6765·7331·2e69··put..7timages1.i000000d0:·7075·7491·0537·7469·6d61·6765·7331·2e69··put..7timages1.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
000000f0:·d8cc·36f3·2358·ab51·0b00·0c00·0000·0c00··..6.#X.Q........000000f0:·d8cc·36f3·2358·ab51·0b00·0c00·0000·0c00··..6.#X.Q........
00000100:·0000·0563·6d72·3132·ce54·6865·9603·eaa8··...cmr12.The....00000100:·0000·0563·6d72·3132·ce54·6865·9603·eaa8··...cmr12.The....
00000110:·4178·696f·6d93·5491·ff05·5665·616d·8e8e··Axiom.T...Veam..00000110:·4178·696f·6d93·5491·ff05·5665·616d·8e8e··Axiom.T...Veam..
00000120:·8e8e·8e9f·1788·8b8d·9200·d7bc·6446·91ff··............dF..00000120:·8e8e·8e9f·1766·6a8d·9200·da2f·0d4a·616e··.....fj..../.Jan
00000130:·0556·6562·7275·6172·7996·03ea·a832·302c··.Vebruary....20,00000130:·90ac·7275·6172·7996·03ea·a832·302c·9332··..ruary....20,.2
00000140:·9332·3032·358e·9f24·0001·8d92·00f1·a14b··.2025..$.......K00000140:·3032·348e·9f24·0001·8d92·00f1·a14b·f32d··024..$.......K.-
00000150:·f32d·740c·893a·0009·0000·0009·0000·0005··.-t..:..........00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·636d·6278·39d8·4162·7374·7261·6374·8e9f··cmbx9.Abstract..00000160:·6278·39d8·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·174b··...............K
00000180:·174b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr
00000190:·6d72·3130·c231·8e8e·8e8c·8b00·0000·0200··mr10.1..........00000190:·3130·c231·8e8e·8e8c·8b00·0000·0200·0000··10.1............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·2aa0·0279·0000·8da0·fda3··......*..y......000001c0:·0000·0000·2aa0·0279·0000·8da0·fda3·0000··....*..y........
000001d0:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........>000001d0:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..
000001e0:·0000·f32f·c2d6·4ea0·000e·6666·000c·0000··.../..N...ff....000001e0:·f32f·c2d6·4ea0·000e·6666·000c·0000·0006··./..N...ff......
000001f0:·0006·636d·6278·3132·da43·6f6e·958c·cc74··..cmbx12.Con...t000001f0:·636d·6278·3132·da43·6f6e·958c·cc74·656e··cmbx12.Con...ten
00000200:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........00000200:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............
00000210:·8000·c232·8e8e·8e8c·8b00·0000·0300·0000··...2............00000210:·c232·8e8e·8e8c·8b00·0000·0300·0000·0000··.2..............
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0001·9aa0·0279·0000·8da0·fda3·0000··.......y........00000240:·0001·98a0·0279·0000·8da0·fda3·0000·a002··.....y..........
00000250:·a002·3f00·008d·a0fd·e400·008d·8d91·3e00··..?...........>.00000250:·3f00·008d·a0fd·e400·008d·8d91·3e00·00da··?...........>...
00000260:·00da·318e·9156·4ccb·4c69·6365·6e73·658e··..1..VL.License.00000260:·318e·9156·4ccb·4c69·6365·6e73·658e·9f15··1..VL.License...
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00000280:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb00000280:·5600·0a00·0000·0a00·0000·0663·6d62·7831··V..........cmbx1
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000002a0:·937c·8ea9·1300·008d·913e·0000·f331·dfa4··.|.......>...1..000002a0:·8ea9·1300·008d·913e·0000·f331·dfa4·4e00··.......>...1..N.
000002b0:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt000002b0:·0009·0000·0009·0000·0005·636d·7474·39dc··..........cmtt9.
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00000320:·3e00·00dc·5c67·6574·6368·756e·6b7b·6c69··>...\getchunk{li00000320:·00dc·5c67·6574·6368·756e·6b7b·6c69·6365··..\getchunk{lice
00000330:·6365·6e73·657d·8ea4·0b00·008d·913e·0000··cense}.......>..00000330:·6e73·657d·8ea4·0b00·008d·913e·0000·2d2d··nse}.......>..--
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Offset 12, 215 lines modifiedOffset 12, 214 lines modified
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./usr/share/doc/axiom-doc/src/input/images5a.input.dvi.gz
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images5a.input.dvi
    
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Offset 12, 464 lines modifiedOffset 12, 463 lines modified
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00000660:·913e·0000·da52·6566·6572·656e·6365·738e··.>...References.00000660:·0000·da52·6566·6572·656e·6365·738e·9f15··...References...
00000670:·9f15·e71b·8d8d·8d91·4300·01c2·5b31·5d8e··........C...[1].00000670:·e71b·8d8d·8d91·4300·01c2·5b31·5d8e·8e91··......C...[1]...
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 00000580:·9374·7269·616e·676c·654e·6f72·6d61·6c28··.triangleNormal(
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./usr/share/doc/axiom-doc/src/input/infprod.input.dvi.gz
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infprod.input.dvi
    
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Offset 12, 583 lines modifiedOffset 12, 582 lines modified
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./usr/share/doc/axiom-doc/src/input/intaf.input.dvi.gz
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intaf.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/intef.input.dvi.gz
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intef.input.dvi
    
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Offset 12, 261 lines modifiedOffset 12, 261 lines modified
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./usr/share/doc/axiom-doc/src/input/intg0.input.dvi.gz
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intg0.input.dvi
    
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 00000500:·6693·3232·8ea1·8d91·3e00·0072·6564·7563··f.22....>..reduc
 00000510:·6528·2b2c·6469·7631·3434·298e·a18d·913e··e(+,div144)....>
00000540:·3329·9109·732c·3430·338e·a18d·913e·0000··3)..s,403....>.. 
00000550:·2d2d·5292·0108·98d0·5479·7065·3a91·04b9··--R.....Type:... 
00000560:·9650·6f73·6974·6976·6549·6e74·6567·6572··.PositiveInteger 
00000570:·8ea1·8d91·3e00·002d·2d45·9104·b996·338e··....>..--E....3. 
00000580:·a1a1·8d91·3e00·002d·2d53·9604·b996·3493··....>..--S....4. 
00000590:·6f66·9332·328e·a18d·913e·0000·6e75·6d62··of.22....>..numb 
000005a0:·6572·4f66·4469·7669·736f·7273·2831·3434··erOfDivisors(144 
000005b0:·298e·a18d·913e·0000·2d2d·528e·a18d·913e··)....>..--R....> 
000005c0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.00000520:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.
 00000530:·a18d·913e·0000·2d2d·5291·0e2c·c228·3329··...>..--R..,.(3)
 00000540:·9109·732c·3430·338e·a18d·913e·0000·2d2d··..s,403....>..--
 00000550:·5292·0108·98d0·5479·7065·3a91·04b9·9650··R.....Type:....P
 00000560:·6f73·6974·6976·6549·6e74·6567·6572·8ea1··ositiveInteger..
 00000570:·8d91·3e00·002d·2d45·9104·b996·338e·a1a1··..>..--E....3...
 00000580:·8d91·3e00·002d·2d53·9604·b996·3493·6f66··..>..--S....4.of
 00000590:·9332·328e·a18d·913e·0000·6e75·6d62·6572··.22....>..number
 000005a0:·4f66·4469·7669·736f·7273·2831·3434·298e··OfDivisors(144).
 000005b0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 000005c0:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R..,
000005d0:·0e2c·c228·3429·9109·732c·3135·8ea1·8d91··.,.(4)..s,15....000005d0:·c228·3429·9109·732c·3135·8ea1·8d91·3e00··.(4)..s,15....>.
000005e0:·3e00·002d·2d52·9201·0898·d054·7970·653a··>..--R.....Type:000005e0:·002d·2d52·9201·0898·d054·7970·653a·9104··.--R.....Type:..
000005f0:·9104·b996·506f·7369·7469·7665·496e·7465··....PositiveInte000005f0:·b996·506f·7369·7469·7665·496e·7465·6765··..PositiveIntege
00000600:·6765·728e·a18d·913e·0000·2d2d·4591·04b9··ger....>..--E...00000600:·728e·a18d·913e·0000·2d2d·4591·04b9·9634··r....>..--E....4
00000610:·9634·8ea1·a18d·913e·0000·2d2d·5396·04b9··.4.....>..--S...00000610:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9635··.....>..--S....5
00000620:·9635·936f·6693·3232·8ea1·8d91·3e00·0073··.5.of.22....>..s00000620:·936f·6693·3232·8ea1·8d91·3e00·0073·756d··.of.22....>..sum
00000630:·756d·4f66·4469·7669·736f·7273·2831·3434··umOfDivisors(14400000630:·4f66·4469·7669·736f·7273·2831·3434·298e··OfDivisors(144).
00000640:·298e·a18d·913e·0000·2d2d·528e·8e9f·1e00··)....>..--R.....00000640:·a18d·913e·0000·2d2d·528e·8e9f·1e00·008d··...>..--R.......
00000650:·008d·8d92·0103·8000·c233·8e8e·8e8c·8b00··.........3......00000650:·8d92·0103·8000·c233·8e8e·8e8c·8b00·0000··.......3........
00000660:·0000·0400·0000·0000·0000·0000·0000·0000··................00000660:·0400·0000·0000·0000·0000·0000·0000·0000··................
00000670:·0000·0000·0000·0000·0000·0000·0000·0000··................00000670:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000680:·0000·0000·0000·0000·0002·1aa0·0279·0000··.............y..00000680:·0000·0000·0000·0002·18a0·0279·0000·8da0··...........y....
00000690:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?.......00000690:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?.........
000006a0:·008d·913e·0000·dc2d·2d52·8ea4·0b00·008d··...>...--R......000006a0:·913e·0000·dc2d·2d52·8ea4·0b00·008d·913e··.>...--R.......>
000006b0:·913e·0000·2d2d·5291·0e2c·c228·3529·9109··.>..--R..,.(5)..000006b0:·0000·2d2d·5291·0e2c·c228·3529·9109·732c··..--R..,.(5)..s,
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16.1 KB
./usr/share/doc/axiom-doc/src/input/intlf.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 119 lines modifiedOffset 12, 119 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7469·6e90·8c71·746c·662e··put..7tin..qtlf.000000d0:·7075·7491·0537·7469·6e90·8c71·746c·662e··put..7tin..qtlf.
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00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....
00000120:·8e9f·1788·8b8d·9200·d7bc·6446·91ff·0556··..........dF...V00000120:·8e9f·1766·6a8d·9200·da2f·0d4a·616e·90ac··...fj..../.Jan..
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00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000160:·6278·39d8·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....00000160:·39d8·4162·7374·7261·6374·8e9f·0fac·d18e··9.Abstract......
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00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr00000180:·7900·0a00·0000·0a00·0000·0563·6d72·3130··y..........cmr10
00000190:·3130·c231·8e8e·8e8c·8b00·0000·0200·0000··10.1............00000190:·c231·8e8e·8e8c·8b00·0000·0200·0000·0000··.1..............
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000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·2aa0·0279·0000·8da0·fda3·0000··....*..y........000001c0:·0000·2aa0·0279·0000·8da0·fda3·0000·a002··..*..y..........
000001d0:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..000001d0:·3f00·008d·a0fd·e400·008d·913e·0000·f32f··?..........>.../
000001e0:·f32f·c2d6·4ea0·000e·6666·000c·0000·0006··./..N...ff......000001e0:·c2d6·4ea0·000e·6666·000c·0000·0006·636d··..N...ff......cm
000001f0:·636d·6278·3132·da43·6f6e·958c·cc74·656e··cmbx12.Con...ten000001f0:·6278·3132·da43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t
00000200:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............00000200:·738e·8e9f·1e00·008d·8d92·0103·8000·c232··s..............2
00000210:·c232·8e8e·8e8c·8b00·0000·0300·0000·0000··.2..............00000210:·8e8e·8e8c·8b00·0000·0300·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0001··................
00000240:·0001·98a0·0279·0000·8da0·fda3·0000·a002··.....y..........00000240:·96a0·0279·0000·8da0·fda3·0000·a002·3f00··...y..........?.
00000250:·3f00·008d·a0fd·e400·008d·8d91·3e00·00da··?...........>...00000250:·008d·a0fd·e400·008d·8d91·3e00·00da·318e··..........>...1.
00000260:·318e·9156·4ccb·4c69·6365·6e73·658e·9f15··1..VL.License...00000260:·9156·4ccb·4c69·6365·6e73·658e·9f15·e71b··.VL.License.....
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00000280:·5600·0a00·0000·0a00·0000·0663·6d62·7831··V..........cmbx100000280:·0a00·0000·0a00·0000·0663·6d62·7831·30db··.........cmbx10.
00000290:·30db·7c96·03d5·546c·6963·656e·7365·937c··0.|...Tlicense.|00000290:·7c96·03d5·546c·6963·656e·7365·937c·8ea9··|...Tlicense.|..
000002a0:·8ea9·1300·008d·913e·0000·f331·dfa4·4e00··.......>...1..N.000002a0:·1300·008d·913e·0000·f331·dfa4·4e00·0009··.....>...1..N...
000002b0:·0009·0000·0009·0000·0005·636d·7474·39dc··..........cmtt9.000002b0:·0000·0009·0000·0005·636d·7474·39dc·2d2d··........cmtt9.--
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00000340:·2973·7973·9604·b996·726d·932d·6693·696e··)sys....rm.-f.in00000340:·7973·9604·b996·726d·932d·6693·696e·746c··ys....rm.-f.intl
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00000360:·0029·7370·6f6f·6c91·04b9·9669·6e74·6c66··.)spool....intlf00000360:·7370·6f6f·6c91·04b9·9669·6e74·6c66·2e6f··spool....intlf.o
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000003d0:·2d53·9604·b996·3193·6f66·9332·8ea1·8d91··-S....1.of.2....000003d0:·9604·b996·3193·6f66·9332·8ea1·8d91·3e00··....1.of.2....>.
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./usr/share/doc/axiom-doc/src/input/is.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/isprime.input.dvi.gz
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isprime.input.dvi
    
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Offset 12, 250 lines modifiedOffset 12, 249 lines modified
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./usr/share/doc/axiom-doc/src/input/knot.input.dvi
    
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kuipers.input.dvi
    
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00000250:·fde4·0000·8d8d·913e·0000·da31·8e91·564c··.......>...1..VL00000250:·0000·8d8d·913e·0000·da31·8e91·564c·cb4c··.....>...1..VL.L
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00000290:·d554·6c69·6365·6e73·6593·7c8e·a912·d50e··.Tlicense.|.....00000290:·6c69·6365·6e73·6593·7c8e·a912·d50e·8d91··license.|.......
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000002b0:·0900·0000·0563·6d74·7439·dc2d·2d43·6f70··.....cmtt9.--Cop000002b0:·0000·0563·6d74·7439·dc2d·2d43·6f70·7972··...cmtt9.--Copyr
000002c0:·7972·6967·6874·9604·b996·5468·6593·4e75··yright....The.Nu000002c0:·6967·6874·9604·b996·5468·6593·4e75·6d65··ight....The.Nume
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000002e0:·6d73·9347·726f·7570·934c·696d·6974·6564··ms.Group.Limited000002e0:·9347·726f·7570·934c·696d·6974·6564·9331··.Group.Limited.1
000002f0:·9331·3939·312e·8e9f·13d5·0d8d·9176·e7cf··.1991........v..000002f0:·3939·312e·8e9f·13d5·0d8d·9176·e7cf·db7c··991........v...|
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00000320:·7496·04b9·9662·7265·616b·9372·6573·756d··t....break.resum00000320:·04b9·9662·7265·616b·9372·6573·756d·658e··...break.resume.
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000006e0:·4672·6163·7469·6f6e·2849·6e74·6567·6572··Fraction(Integer000006e0:·6163·7469·6f6e·2849·6e74·6567·6572·2929··action(Integer))
000006f0:·2929·8ea1·8d91·3e00·002d·2d45·9104·b996··))....>..--E....000006f0:·8ea1·8d91·3e00·002d·2d45·9104·b996·348e··....>..--E....4.
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00000710:·8d91·3e00·0029·6c69·7370·9104·b996·2862··..>..)lisp....(b00000710:·3e00·0029·6c69·7370·9104·b996·2862·7965··>..)lisp....(bye
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./usr/share/doc/axiom-doc/src/input/lextripk.input.dvi
    
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Offset 12, 111 lines modifiedOffset 12, 111 lines modified
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000000d0:·7075·7491·0537·744c·4558·5452·4950·4b2e··put..7tLEXTRIPK.000000d0:·7075·7491·0537·744c·4558·5452·4950·4b2e··put..7tLEXTRIPK.
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00000150:·4bf3·2d74·0c89·3a00·0900·0000·0900·0000··K.-t..:.........00000150:·2d74·0c89·3a00·0900·0000·0900·0000·0563··-t..:..........c
00000160:·0563·6d62·7839·d841·6273·7472·6163·748e··.cmbx9.Abstract.00000160:·6d62·7839·d841·6273·7472·6163·748e·9f0f··mbx9.Abstract...
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00000200:·0000·5296·04b9·963a·3d93·496e·7465·6765··..R....:=.Intege00000200:·5296·04b9·963a·3d93·496e·7465·6765·728e··R....:=.Integer.
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00000490:·672c·7472·7565·2924·6c65·7874·7269·7061··g,true)$lextripa 
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000004e0:·8d91·3e00·0073·7175·6172·6546·7265·654c··..>..squareFreeL 
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 000004a0:·8ea1·8d91·3e00·005b·5b69·6e69·7428·7029··....>..[[init(p)
 000004b0:·9604·b996·666f·7293·7093·696e·9328·7473··....for.p.in.(ts
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 000004d0:·7293·7473·9369·6e93·6c74·735d·8ea1·8d91··r.ts.in.lts]....
 000004e0:·3e00·0073·7175·6172·6546·7265·654c·6578··>..squareFreeLex
 000004f0:·5472·6961·6e67·756c·6172·286c·672c·7472··Triangular(lg,tr
 00000500:·7565·2924·6c65·7874·7269·7061·636b·8ea1··ue)$lextripack..
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./usr/share/doc/axiom-doc/src/input/lib.input.dvi
    
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Offset 12, 74 lines modifiedOffset 12, 74 lines modified
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00000510:·3238·f321·44d3·ed74·0011·47ae·0011·47ae··28.!D..t..G...G.00000510:·f321·44d3·ed74·0011·47ae·0011·47ae·0005··.!D..t..G...G...
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00000540:·7202·dfdf·dfdf·dfdf······················r.......00000540:·dfdf·dfdf································....
120 KB
./usr/share/doc/axiom-doc/src/input/limit.input.dvi.gz
120 KB
limit.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 893 lines modifiedOffset 12, 893 lines modified
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000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746c·696d·6974·2e69·6e70··put..7tlimit.inp000000d0:·7075·7491·0537·746c·696d·6974·2e69·6e70··put..7tlimit.inp
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00000120:·888b·8d92·00d7·bc64·4691·ff05·5665·6272··.......dF...Vebr00000120:·666a·8d92·00da·2f0d·4a61·6e90·ac72·7561··fj..../.Jan..rua
00000130:·7561·7279·9603·eaa8·3230·2c93·3230·3235··uary....20,.202500000130:·7279·9603·eaa8·3230·2c93·3230·3234·8e9f··ry....20,.2024..
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00000150:·3a00·0900·0000·0900·0000·0563·6d62·7839··:..........cmbx900000150:·0900·0000·0900·0000·0563·6d62·7839·d841··.........cmbx9.A
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00000180:·0000·0463·6d72·39d7·4578·6572·6369·7365··...cmr9.Exercise00000180:·0463·6d72·39d7·4578·6572·6369·7365·9603··.cmr9.Exercise..
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000001b0:·0103·8000·f317·4bf1·6079·000a·0000·000a··......K.`y......000001b0:·8000·f317·4bf1·6079·000a·0000·000a·0000··....K.`y........
000001c0:·0000·0005·636d·7231·30c2·318e·8e8e·8c8b··....cmr10.1.....000001c0:·0005·636d·7231·30c2·318e·8e8e·8c8b·0000··..cmr10.1.......
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00000370:·5555·7468·6593·7691·ff71·c761·6c75·6593··UUthe.v..q.alue. 
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000003f0:·00ef·f475·6c69·6d8e·9f06·2d82·8d92·00ec··...ulim...-..... 
00000400:·6391·c478·c700·c43e·f316·d993·a052·0007··c..x...>.....R.. 
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00000490:·332e·8ea1·8d91·4d00·0042·7996·0355·5564··3.....M..By..UUd 
000004a0:·650c·6e69·7469·6f6e·2c93·7468·6593·6c69··e.nition,.the.li 
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 00000360:·9f15·76fa·8d91·3e00·00c2·6966·9603·5555··..v...>...if..UU
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 00000380:·93c5·6691·0113·8fc2·28c5·78c2·2993·6765··..f.....(.x.).ge
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 000003a0:·6c6f·7365·9374·6f93·c541·93c2·6173·93c5··lose.to..A..as..
 000003b0:·7893·c267·6574·7393·6172·6269·7472·6172··x..gets.arbitrar
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 000003d0:·2e91·0471·c746·91ff·2aaa·6f72·9365·7861··...q.F..*.or.exa
 000003e0:·6d70·6c65·2c8e·9f14·8d66·8d8d·8d92·00ef··mple,....f......
 000003f0:·f475·6c69·6d8e·9f06·2d82·8d92·00ec·6391··.ulim...-.....c.
 00000400:·c478·c700·c43e·f316·d993·a052·0007·0000··.x...>.....R....
 00000410:·0007·0000·0004·636d·7237·c133·8e8e·8d92··......cmr7.3....
 00000420:·0103·1392·c578·8d9f·fbde·ffc1·328e·8e92··.....x......2...
 00000430:·0110·0e39·c23d·9102·c718·398e·9f19·b417··...9.=....9.....
 00000440:·8d91·3e00·0073·696e·6365·9603·5555·c578··..>..since..UU.x
 00000450:·8d9f·fc5e·ffc1·328e·9107·d1c8·c267·6574··...^..2......get
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 00000480:·6170·7072·6f61·6390·b8e3·6865·7393·332e··approac...hes.3.
 00000490:·8ea1·8d91·4d00·0042·7996·0355·5564·650c··....M..By..UUde.
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 000004d0:·8e8e·8d92·00fd·5ec8·c566·9101·138f·c228··......^..f.....(
 000004e0:·c578·c229·9602·c718·3d93·c541·8e8e·9f14··.x.)....=..A....
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00000570:·9870·9047·1d6f·7369·7469·7693·6598·6e93··.p.G.ositiv.e.n.00000570:·9047·1d6f·7369·7469·7693·6598·6e93·756d··.G.ositiv.e.n.um
00000580:·756d·9362·9047·1d65·728e·a18d·913e·0000··um.b.G.er....>..00000580:·9362·9047·1d65·728e·a18d·913e·0000·c50e··.b.G.er....>....
00000590:·c50e·9103·b638·c273·7563·90b8·e368·9103··.....8.suc...h..00000590:·9103·b638·c273·7563·90b8·e368·9103·5555··...8.suc...h..UU
000005a0:·5555·7468·6174·8ea1·8d92·00b0·970e·3096··UUthat........0.000005a0:·7468·6174·8ea1·8d92·00b0·970e·3096·02c7··that........0...
000005b0:·02c7·18c5·3c93·f31d·2122·2c9a·000a·0000··....<...!",.....000005b0:·18c5·3c93·f31d·2122·2c9a·000a·0000·000a··..<...!",.......
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linalg.input.dvi
    
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000001f0:·636d·6278·3132·da43·6f6e·958c·cc74·656e··cmbx12.Con...ten000001f0:·6278·3132·da43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t
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000002b0:·696e·2834·2a74·2f35·292c·382a·7369·6e28··in(4*t/5),8*sin(000002b0:·2834·2a74·2f35·292c·382a·7369·6e28·7429··(4*t/5),8*sin(t)
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./usr/share/doc/axiom-doc/src/input/list.input.dvi.gz
55.5 KB
list.input.dvi
    
Offset 1, 424 lines modifiedOffset 1, 424 lines modified
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000000d0:·7075·7491·0537·746c·6973·742e·696e·7075··put..7tlist.inpu000000d0:·7075·7491·0537·746c·6973·742e·696e·7075··put..7tlist.inpu
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./usr/share/doc/axiom-doc/src/input/liu.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/lodesys.input.dvi.gz
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lodesys.input.dvi
    
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lodo.input.dvi
    
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lodo1.input.dvi
    
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lodo2.input.dvi
    
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lodo3.input.dvi
    
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 000003c0:·0029·6578·706f·7365·9104·b996·4c4f·444f··.)expose....LODO
 000003d0:·468e·a18d·913e·0000·2d2d·528e·a18d·913e··F....>..--R....>
 000003e0:·0000·2d2d·5291·0e2c·c24c·696e·6561·724f··..--R..,.LinearO
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 00000430:·002d·2d52·911c·5984·6578·706f·7365·6496··.--R..Y.exposed.
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 00000460:·9631·8ea1·a18d·913e·0000·2d2d·5396·04b9··.1.....>..--S...
 00000470:·9632·936f·6693·3136·8ea1·8d91·3e00·0050··.2.of.16....>..P
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 000004c0:·6174·6550·6f6c·796e·6f6d·6961·6c28·742c··atePolynomial(t,
 000004d0:·416c·6765·6272·6169·634e·756d·6265·7229··AlgebraicNumber)
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000004a0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R 
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000004c0:·7269·6174·6550·6f6c·796e·6f6d·6961·6c28··riatePolynomial( 
000004d0:·742c·416c·6765·6272·6169·634e·756d·6265··t,AlgebraicNumbe00000550:·3e00·002d·2d52·910e·2cc2·2832·2991·0973··>..--R..,.(2)..s
 00000560:·2c46·7261·6374·696f·6e28·556e·6976·6172··,Fraction(Univar
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Offset 12, 138 lines modifiedOffset 12, 138 lines modified
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00000290:·00f3·31df·a44e·0000·0900·0000·0900·0000··..1..N..........00000290:·31df·a44e·0000·0900·0000·0900·0000·0563··1..N...........c
000002a0:·0563·6d74·7439·dc2d·2d96·04b9·9649·6e70··.cmtt9.--....Inp000002a0:·6d74·7439·dc2d·2d96·04b9·9649·6e70·7574··mtt9.--....Input
000002b0:·7574·9366·6f72·9370·6167·6593·4261·7369··ut.for.page.Basi000002b0:·9366·6f72·9370·6167·6593·4261·7369·634c··.for.page.BasicL
000002c0:·634c·6f6f·7073·8ea1·8d91·3e00·0029·636c··cLoops....>..)cl000002c0:·6f6f·7073·8ea1·8d91·3e00·0029·636c·6561··oops....>..)clea
000002d0:·6561·7291·04b9·9661·6c6c·8ea1·a18d·913e··ear....all.....>000002d0:·7291·04b9·9661·6c6c·8ea1·a18d·913e·0000··r....all.....>..
000002e0:·0000·7096·04b9·963a·3d93·325e·2832·5e33··..p....:=.2^(2^3000002e0:·7096·04b9·963a·3d93·325e·2832·5e33·2993··p....:=.2^(2^3).
000002f0:·2993·2b93·318e·a18d·913e·0000·7265·7065··).+.1....>..repe000002f0:·2b93·318e·a18d·913e·0000·7265·7065·6174··+.1....>..repeat
00000300:·6174·9604·b996·6966·9370·7269·6d65·3f28··at....if.prime?(00000300:·9604·b996·6966·9370·7269·6d65·3f28·7093··....if.prime?(p.
00000310:·7093·3a3d·9370·932b·9331·2993·7468·656e··p.:=.p.+.1).then00000310:·3a3d·9370·932b·9331·2993·7468·656e·936c··:=.p.+.1).then.l
00000320:·936c·6561·7665·8ea1·8d91·3e00·0070·8ea1··.leave....>..p..00000320:·6561·7665·8ea1·8d91·3e00·0070·8ea1·8d91··eave....>..p....
00000330:·8d91·3e00·0072·6570·6561·7496·04b9·9669··..>..repeat....i00000330:·3e00·0072·6570·6561·7496·04b9·9669·6693··>..repeat....if.
00000340:·6693·7072·696d·653f·2870·933a·3d93·7093··f.prime?(p.:=.p.00000340:·7072·696d·653f·2870·933a·3d93·7093·2b93··prime?(p.:=.p.+.
00000350:·2b93·3129·9374·6865·6e93·6c65·6176·6593··+.1).then.leave.00000350:·3129·9374·6865·6e93·6c65·6176·6593·708e··1).then.leave.p.
00000360:·708e·a1a1·8d91·3e00·002d·2d96·04b9·9649··p.....>..--....I00000360:·a1a1·8d91·3e00·002d·2d96·04b9·9649·6e70··....>..--....Inp
00000370:·6e70·7574·9366·6f72·9370·6167·6593·4e65··nput.for.page.Ne00000370:·7574·9366·6f72·9370·6167·6593·4e65·7374··ut.for.page.Nest
00000380:·7374·6564·4c6f·6f70·738e·a18d·913e·0000··stedLoops....>..00000380:·6564·4c6f·6f70·738e·a18d·913e·0000·2963··edLoops....>..)c
00000390:·2963·6c65·6172·9104·b996·616c·6c8e·a1a1··)clear....all...00000390:·6c65·6172·9104·b996·616c·6c8e·a1a1·8d91··lear....all.....
000003a0:·8d91·3e00·0066·6f72·9604·b996·6993·696e··..>..for....i.in000003a0:·3e00·0066·6f72·9604·b996·6993·696e·9331··>..for....i.in.1
000003b0:·9331·2e2e·3293·7265·7065·6174·9366·6f72··.1..2.repeat.for000003b0:·2e2e·3293·7265·7065·6174·9366·6f72·936a··..2.repeat.for.j
000003c0:·936a·9369·6e93·332e·2e34·9372·6570·6561··.j.in.3..4.repea 
000003d0:·7493·7072·696e·7493·5b69·2c6a·5d8e·a18d··t.print.[i,j]... 
000003e0:·913e·0000·6996·04b9·963a·3d93·318e·a18d··.>..i....:=.1... 
000003f0:·913e·0000·7768·696c·6596·04b9·9669·933c··.>..while....i.< 
00000400:·9333·9372·6570·6561·7493·2866·6f72·936a··.3.repeat.(for.j 
00000410:·9369·6e93·332e·2e34·9372·6570·6561·7493··.in.3..4.repeat.000003c0:·9369·6e93·332e·2e34·9372·6570·6561·7493··.in.3..4.repeat.
 000003d0:·7072·696e·7493·5b69·2c6a·5d8e·a18d·913e··print.[i,j]....>
 000003e0:·0000·6996·04b9·963a·3d93·318e·a18d·913e··..i....:=.1....>
 000003f0:·0000·7768·696c·6596·04b9·9669·933c·9333··..while....i.<.3
 00000400:·9372·6570·6561·7493·2866·6f72·936a·9369··.repeat.(for.j.i
 00000410:·6e93·332e·2e34·9372·6570·6561·7493·7072··n.3..4.repeat.pr
00000420:·7072·696e·7493·5b69·2c6a·5d3b·9369·933a··print.[i,j];.i.:00000420:·696e·7493·5b69·2c6a·5d3b·9369·933a·3d93··int.[i,j];.i.:=.
00000430:·3d93·6993·2b93·3129·8ea1·a18d·913e·0000··=.i.+.1).....>..00000430:·6993·2b93·3129·8ea1·a18d·913e·0000·2d2d··i.+.1).....>..--
00000440:·2d2d·9604·b996·496e·7075·7493·666f·7293··--....Input.for.00000440:·9604·b996·496e·7075·7493·666f·7293·7061··....Input.for.pa
00000450:·7061·6765·9350·6172·616c·6c65·6c4c·6f6f··page.ParallelLoo00000450:·6765·9350·6172·616c·6c65·6c4c·6f6f·7073··ge.ParallelLoops
00000460:·7073·8ea1·8d91·3e00·0029·636c·6561·7291··ps....>..)clear.00000460:·8ea1·8d91·3e00·0029·636c·6561·7291·04b9··....>..)clear...
00000470:·04b9·9661·6c6c·8ea1·a18d·913e·0000·666f··...all.....>..fo00000470:·9661·6c6c·8ea1·a18d·913e·0000·666f·7296··.all.....>..for.
00000480:·7296·04b9·9669·9369·6e93·312e·2e35·9366··r....i.in.1..5.f00000480:·04b9·9669·9369·6e93·312e·2e35·9366·6f72··...i.in.1..5.for
00000490:·6f72·936a·9369·6e93·3131·2e2e·3230·9372··or.j.in.11..20.r00000490:·936a·9369·6e93·3131·2e2e·3230·9372·6570··.j.in.11..20.rep
 000004a0:·6561·7493·7072·696e·7493·5b69·2c6a·5d8e··eat.print.[i,j].
 000004b0:·a18d·913e·0000·666f·7296·04b9·9669·9369··...>..for....i.i
 000004c0:·6e93·312e·2e35·9366·6f72·936a·9369·6e93··n.1..5.for.j.in.
 000004d0:·3131·2e2e·937c·9365·7665·6e3f·936a·9372··11...|.even?.j.r
000004a0:·6570·6561·7493·7072·696e·7493·5b69·2c6a··epeat.print.[i,j000004e0:·6570·6561·7493·7072·696e·7493·5b69·2c6a··epeat.print.[i,j
000004b0:·5d8e·a18d·913e·0000·666f·7296·04b9·9669··]....>..for....i000004f0:·5d8e·a18d·913e·0000·666f·7296·04b9·9669··]....>..for....i
000004c0:·9369·6e93·312e·2e35·9366·6f72·936a·9369··.in.1..5.for.j.i 
000004d0:·6e93·3131·2e2e·937c·9365·7665·6e3f·936a··n.11...|.even?.j 
000004e0:·9372·6570·6561·7493·7072·696e·7493·5b69··.repeat.print.[i 
000004f0:·2c6a·5d8e·a18d·913e·0000·666f·7296·04b9··,j]....>..for... 
00000500:·9669·9369·6e93·312e·2e93·666f·7293·6a93··.i.in.1...for.j.00000500:·9369·6e93·312e·2e93·666f·7293·6a93·696e··.in.1...for.j.in
00000510:·696e·9331·312e·2e93·7c93·6576·656e·3f93··in.11...|.even?.00000510:·9331·312e·2e93·7c93·6576·656e·3f93·6a93··.11...|.even?.j.
00000520:·6a93·7768·696c·6593·6993·3c93·3693·7265··j.while.i.<.6.re00000520:·7768·696c·6593·6993·3c93·3693·7265·7065··while.i.<.6.repe
00000530:·7065·6174·9370·7269·6e74·935b·692c·6a5d··peat.print.[i,j]00000530:·6174·9370·7269·6e74·935b·692c·6a5d·8ea1··at.print.[i,j]..
00000540:·8ea1·a18d·913e·0000·2d2d·9604·b996·496e··.....>..--....In00000540:·a18d·913e·0000·2d2d·9604·b996·496e·7075··...>..--....Inpu
00000550:·7075·7493·666f·7293·7061·6765·934c·6f6f··put.for.page.Loo00000550:·7493·666f·7293·7061·6765·934c·6f6f·7073··t.for.page.Loops
00000560:·7073·8ea1·8d91·3e00·0029·636c·6561·7291··ps....>..)clear.00000560:·8ea1·8d91·3e00·0029·636c·6561·7291·04b9··....>..)clear...
00000570:·04b9·9661·6c6c·8ea1·a18d·913e·0000·6996··...all.....>..i.00000570:·9661·6c6c·8ea1·a18d·913e·0000·6996·04b9··.all.....>..i...
00000580:·04b9·963a·3d93·328e·a18d·913e·0000·7265··...:=.2....>..re00000580:·963a·3d93·328e·a18d·913e·0000·7265·7065··.:=.2....>..repe
00000590:·7065·6174·9604·b996·2870·7269·6e74·9328··peat....(print.(00000590:·6174·9604·b996·2870·7269·6e74·9328·6993··at....(print.(i.
000005a0:·6993·3a3d·9332·5e69·3b93·6966·9369·933e··i.:=.2^i;.if.i.>000005a0:·3a3d·9332·5e69·3b93·6966·9369·933e·9331··:=.2^i;.if.i.>.1
000005b0:·9331·3093·7468·656e·936c·6561·7665·2929··.10.then.leave))000005b0:·3093·7468·656e·936c·6561·7665·2929·8ea1··0.then.leave))..
000005c0:·8ea1·8d91·3e00·0066·6f72·9604·b996·6a93··....>..for....j.000005c0:·8d91·3e00·0066·6f72·9604·b996·6a93·696e··..>..for....j.in
000005d0:·696e·9331·2e2e·3593·7265·7065·6174·9370··in.1..5.repeat.p000005d0:·9331·2e2e·3593·7265·7065·6174·9370·7269··.1..5.repeat.pri
000005e0:·7269·6e74·9328·6993·3a3d·936a·5e69·298e··rint.(i.:=.j^i).000005e0:·6e74·9328·6993·3a3d·936a·5e69·298e·a18d··nt.(i.:=.j^i)...
000005f0:·a18d·913e·0000·7768·696c·6596·04b9·9669··...>..while....i000005f0:·913e·0000·7768·696c·6596·04b9·9669·933c··.>..while....i.<
00000600:·933c·9331·3030·3093·7265·7065·6174·9370··.<.1000.repeat.p00000600:·9331·3030·3093·7265·7065·6174·9370·7269··.1000.repeat.pri
00000610:·7269·6e74·9328·6993·3a3d·9332·5e69·298e··rint.(i.:=.2^i).00000610:·6e74·9328·6993·3a3d·9332·5e69·298e·a18d··nt.(i.:=.2^i)...
00000620:·a18d·913e·0000·666f·7296·04b9·9669·9369··...>..for....i.i00000620:·913e·0000·666f·7296·04b9·9669·9369·6e93··.>..for....i.in.
00000630:·6e93·312e·2e93·7768·696c·6593·6993·3c93··n.1...while.i.<.00000630:·312e·2e93·7768·696c·6593·6993·3c93·3130··1...while.i.<.10
00000640:·3130·3030·9372·6570·6561·7493·7072·696e··1000.repeat.prin 
00000650:·7493·5b6a·2c22·3a93·222c·6993·3a3d·9332··t.[j,":.",i.:=.2 
00000660:·5e69·5d8e·a18d·913e·0000·666f·7296·04b9··^i]....>..for... 
00000670:·966a·9369·6e93·312e·2e34·9372·6570·6561··.j.in.1..4.repea 
00000680:·7493·666f·7293·6993·696e·9332·2e2e·3493··t.for.i.in.2..4. 
00000690:·7265·7065·6174·9370·7269·6e74·935b·692c··repeat.print.[i, 
000006a0:·225e·222c·6a2c·2293·3d93·222c·695e·6a5d··"^",j,".=.",i^j] 
000006b0:·8ea1·a18d·913e·0000·2d2d·9604·b996·496e··.....>..--....In 
000006c0:·7075·7493·666f·7293·7061·6765·9346·6f72··put.for.page.For 
000006d0:·4c6f·6f70·738e·a18d·913e·0000·2963·6c65··Loops....>..)cle 
000006e0:·6172·9104·b996·616c·6c8e·a1a1·8d91·3e00··ar....all.....>. 
000006f0:·0066·6f72·9604·b996·6993·696e·9330·2e2e··.for....i.in.0.. 
00000700:·3130·9372·6570·6561·7493·7072·696e·7493··10.repeat.print.00000640:·3030·9372·6570·6561·7493·7072·696e·7493··00.repeat.print.
 00000650:·5b6a·2c22·3a93·222c·6993·3a3d·9332·5e69··[j,":.",i.:=.2^i
 00000660:·5d8e·a18d·913e·0000·666f·7296·04b9·966a··]....>..for....j
 00000670:·9369·6e93·312e·2e34·9372·6570·6561·7493··.in.1..4.repeat.
 00000680:·666f·7293·6993·696e·9332·2e2e·3493·7265··for.i.in.2..4.re
 00000690:·7065·6174·9370·7269·6e74·935b·692c·225e··peat.print.[i,"^
Max diff block lines reached; 2752/19076 bytes (14.43%) of diff not shown.
62.1 KB
./usr/share/doc/axiom-doc/src/input/lpoly.input.dvi.gz
62.0 KB
lpoly.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.
00000020:·3032·2e32·303a·3133·3431·8b00·0000·0100··02.20:1341......00000020:·3031·2e32·303a·3130·3535·8b00·0000·0100··01.20:1055......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a0f9··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a0f9··..?.............
00000090:·0bf3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·0bf3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
Offset 12, 462 lines modifiedOffset 12, 462 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5096·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5096·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746c·7090·738e·6f6c·7993··put..7tlp.s.oly.000000d0:·7075·7491·0537·746c·7090·738e·6f6c·7993··put..7tlp.s.oly.
000000e0:·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d··.input..".......000000e0:·2e69·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d··.input..".......
000000f0:·9200·e1b0·cff3·2358·ab51·0b00·0c00·0000··......#X.Q......000000f0:·9200·e1b0·cff3·2358·ab51·0b00·0c00·0000··......#X.Q......
00000100:·0c00·0000·0563·6d72·3132·ce54·696d·6f74··.....cmr12.Timot00000100:·0c00·0000·0563·6d72·3132·ce54·696d·6f74··.....cmr12.Timot
00000110:·6890·ac72·7991·03ea·a844·616c·798e·8e8e··h..ry....Daly...00000110:·6890·ac72·7991·03ea·a844·616c·798e·8e8e··h..ry....Daly...
00000120:·8e8e·9f17·888b·8d92·00d7·bc64·4691·ff05··...........dF...00000120:·8e8e·9f17·666a·8d92·00da·2f0d·4a61·6e90··....fj..../.Jan.
00000130:·5665·6272·7561·7279·9603·eaa8·3230·2c93··Vebruary....20,.00000130:·ac72·7561·7279·9603·eaa8·3230·2c93·3230··.ruary....20,.20
00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.00000140:·3234·8e9f·2400·018d·9200·f1a1·4bf3·2d74··24..$.......K.-t
00000150:·2d74·0c89·3a00·0900·0000·0900·0000·0563··-t..:..........c00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb
00000160:·6d62·7839·d841·6273·7472·6163·748e·9f0f··mbx9.Abstract...00000160:·7839·d841·6273·7472·6163·748e·9f0f·acd1··x9.Abstract.....
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f317··................00000170:·8e9f·1e00·008d·8d92·0103·8000·f317·4bf1··..............K.
00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·6079·000a·0000·000a·0000·0005·636d·7231··`y..........cmr1
00000190:·7231·30c2·318e·8e8e·8c8b·0000·0002·0000··r10.1...........00000190:·30c2·318e·8e8e·8c8b·0000·0002·0000·0000··0.1.............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......000001c0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y.........
000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.000001d0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...
000001e0:·00f3·2fc2·d64e·a000·0e66·6600·0c00·0000··../..N...ff.....000001e0:·2fc2·d64e·a000·0e66·6600·0c00·0000·0663··/..N...ff......c
000001f0:·0663·6d62·7831·32da·436f·6e95·8ccc·7465··.cmbx12.Con...te000001f0:·6d62·7831·32da·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten.
00000200:·6e93·7473·8e9f·2111·c48d·8d91·3e00·0031··n.ts..!.....>..100000200:·7473·8e9f·2111·c48d·8d91·3e00·0031·8e91··ts..!.....>..1..
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lupfact.input.dvi
    
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lword.input.dvi
    
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 00000440:·3130·2c31·302c·3130·2c31·302c·3130·2c31··10,10,10,10,10,1
 00000450:·302c·3130·2c31·302c·3130·2c31·305d·8ea1··0,10,10,10,10]..
 00000460:·8d91·3e00·002d·2d52·9201·24f2·5454·7970··..>..--R..$.TTyp
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 000004a0:·6693·3336·8ea1·8d91·3e00·0074·333a·3d71··f.36....>..t3:=q
 000004b0:·656c·7428·7432·2c32·298e·a18d·913e·0000··elt(t2,2)....>..
 000004c0:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R..,
 000004d0:·c228·3329·9109·732c·3130·8ea1·8d91·3e00··.(3)..s,10....>.
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 00000530:·3d65·6c74·2874·322c·3229·8ea1·8d91·3e00··=elt(t2,2)....>.
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./usr/share/doc/axiom-doc/src/input/macros.input.dvi
    
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Offset 12, 101 lines modifiedOffset 12, 100 lines modified
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./usr/share/doc/axiom-doc/src/input/magma.input.dvi.gz
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magma.input.dvi
    
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00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·8bee··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·8bee··..?.............
00000090:·9af3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·9af3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
Offset 12, 1143 lines modifiedOffset 12, 1143 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746d·6172·6362·9073·8e65··put..7tmarcb.s.e000000d0:·7075·7491·0537·746d·6172·6362·9073·8e65··put..7tmarcb.s.e
000000e0:·6e63·908c·7168·2e69·6e70·7574·8e9f·22fa··nc..qh.input..".000000e0:·6e63·908c·7168·2e69·6e70·7574·8e9f·22fa··nc..qh.input..".
000000f0:·ff8d·8d8d·8d8d·9200·d8cc·36f3·2358·ab51··..........6.#X.Q000000f0:·ff8d·8d8d·8d8d·9200·d8cc·36f3·2358·ab51··..........6.#X.Q
00000100:·0b00·0c00·0000·0c00·0000·0563·6d72·3132··...........cmr1200000100:·0b00·0c00·0000·0c00·0000·0563·6d72·3132··...........cmr12
00000110:·ce54·6865·9603·eaa8·4178·696f·6d93·5491··.The....Axiom.T.00000110:·ce54·6865·9603·eaa8·4178·696f·6d93·5491··.The....Axiom.T.
00000120:·ff05·5665·616d·8e8e·8e8e·8e9f·1788·8b8d··..Veam..........00000120:·ff05·5665·616d·8e8e·8e8e·8e9f·1766·6a8d··..Veam.......fj.
00000130:·9200·d7bc·6446·91ff·0556·6562·7275·6172··....dF...Vebruar00000130:·9200·da2f·0d4a·616e·90ac·7275·6172·7996··.../.Jan..ruary.
00000140:·7996·03ea·a832·302c·9332·3032·358e·9f24··y....20,.2025..$00000140:·03ea·a832·302c·9332·3032·348e·9f24·0001··...20,.2024..$..
00000150:·0001·8d92·00f1·a14b·f32d·740c·893a·0009··.......K.-t..:..00000150:·8d92·00f1·a14b·f32d·740c·893a·0009·0000··.....K.-t..:....
00000160:·0000·0009·0000·0005·636d·6278·39d8·4162··........cmbx9.Ab00000160:·0009·0000·0005·636d·6278·39d8·4162·7374··......cmbx9.Abst
00000170:·7374·7261·6374·8e9f·0fac·d18e·9f1e·0000··stract..........00000170:·7261·6374·8e9f·0fac·d18e·9f1e·0000·8d8d··ract............
00000180:·8d8d·9201·0380·00f3·174b·f160·7900·0a00··.........K.`y...00000180:·9201·0380·00f3·174b·f160·7900·0a00·0000··.......K.`y.....
00000190:·0000·0a00·0000·0563·6d72·3130·c231·8e8e··.......cmr10.1..00000190:·0a00·0000·0563·6d72·3130·c231·8e8e·8e8c··.....cmr10.1....
000001a0:·8e8c·8b00·0000·0200·0000·0000·0000·0000··................000001a0:·8b00·0000·0200·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·0000·0000·0000·0000·2aa0··..............*.000001c0:·0000·0000·0000·0000·0000·0000·2aa0·0279··............*..y
000001d0:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...000001d0:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....
000001e0:·a0fd·e400·008d·913e·0000·f32f·c2d6·4ea0··.......>.../..N.000001e0:·e400·008d·913e·0000·f32f·c2d6·4ea0·000e··.....>.../..N...
000001f0:·000e·6666·000c·0000·0006·636d·6278·3132··..ff......cmbx12000001f0:·6666·000c·0000·0006·636d·6278·3132·da43··ff......cmbx12.C
00000200:·da43·6f6e·958c·cc74·656e·9374·738e·8e9f··.Con...ten.ts...00000200:·6f6e·958c·cc74·656e·9374·738e·8e9f·1e00··on...ten.ts.....
00000210:·1e00·008d·8d92·0103·8000·c232·8e8e·8e8c··...........2....00000210:·008d·8d92·0103·8000·c232·8e8e·8e8c·8b00··.........2......
00000220:·8b00·0000·0300·0000·0000·0000·0000·0000··................00000220:·0000·0300·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0000·0000·0000·0000·0001·a2a0·0279··...............y00000240:·0000·0000·0000·0000·0001·a0a0·0279·0000··.............y..
00000250:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....00000250:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?.......
00000260:·e400·008d·8d91·3e00·00da·318e·9156·4ccb··......>...1..VL.00000260:·008d·8d91·3e00·00da·318e·9156·4ccb·4c69··....>...1..VL.Li
00000270:·4c69·6365·6e73·658e·9f15·e71b·9f0c·0000··License.........00000270:·6365·6e73·658e·9f15·e71b·9f0c·0000·8d91··cense...........
00000280:·8d91·76e7·cff3·301a·f222·5600·0a00·0000··..v...0.."V.....00000280:·76e7·cff3·301a·f222·5600·0a00·0000·0a00··v...0.."V.......
00000290:·0a00·0000·0663·6d62·7831·30db·7c96·03d5··.....cmbx10.|...00000290:·0000·0663·6d62·7831·30db·7c96·03d5·542a··...cmbx10.|...T*
000002a0:·542a·937c·8e9f·1300·00a4·0b00·008d·913e··T*.|...........>000002a0:·937c·8e9f·1300·00a4·0b00·008d·913e·0000··.|...........>..
000002b0:·0000·f331·dfa4·4e00·0009·0000·0009·0000··...1..N.........000002b0:·f331·dfa4·4e00·0009·0000·0009·0000·0005··.1..N...........
000002c0:·0005·636d·7474·39dc·2973·6574·9604·b996··..cmtt9.)set....000002c0:·636d·7474·39dc·2973·6574·9604·b996·6272··cmtt9.)set....br
000002d0:·6272·6561·6b93·7265·7375·6d65·8ea1·8d91··break.resume....000002d0:·6561·6b93·7265·7375·6d65·8ea1·8d91·3e00··eak.resume....>.
000002e0:·3e00·0029·636c·6561·7291·04b9·9663·6f6d··>..)clear....com000002e0:·0029·636c·6561·7291·04b9·9663·6f6d·706c··.)clear....compl
000002f0:·706c·6574·656c·798e·a18d·913e·0000·2973··pletely....>..)s000002f0:·6574·656c·798e·a18d·913e·0000·2973·6574··etely....>..)set
00000300:·6574·9604·b996·6d65·7373·6167·6593·7479··et....message.ty00000300:·9604·b996·6d65·7373·6167·6593·7479·7065··....message.type
00000310:·7065·936f·6666·8ea1·8d91·3e00·0029·7365··pe.off....>..)se00000310:·936f·6666·8ea1·8d91·3e00·0029·7365·7496··.off....>..)set.
00000320:·7496·04b9·966d·6573·7361·6765·9374·696d··t....message.tim00000320:·04b9·966d·6573·7361·6765·9374·696d·6593··...message.time.
00000330:·6593·6f66·668e·a1a1·8d91·3e00·006f·7574··e.off.....>..out00000330:·6f66·668e·a1a1·8d91·3e00·006f·7574·7075··off.....>..outpu
00000340:·7075·7428·2296·04b9·9645·782e·9331·3a93··put("....Ex..1:.00000340:·7428·2296·04b9·9645·782e·9331·3a93·342d··t("....Ex..1:.4-
00000350:·342d·626f·6479·9322·2924·4f75·7470·7574··4-body.")$Output00000350:·626f·6479·9322·2924·4f75·7470·7574·5061··body.")$OutputPa
00000360:·5061·636b·6167·658e·a1a1·8d91·3e00·002d··Package.....>..-00000360:·636b·6167·658e·a1a1·8d91·3e00·002d·2d2d··ckage.....>..---
00000370:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000370:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000380:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000380:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000390:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000390:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000003a0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000003a0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000003b0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1·8d91··------------....000003b0:·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1·8d91·3e00··----------....>.
000003c0:·3e00·002d·2d25·9604·b996·446f·6d61·696e··>..--%....Domain000003c0:·002d·2d25·9604·b996·446f·6d61·696e·7393··.--%....Domains.
000003d0:·7393·4465·6669·6e69·7469·6f6e·738e·a18d··s.Definitions...000003d0:·4465·6669·6e69·7469·6f6e·738e·a18d·913e··Definitions....>
000003e0:·913e·0000·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··.>..------------000003e0:·0000·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··..--------------
000003f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000003f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000400:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000400:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000410:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000410:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000420:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000420:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d8e··---------------.
00000430:·2d8e·a1a1·8d91·3e00·0029·636c·6561·7291··-.....>..)clear.00000430:·a1a1·8d91·3e00·0029·636c·6561·7291·04b9··....>..)clear...
00000440:·04b9·9661·6c6c·8ea1·8d91·3e00·006c·7396··...all....>..ls.00000440:·9661·6c6c·8ea1·8d91·3e00·006c·7396·04b9··.all....>..ls...
00000450:·04b9·963a·934c·6973·7493·5379·6d62·6f6c··...:.List.Symbol00000450:·963a·934c·6973·7493·5379·6d62·6f6c·933a··.:.List.Symbol.:
00000460:·933a·3d93·5b70·2c73·2c70·6869·5d3b·8ea1··.:=.[p,s,phi];..00000460:·3d93·5b70·2c73·2c70·6869·5d3b·8ea1·8d91··=.[p,s,phi];....
00000470:·8d91·3e00·0056·9604·b996·3a3d·934f·5641··..>..V....:=.OVA00000470:·3e00·0056·9604·b996·3a3d·934f·5641·5228··>..V....:=.OVAR(
00000480:·5228·6c73·293b·8ea1·8d91·3e00·0052·9604··R(ls);....>..R..00000480:·6c73·293b·8ea1·8d91·3e00·0052·9604·b996··ls);....>..R....
00000490:·b996·3a3d·9349·6e74·6567·6572·3b8e·a18d··..:=.Integer;...00000490:·3a3d·9349·6e74·6567·6572·3b8e·a18d·913e··:=.Integer;....>
000004a0:·913e·0000·4596·04b9·963a·3d93·496e·6465··.>..E....:=.Inde000004a0:·0000·4596·04b9·963a·3d93·496e·6465·7865··..E....:=.Indexe
000004b0:·7865·6445·7870·6f6e·656e·7473·9356·3b8e··xedExponents.V;.000004b0:·6445·7870·6f6e·656e·7473·9356·3b8e·a18d··dExponents.V;...
000004c0:·a18d·913e·0000·5096·04b9·963a·3d93·4e53··...>..P....:=.NS000004c0:·913e·0000·5096·04b9·963a·3d93·4e53·4d50··.>..P....:=.NSMP
000004d0:·4d50·2852·2c93·5629·3b8e·a18d·913e·0000··MP(R,.V);....>..000004d0:·2852·2c93·5629·3b8e·a18d·913e·0000·4c50··(R,.V);....>..LP
000004e0:·4c50·9604·b996·3a3d·934c·6973·7428·5029··LP....:=.List(P)000004e0:·9604·b996·3a3d·934c·6973·7428·5029·3b8e··....:=.List(P);.
000004f0:·3b8e·a1a1·8d91·3e00·002d·2d2d·2d2d·2d2d··;.....>..-------000004f0:·a1a1·8d91·3e00·002d·2d2d·2d2d·2d2d·2d2d··....>..---------
00000500:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000500:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000510:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000510:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000520:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000520:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000530:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000530:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000540:·2d2d·2d2d·2d2d·8ea1·8d91·3e00·002d·2d25··------....>..--%00000540:·2d2d·2d2d·8ea1·8d91·3e00·002d·2d25·9104··----....>..--%..
00000550:·9104·b996·496e·6974·6961·6c69·7361·7469··....Initialisati00000550:·b996·496e·6974·6961·6c69·7361·7469·6f6e··..Initialisation
00000560:·6f6e·738e·a18d·913e·0000·2d2d·2d2d·2d2d··ons....>..------00000560:·738e·a18d·913e·0000·2d2d·2d2d·2d2d·2d2d··s....>..--------
00000570:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000570:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000580:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000580:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000590:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000590:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000005a0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000005a0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000005b0:·2d2d·2d2d·2d2d·2d8e·a1a1·8d91·3e00·0070··-------.....>..p000005b0:·2d2d·2d2d·2d8e·a1a1·8d91·3e00·0070·3a96··-----.....>..p:.
000005c0:·3a96·04b9·9650·933a·3d93·2770·3b8e·a18d··:....P.:=.'p;...000005c0:·04b9·9650·933a·3d93·2770·3b8e·a18d·913e··...P.:=.'p;....>
000005d0:·913e·0000·733a·9604·b996·5093·3a3d·9327··.>..s:....P.:=.'000005d0:·0000·733a·9604·b996·5093·3a3d·9327·733b··..s:....P.:=.'s;
000005e0:·733b·8ea1·8d91·3e00·0070·6869·3a96·04b9··s;....>..phi:...000005e0:·8ea1·8d91·3e00·0070·6869·3a96·04b9·9650··....>..phi:....P
000005f0:·9650·933a·3d93·2770·6869·3b8e·a18d·913e··.P.:=.'phi;....>000005f0:·933a·3d93·2770·6869·3b8e·a18d·913e·0000··.:=.'phi;....>..
00000600:·0000·7031·3a3d·2d32·2a70·5e33·2b32·2a70··..p1:=-2*p^3+2*p00000600:·7031·3a3d·2d32·2a70·5e33·2b32·2a70·5e33··p1:=-2*p^3+2*p^3
00000610:·5e33·2a70·6869·5e33·2d34·2a70·6869·5e33··^3*phi^3-4*phi^300000610:·2a70·6869·5e33·2d34·2a70·6869·5e33·2a73··*phi^3-4*phi^3*s
00000620:·2a73·2a70·5e32·2b35·2a70·6869·5e33·2a73··*s*p^2+5*phi^3*s00000620:·2a70·5e32·2b35·2a70·6869·5e33·2a73·5e33··*p^2+5*phi^3*s^3
00000630:·5e33·2a70·2d70·6869·5e33·2a73·5e35·3b8e··^3*p-phi^3*s^5;.00000630:·2a70·2d70·6869·5e33·2a73·5e35·3b8e·a18d··*p-phi^3*s^5;...
00000640:·a18d·913e·0000·7032·3a3d·2d32·2a73·2a70··...>..p2:=-2*s*p00000640:·913e·0000·7032·3a3d·2d32·2a73·2a70·5e33··.>..p2:=-2*s*p^3
00000650:·5e33·2d32·2a70·6869·5e33·2a73·5e32·2b70··^3-2*phi^3*s^2+p00000650:·2d32·2a70·6869·5e33·2a73·5e32·2b70·6869··-2*phi^3*s^2+phi
00000660:·6869·5e33·2a73·5e34·2d33·2a70·6869·5e33··hi^3*s^4-3*phi^300000660:·5e33·2a73·5e34·2d33·2a70·6869·5e33·2a73··^3*s^4-3*phi^3*s
00000670:·2a73·5e32·2a70·2b32·2a70·6869·5e33·2a70··*s^2*p+2*phi^3*p00000670:·5e32·2a70·2b32·2a70·6869·5e33·2a70·3b8e··^2*p+2*phi^3*p;.
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00000690:·5e32·2b73·5e34·2d34·2a73·5e32·2a70·2b70··^2+s^4-4*s^2*p+p00000690:·2b73·5e34·2d34·2a73·5e32·2a70·2b70·6869··+s^4-4*s^2*p+phi
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Max diff block lines reached; 128876/144443 bytes (89.22%) of diff not shown.
67.8 KB
./usr/share/doc/axiom-doc/src/input/matbug.input.dvi.gz
67.7 KB
matbug.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 504 lines modifiedOffset 12, 504 lines modified
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./usr/share/doc/axiom-doc/src/input/matrix.input.dvi.gz
130 KB
matrix.input.dvi
    
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matrix1.input.dvi
    
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00000390:·936f·6666·8ea1·8d91·3e00·0029·636c·6561··.off....>..)clea00000390:·6666·8ea1·8d91·3e00·0029·636c·6561·7291··ff....>..)clear.
000003a0:·7291·04b9·9661·6c6c·8ea1·8d91·3e00·002d··r....all....>..-000003a0:·04b9·9661·6c6c·8ea1·8d91·3e00·002d·2d53··...all....>..--S
000003b0:·2d53·9604·b996·3193·6f66·9333·388e·a18d··-S....1.of.38...000003b0:·9604·b996·3193·6f66·9333·388e·a18d·913e··....1.of.38....>
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000003d0:·7828·496e·7465·6765·7229·933a·3d93·6e65··x(Integer).:=.ne000003d0:·496e·7465·6765·7229·933a·3d93·6e65·7728··Integer).:=.new(
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000003f0:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....000003f0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
00000400:·3e00·002d·2d52·9125·ccb0·2b30·9609·732c··>..--R.%..+0..s,00000400:·002d·2d52·9125·ccb0·2b30·9609·732c·3093··.--R.%..+0..s,0.
00000410:·3093·302b·8ea1·8d91·3e00·002d·2d52·9125··0.0+....>..--R.%00000410:·302b·8ea1·8d91·3e00·002d·2d52·9125·ccb0··0+....>..--R.%..
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00000440:·3093·307c·8ea1·8d91·3e00·002d·2d52·9125··0.0|....>..--R.%00000440:·307c·8ea1·8d91·3e00·002d·2d52·9125·ccb0··0|....>..--R.%..
00000450:·ccb0·7c91·2113·1a7c·8ea1·8d91·3e00·002d··..|.!..|....>..-00000450:·7c91·2113·1a7c·8ea1·8d91·3e00·002d·2d52··|.!..|....>..--R
00000460:·2d52·9125·ccb0·2b30·9609·732c·3093·302b··-R.%..+0..s,0.0+00000460:·9125·ccb0·2b30·9609·732c·3093·302b·8ea1··.%..+0..s,0.0+..
00000470:·8ea1·8d91·3e00·002d·2d52·9201·0898·d054··....>..--R.....T00000470:·8d91·3e00·002d·2d52·9201·0898·d054·7970··..>..--R.....Typ
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000004a0:·4591·04b9·9631·8ea1·a18d·913e·0000·2d2d··E....1.....>..--000004a0:·04b9·9631·8ea1·a18d·913e·0000·2d2d·5396··...1.....>..--S.
000004b0:·5396·04b9·9632·936f·6693·3338·8ea1·8d91··S....2.of.38....000004b0:·04b9·9632·936f·6693·3338·8ea1·8d91·3e00··...2.of.38....>.
000004c0:·3e00·0073·6574·656c·7428·6d2c·322c·332c··>..setelt(m,2,3,000004c0:·0073·6574·656c·7428·6d2c·322c·332c·3529··.setelt(m,2,3,5)
000004d0:·3529·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··5)....>..--R....000004d0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 000004e0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..
 000004f0:·2cc2·2832·2991·0973·2c35·8ea1·8d91·3e00··,.(2)..s,5....>.
 00000500:·002d·2d52·9201·0898·d054·7970·653a·9104··.--R.....Type:..
 00000510:·b996·506f·7369·7469·7665·496e·7465·6765··..PositiveIntege
 00000520:·728e·a18d·913e·0000·2d2d·4591·04b9·9632··r....>..--E....2
 00000530:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....3
 00000540:·936f·6693·3338·8ea1·8d91·3e00·006d·2831··.of.38....>..m(1
 00000550:·2c32·2996·04b9·963a·3d93·3130·8ea1·8d91··,2)....:=.10....
000004e0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R00000560:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
000004f0:·910e·2cc2·2832·2991·0973·2c35·8ea1·8d91··..,.(2)..s,5.... 
00000500:·3e00·002d·2d52·9201·0898·d054·7970·653a··>..--R.....Type: 
00000510:·9104·b996·506f·7369·7469·7665·496e·7465··....PositiveInte 
00000520:·6765·728e·a18d·913e·0000·2d2d·4591·04b9··ger....>..--E... 
00000530:·9632·8ea1·a18d·913e·0000·2d2d·5396·04b9··.2.....>..--S... 
00000540:·9633·936f·6693·3338·8ea1·8d91·3e00·006d··.3.of.38....>..m 
00000550:·2831·2c32·2996·04b9·963a·3d93·3130·8ea1··(1,2)....:=.10.. 
00000560:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..- 
00000570:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,.00000570:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2833··....>..--R..,.(3
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00000590:·2d2d·5292·0108·98d0·5479·7065·3a91·04b9··--R.....Type:...00000590:·5292·0108·98d0·5479·7065·3a91·04b9·9650··R.....Type:....P
000005a0:·9650·6f73·6974·6976·6549·6e74·6567·6572··.PositiveInteger000005a0:·6f73·6974·6976·6549·6e74·6567·6572·8ea1··ositiveInteger..
000005b0:·8ea1·8d91·3e00·002d·2d45·9104·b996·338e··....>..--E....3.000005b0:·8d91·3e00·002d·2d45·9104·b996·338e·a1a1··..>..--E....3...
000005c0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3493··....>..--S....4.000005c0:·8d91·3e00·002d·2d53·9604·b996·3493·6f66··..>..--S....4.of
000005d0:·6f66·9333·388e·a18d·913e·0000·6d8e·a18d··of.38....>..m...000005d0:·9333·388e·a18d·913e·0000·6d8e·a18d·913e··.38....>..m....>
000005e0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--000005e0:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.
000005f0:·528e·a18d·913e·0000·2d2d·5291·25cc·b02b··R....>..--R.%..+000005f0:·a18d·913e·0000·2d2d·5291·25cc·b02b·3096··...>..--R.%..+0.
00000600:·3096·0973·2c31·3093·302b·8ea1·8d91·3e00··0..s,10.0+....>.00000600:·0973·2c31·3093·302b·8ea1·8d91·3e00·002d··.s,10.0+....>..-
00000610:·002d·2d52·9625·ccb0·7c93·7c8e·a18d·913e··.--R.%..|.|....>00000610:·2d52·9625·ccb0·7c93·7c8e·a18d·913e·0000··-R.%..|.|....>..
00000620:·0000·2d2d·529b·0e2c·c228·3429·9609·732c··..--R..,.(4)..s,00000620:·2d2d·529b·0e2c·c228·3429·9609·732c·7c30··--R..,.(4)..s,|0
00000630:·7c30·9330·9835·7c8e·8e9f·1e00·008d·8d92··|0.0.5|.........00000630:·9330·9835·7c8e·8e9f·1e00·008d·8d92·0103··.0.5|...........
00000640:·0103·8000·c233·8e8e·8e8c·8b00·0000·0400··.....3..........00000640:·8000·c233·8e8e·8e8c·8b00·0000·0400·0000··...3............
00000650:·0000·0000·0000·0000·0000·0000·0000·0000··................00000650:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000660:·0000·0000·0000·0000·0000·0000·0000·0000··................00000660:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000670:·0000·0000·0002·15a0·0279·0000·8da0·fda3··.........y......00000670:·0000·0002·13a0·0279·0000·8da0·fda3·0000··.......y........
00000680:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........>00000680:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..
00000690:·0000·dc2d·2d52·9625·ccb0·7c93·7c8e·a40b··...--R.%..|.|...00000690:·dc2d·2d52·9625·ccb0·7c93·7c8e·a40b·0000··.--R.%..|.|.....
000006a0:·0000·8d91·3e00·002d·2d52·9125·ccb0·2b30··....>..--R.%..+0000006a0:·8d91·3e00·002d·2d52·9125·ccb0·2b30·9109··..>..--R.%..+0..
000006b0:·9109·732c·3091·0e2c·c230·2b8e·a18d·913e··..s,0..,.0+....>000006b0:·732c·3091·0e2c·c230·2b8e·a18d·913e·0000··s,0..,.0+....>..
000006c0:·0000·2d2d·5292·0108·98d0·5479·7065·3a91··..--R.....Type:.000006c0:·2d2d·5292·0108·98d0·5479·7065·3a91·04b9··--R.....Type:...
000006d0:·04b9·964d·6174·7269·7828·496e·7465·6765··...Matrix(Intege000006d0:·964d·6174·7269·7828·496e·7465·6765·7229··.Matrix(Integer)
000006e0:·7229·8ea1·8d91·3e00·002d·2d45·9104·b996··r)....>..--E....000006e0:·8ea1·8d91·3e00·002d·2d45·9104·b996·348e··....>..--E....4.
000006f0:·348e·a1a1·8d91·3e00·002d·2d53·9604·b996··4.....>..--S....000006f0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3593··....>..--S....5.
00000700:·3593·6f66·9333·388e·a18d·913e·0000·6d61··5.of.38....>..ma00000700:·6f66·9333·388e·a18d·913e·0000·6d61·7472··of.38....>..matr
00000710:·7472·6978·9104·b996·5b5b·312c·322c·332c··trix....[[1,2,3,00000710:·6978·9104·b996·5b5b·312c·322c·332c·345d··ix....[[1,2,3,4]
00000720:·345d·2c5b·302c·392c·382c·375d·5d8e·a18d··4],[0,9,8,7]]...00000720:·2c5b·302c·392c·382c·375d·5d8e·a18d·913e··,[0,9,8,7]]....>
00000730:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--00000730:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.
00000740:·528e·a18d·913e·0000·2d2d·5291·25cc·b02b··R....>..--R.%..+00000740:·a18d·913e·0000·2d2d·5291·25cc·b02b·3196··...>..--R.%..+1.
00000750:·3196·0973·2c32·9333·9334·2b8e·a18d·913e··1..s,2.3.4+....>00000750:·0973·2c32·9333·9334·2b8e·a18d·913e·0000··.s,2.3.4+....>..
00000760:·0000·2d2d·5291·0e2c·c228·3529·9109·732c··..--R..,.(5)..s,00000760:·2d2d·5291·0e2c·c228·3529·9109·732c·7c91··--R..,.(5)..s,|.
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./usr/share/doc/axiom-doc/src/input/matrix22.input.dvi.gz
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matrix22.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.
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00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9260··..?............`00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9260··..?............`
00000090:·8df3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·8df3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
Offset 12, 481 lines modifiedOffset 12, 481 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746d·6174·7269·7832·322e··put..7tmatrix22.000000d0:·7075·7491·0537·746d·6174·7269·7832·322e··put..7tmatrix22.
000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........
000000f0:·00e1·b0cf·f323·58ab·510b·000c·0000·000c··.....#X.Q.......000000f0:·00e1·b0cf·f323·58ab·510b·000c·0000·000c··.....#X.Q.......
00000100:·0000·0005·636d·7231·32ce·5469·6d6f·7468··....cmr12.Timoth00000100:·0000·0005·636d·7231·32ce·5469·6d6f·7468··....cmr12.Timoth
00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....00000110:·90ac·7279·9103·eaa8·4461·6c79·8e8e·8e8e··..ry....Daly....
00000120:·8e9f·1788·8b8d·9200·d7bc·6446·91ff·0556··..........dF...V00000120:·8e9f·1766·6a8d·9200·da2f·0d4a·616e·90ac··...fj..../.Jan..
00000130:·6562·7275·6172·7996·03ea·a832·302c·9332··ebruary....20,.200000130:·7275·6172·7996·03ea·a832·302c·9332·3032··ruary....20,.202
00000140:·3032·358e·9f24·0001·8d92·00f1·a14b·f32d··025..$.......K.-00000140:·348e·9f24·0001·8d92·00f1·a14b·f32d·740c··4..$.......K.-t.
00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000160:·6278·39d8·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....00000160:·39d8·4162·7374·7261·6374·8e9f·0fac·d18e··9.Abstract......
00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·174b··...............K00000170:·9f1e·0000·8d8d·9201·0380·00f3·174b·f160··.............K.`
00000180:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr00000180:·7900·0a00·0000·0a00·0000·0563·6d72·3130··y..........cmr10
00000190:·3130·c231·8e8e·8e8c·8b00·0000·0200·0000··10.1............00000190:·c231·8e8e·8e8c·8b00·0000·0200·0000·0000··.1..............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·2aa0·0279·0000·8da0·fda3·0000··....*..y........000001c0:·0000·2aa0·0279·0000·8da0·fda3·0000·a002··..*..y..........
000001d0:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..000001d0:·3f00·008d·a0fd·e400·008d·913e·0000·f32f··?..........>.../
000001e0:·f32f·c2d6·4ea0·000e·6666·000c·0000·0006··./..N...ff......000001e0:·c2d6·4ea0·000e·6666·000c·0000·0006·636d··..N...ff......cm
000001f0:·636d·6278·3132·da43·6f6e·958c·cc74·656e··cmbx12.Con...ten000001f0:·6278·3132·da43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t
00000200:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............00000200:·738e·8e9f·1e00·008d·8d92·0103·8000·c232··s..............2
00000210:·c232·8e8e·8e8c·8b00·0000·0300·0000·0000··.2..............00000210:·8e8e·8e8c·8b00·0000·0300·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0001··................
00000240:·0001·98a0·0279·0000·8da0·fda3·0000·a002··.....y..........00000240:·96a0·0279·0000·8da0·fda3·0000·a002·3f00··...y..........?.
00000250:·3f00·008d·a0fd·e400·008d·8d91·3e00·00da··?...........>...00000250:·008d·a0fd·e400·008d·8d91·3e00·00da·318e··..........>...1.
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./usr/share/doc/axiom-doc/src/input/mfinfact.input.dvi.gz
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mfinfact.input.dvi
    
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Offset 12, 238 lines modifiedOffset 12, 238 lines modified
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./usr/share/doc/axiom-doc/src/input/monitortest.input.dvi.gz
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monitortest.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/mpoly.input.dvi.gz
34.8 KB
mpoly.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/mset2.input.dvi
    
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Offset 12, 216 lines modifiedOffset 12, 216 lines modified
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259 KB
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13.7 KB
./usr/share/doc/axiom-doc/src/input/negfloats.input.dvi
    
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Offset 12, 100 lines modifiedOffset 12, 100 lines modified
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./usr/share/doc/axiom-doc/src/input/newlodo.input.dvi.gz
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newlodo.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 1478 lines modifiedOffset 12, 1478 lines modified
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nonlinhomodiffeq.input.dvi
    
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000000c0:·5350·91fe·a556·4144·2f73·7263·2f69·6e70··SP...VAD/src/inp000000c0:·5350·91fe·a556·4144·2f73·7263·2f69·6e70··SP...VAD/src/inp
000000d0:·7574·9105·3774·6e6f·6e6c·696e·686f·6d6f··ut..7tnonlinhomo000000d0:·7574·9105·3774·6e6f·6e6c·696e·686f·6d6f··ut..7tnonlinhomo
000000e0:·9073·8e64·690b·6571·2e69·6e70·7574·8e9f··.s.di.eq.input..000000e0:·9073·8e64·690b·6571·2e69·6e70·7574·8e9f··.s.di.eq.input..
000000f0:·22fa·ff8d·8d8d·8d8d·9200·fe2a·b1f3·2358··"..........*..#X000000f0:·22fa·ff8d·8d8d·8d8d·9200·fe2a·b1f3·2358··"..........*..#X
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00000110:·3132·ce6a·7631·8e8e·8e8e·8e9f·1788·8b8d··12.jv1..........00000110:·3132·ce6a·7631·8e8e·8e8e·8e9f·1766·6a8d··12.jv1.......fj.
00000120:·9200·d7bc·6446·91ff·0556·6562·7275·6172··....dF...Vebruar00000120:·9200·da2f·0d4a·616e·90ac·7275·6172·7996··.../.Jan..ruary.
00000130:·7996·03ea·a832·302c·9332·3032·358e·9f24··y....20,.2025..$00000130:·03ea·a832·302c·9332·3032·348e·9f24·0001··...20,.2024..$..
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00000150:·0000·0009·0000·0005·636d·6278·39d8·4162··........cmbx9.Ab00000150:·0009·0000·0005·636d·6278·39d8·4162·7374··......cmbx9.Abst
00000160:·7374·7261·6374·8e9f·0fac·d18e·9f1e·0000··stract..........00000160:·7261·6374·8e9f·0fac·d18e·9f1e·0000·8d8d··ract............
00000170:·8d8d·9201·0380·00f3·174b·f160·7900·0a00··.........K.`y...00000170:·9201·0380·00f3·174b·f160·7900·0a00·0000··.......K.`y.....
00000180:·0000·0a00·0000·0563·6d72·3130·c231·8e8e··.......cmr10.1..00000180:·0a00·0000·0563·6d72·3130·c231·8e8e·8e8c··.....cmr10.1....
00000190:·8e8c·8b00·0000·0200·0000·0000·0000·0000··................00000190:·8b00·0000·0200·0000·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·2aa0··..............*.000001b0:·0000·0000·0000·0000·0000·0000·2aa0·0279··............*..y
000001c0:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...000001c0:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....
000001d0:·a0fd·e400·008d·913e·0000·f32f·c2d6·4ea0··.......>.../..N.000001d0:·e400·008d·913e·0000·f32f·c2d6·4ea0·000e··.....>.../..N...
000001e0:·000e·6666·000c·0000·0006·636d·6278·3132··..ff......cmbx12000001e0:·6666·000c·0000·0006·636d·6278·3132·da43··ff......cmbx12.C
000001f0:·da43·6f6e·958c·cc74·656e·9374·738e·8e9f··.Con...ten.ts...000001f0:·6f6e·958c·cc74·656e·9374·738e·8e9f·1e00··on...ten.ts.....
00000200:·1e00·008d·8d92·0103·8000·c232·8e8e·8e8c··...........2....00000200:·008d·8d92·0103·8000·c232·8e8e·8e8c·8b00··.........2......
00000210:·8b00·0000·0300·0000·0000·0000·0000·0000··................00000210:·0000·0300·0000·0000·0000·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000250:·e400·00a9·0c00·008d·9176·e7cf·f330·1af2··.........v...0..00000250:·00a9·0c00·008d·9176·e7cf·f330·1af2·2256··.......v...0.."V
00000260:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx00000260:·000a·0000·000a·0000·0006·636d·6278·3130··..........cmbx10
00000270:·3130·db7c·9603·d554·2a93·7c8e·9f12·999a··10.|...T*.|.....00000270:·db7c·9603·d554·2a93·7c8e·9f12·999a·8d91··.|...T*.|.......
00000280:·8d91·3e00·00f3·31df·a44e·0000·0900·0000··..>...1..N......00000280:·3e00·00f3·31df·a44e·0000·0900·0000·0900··>...1..N........
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000002a0:·04b9·9662·7265·616b·9372·6573·756d·658e··...break.resume.000002a0:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume...
000002b0:·a40b·0000·8d91·3e00·0029·7379·7396·04b9··......>..)sys...000002b0:·0000·8d91·3e00·0029·7379·7396·04b9·9672··....>..)sys....r
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000002f0:·6f6e·6c69·6e68·6f6d·6f64·6966·6665·712e··onlinhomodiffeq.000002f0:·6c69·6e68·6f6d·6f64·6966·6665·712e·6f75··linhomodiffeq.ou
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00000330:·04b9·966d·6573·7361·6765·9361·7574·6f93··...message.auto.00000330:·966d·6573·7361·6765·9361·7574·6f93·6f66··.message.auto.of
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00000370:·91ff·2aaa·6573·7496·0355·5531·3a91·0471··..*.est..UU1:..q00000370:·2aaa·6573·7496·0355·5531·3a91·0471·c773··*.est..UU1:..q.s
00000380:·c773·6f6c·769a·b8e3·6593·6193·7369·6d70··.solv...e.a.simp00000380:·6f6c·769a·b8e3·6593·6193·7369·6d70·6c65··olv...e.a.simple
00000390:·6c65·936e·6f6e·6c69·6e65·6172·9368·6f6d··le.nonlinear.hom00000390:·936e·6f6e·6c69·6e65·6172·9368·6f6d·6f67··.nonlinear.homog
000003a0:·6f67·656e·656f·7573·9364·690b·6572·656e··ogeneous.di.eren000003a0:·656e·656f·7573·9364·690b·6572·656e·9874··eneous.di.eren.t
000003b0:·9874·6961·6c93·6571·7561·7469·6f6e·8ea6··.tial.equation..000003b0:·6961·6c93·6571·7561·7469·6f6e·8ea6·8d91··ial.equation....
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000003f0:·04b9·963a·3d93·6f70·6572·6174·6f72·9379··...:=.operator.y000003f0:·963a·3d93·6f70·6572·6174·6f72·9379·8ea1··.:=.operator.y..
00000400:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.00000400:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
00000410:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R.. 
00000420:·2cc2·2831·2991·0973·2c79·8ea1·8d91·3e00··,.(1)..s,y....>. 
00000430:·002d·2d52·9201·120b·fc54·7970·653a·9104··.--R.....Type:.. 
00000440:·b996·4261·7369·634f·7065·7261·746f·728e··..BasicOperator. 
00000450:·a18d·913e·0000·2d2d·4591·04b9·9631·8ea1··...>..--E....1.. 
00000460:·a18d·913e·0000·2d2d·5396·04b9·9632·936f··...>..--S....2.o 
00000470:·6693·3539·8ea1·8d91·3e00·0064·6571·3196··f.59....>..deq1. 
00000480:·04b9·963a·3d93·4428·7928·7829·2c78·2993··...:=.D(y(x),x). 
00000490:·3d93·392d·7928·7829·5e32·8ea1·8d91·3e00··=.9-y(x)^2....>. 
000004a0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R.. 
000004b0:·8d91·3e00·002d·2d52·912a·8646·2c91·33f9··..>..--R.*.F,.3. 
000004c0:·7232·8ea1·8d91·3e00·002d·2d52·910e·2cc2··r2....>..--R..,.00000410:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,.
 00000420:·2831·2991·0973·2c79·8ea1·8d91·3e00·002d··(1)..s,y....>..-
 00000430:·2d52·9201·120b·fc54·7970·653a·9104·b996··-R.....Type:....
 00000440:·4261·7369·634f·7065·7261·746f·728e·a18d··BasicOperator...
 00000450:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1....
 00000460:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of.
 00000470:·3539·8ea1·8d91·3e00·0064·6571·3196·04b9··59....>..deq1...
 00000480:·963a·3d93·4428·7928·7829·2c78·2993·3d93··.:=.D(y(x),x).=.
 00000490:·392d·7928·7829·5e32·8ea1·8d91·3e00·002d··9-y(x)^2....>..-
 000004a0:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....
 000004b0:·3e00·002d·2d52·912a·8646·2c91·33f9·7232··>..--R.*.F,.3.r2
 000004c0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2
000004d0:·2832·299b·0973·2c79·9604·b996·2878·293d··(2)..s,y....(x)=000004d0:·299b·0973·2c79·9604·b996·2878·293d·932d··)..s,y....(x)=.-
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00000500:·00c6·729c·5479·7065·3a91·04b9·9645·7175··..r.Type:....Equ00000500:·729c·5479·7065·3a91·04b9·9645·7175·6174··r.Type:....Equat
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00000550:·a18d·913e·0000·736f·6c76·6528·6465·7131··...>..solve(deq100000550:·913e·0000·736f·6c76·6528·6465·7131·2c79··.>..solve(deq1,y
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00000590:·7928·7829·932b·9333·2993·2b93·6c6f·6728··y(x).+.3).+.log(00000590:·7829·932b·9333·2993·2b93·6c6f·6728·7928··x).+.3).+.log(y(
000005a0:·7928·7829·932d·9333·2993·2b93·3678·8ea1··y(x).-.3).+.6x..000005a0:·7829·932d·9333·2993·2b93·3678·8ea1·8d91··x).-.3).+.6x....
000005b0:·8d91·3e00·002d·2d52·910e·2cc2·2833·2991··..>..--R..,.(3).000005b0:·3e00·002d·2d52·910e·2cc2·2833·2991·0973··>..--R..,.(3)..s
000005c0:·0973·2c2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··.s,-------------000005c0:·2c2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··,---------------
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noonburg.input.dvi
    
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000004d0:·2cc2·3934·3835·3332·3737·3532·3432·3432··,.94853277524242000004d0:·3934·3835·3332·3737·3532·3432·3432·3430··9485327752424240
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00000560:·3030·3030·3030·3030·3030·3030·3030·3030··000000000000000000000560:·3030·3030·3030·3030·3030·3030·3030·3030··0000000000000000
00000570:·3030·3030·3030·8ea1·8d91·3e00·002d·2d52··000000....>..--R00000570:·3030·3030·8ea1·8d91·3e00·002d·2d52·9201··0000....>..--R..
00000580:·9201·0898·d054·7970·653a·9104·b996·506f··.....Type:....Po00000580:·0898·d054·7970·653a·9104·b996·506f·7369··...Type:....Posi
00000590:·7369·7469·7665·496e·7465·6765·728e·a18d··sitiveInteger...00000590:·7469·7665·496e·7465·6765·728e·a18d·913e··tiveInteger....>
000005a0:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1....000005a0:·0000·2d2d·4591·04b9·9631·8ea1·a18d·913e··..--E....1.....>
000005b0:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of.000005b0:·0000·2d2d·5396·04b9·9632·936f·6693·3736··..--S....2.of.76
000005c0:·3736·8ea1·8d91·3e00·0079·9604·b996·3a3d··76....>..y....:=000005c0:·8ea1·8d91·3e00·0079·9604·b996·3a3d·9332··....>..y....:=.2
000005d0:·9332·5e39·3093·2d93·318e·a18d·913e·0000··.2^90.-.1....>..000005d0:·5e39·3093·2d93·318e·a18d·913e·0000·2d2d··^90.-.1....>..--
000005e0:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...000005e0:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
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00000610:·3830·3237·3438·3939·3132·3432·3233·8ea1··80274899124223..00000610:·3237·3438·3939·3132·3432·3233·8ea1·8d91··274899124223....
00000620:·8d91·3e00·002d·2d52·9201·0898·d054·7970··..>..--R.....Typ00000620:·3e00·002d·2d52·9201·0898·d054·7970·653a··>..--R.....Type:
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00000640:·7465·6765·728e·a18d·913e·0000·2d2d·4591··teger....>..--E.00000640:·6765·728e·a18d·913e·0000·2d2d·4591·04b9··ger....>..--E...
00000650:·04b9·9632·8ea1·a18d·913e·0000·2d2d·5396··...2.....>..--S.00000650:·9632·8ea1·a18d·913e·0000·2d2d·5396·04b9··.2.....>..--S...
00000660:·04b9·9633·936f·6693·3736·8ea1·8d91·3e00··...3.of.76....>.00000660:·9633·936f·6693·3736·8ea1·8d91·3e00·0078··.3.of.76....>..x
00000670:·0078·9604·b996·2b93·798e·a18d·913e·0000··.x....+.y....>..00000670:·9604·b996·2b93·798e·a18d·913e·0000·2d2d··....+.y....>..--
00000680:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...00000680:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
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000006a0:·8d91·3e00·002d·2d52·9109·732c·3738·3836··..>..--R..s,7886000006a0:·3e00·002d·2d52·9109·732c·3738·3836·3537··>..--R..s,788657
000006b0:·3537·3836·3733·3634·3739·3035·3033·3535··5786736479050355000006b0:·3836·3733·3634·3739·3035·3033·3535·3233··8673647905035523
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00000760:·c232·3939·3331·3131·3334·3632·3835·3732··.29931113462857200000760:·3939·3331·3131·3334·3632·3835·3732·3730··9931113462857270
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./usr/share/doc/axiom-doc/src/input/numericgamma.input.dvi.gz
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numericgamma.input.dvi
    
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00000090:·f322·de91·19c6·0011·47ae·0011·47ae·0008··."......G...G...00000090:·f322·de91·19c6·0011·47ae·0011·47ae·0008··."......G...G...
Offset 12, 922 lines modifiedOffset 12, 921 lines modified
000000b0:·0011·47ae·0011·47ae·0005·636d·7231·37cc··..G...G...cmr17.000000b0:·0011·47ae·0011·47ae·0005·636d·7231·37cc··..G...G...cmr17.
000000c0:·5350·91fe·a556·4144·2f73·7263·2f69·6e70··SP...VAD/src/inp000000c0:·5350·91fe·a556·4144·2f73·7263·2f69·6e70··SP...VAD/src/inp
000000d0:·7574·9105·3774·6e90·8c71·756d·6572·6963··ut..7tn..qumeric000000d0:·7574·9105·3774·6e90·8c71·756d·6572·6963··ut..7tn..qumeric
000000e0:·6761·6d6d·612e·696e·7075·748e·9f22·faff··gamma.input.."..000000e0:·6761·6d6d·612e·696e·7075·748e·9f22·faff··gamma.input.."..
000000f0:·8d8d·8d8d·8d92·00ee·aa60·f323·58ab·510b··.........`.#X.Q.000000f0:·8d8d·8d8d·8d92·00ee·aa60·f323·58ab·510b··.........`.#X.Q.
00000100:·000c·0000·000c·0000·0005·636d·7231·32ce··..........cmr12.00000100:·000c·0000·000c·0000·0005·636d·7231·32ce··..........cmr12.
00000110:·4269·6c6c·9103·eaa8·5090·ac72·6167·658e··Bill....P..rage.00000110:·4269·6c6c·9103·eaa8·5090·ac72·6167·658e··Bill....P..rage.
00000120:·8e8e·8e8e·9f17·888b·8d92·00d7·bc64·4691··.............dF.00000120:·8e8e·8e8e·9f17·666a·8d92·00da·2f0d·4a61··......fj..../.Ja
00000130:·ff05·5665·6272·7561·7279·9603·eaa8·3230··..Vebruary....2000000130:·6e90·ac72·7561·7279·9603·eaa8·3230·2c93··n..ruary....20,.
00000140:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.
00000150:·4bf3·2d74·0c89·3a00·0900·0000·0900·0000··K.-t..:.........00000150:·2d74·0c89·3a00·0900·0000·0900·0000·0563··-t..:..........c
00000160:·0563·6d62·7839·d841·6273·7472·6163·748e··.cmbx9.Abstract.00000160:·6d62·7839·d841·6273·7472·6163·748e·9f0f··mbx9.Abstract...
00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f317··................
00000180:·f317·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm
00000190:·636d·7231·30c2·318e·8e8e·8c8b·0000·0002··cmr10.1.........00000190:·7231·30c2·318e·8e8e·8c8b·0000·0002·0000··r10.1...........
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......
000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.
000001e0:·3e00·00f3·2fc2·d64e·a000·0e66·6600·0c00··>.../..N...ff...000001e0:·00f3·2fc2·d64e·a000·0e66·6600·0c00·0000··../..N...ff.....
000001f0:·0000·0663·6d62·7831·32da·436f·6e95·8ccc··...cmbx12.Con...000001f0:·0663·6d62·7831·32da·436f·6e95·8ccc·7465··.cmbx12.Con...te
00000200:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............
00000210:·0380·00c2·328e·8e8e·8c8b·0000·0003·0000··....2...........00000210:·00c2·328e·8e8e·8c8b·0000·0003·0000·0000··..2.............
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0000·019b·a002·7900·008d·a0fd·a300··........y.......00000240:·0000·0199·a002·7900·008d·a0fd·a300·00a0··......y.........
00000250:·00a0·023f·0000·8da0·fde4·0000·9f0c·0000··...?............00000250:·023f·0000·8da0·fde4·0000·9f0c·0000·8d91··.?..............
00000260:·8d91·76e7·cff3·301a·f222·5600·0a00·0000··..v...0.."V.....00000260:·76e7·cff3·301a·f222·5600·0a00·0000·0a00··v...0.."V.......
00000270:·0a00·0000·0663·6d62·7831·30db·7c96·03d5··.....cmbx10.|...00000270:·0000·0663·6d62·7831·30db·7c96·03d5·542a··...cmbx10.|...T*
00000280:·542a·937c·8e9f·1300·008d·913e·0000·f331··T*.|.......>...100000280:·937c·8e9f·1300·008d·913e·0000·f331·dfa4··.|.......>...1..
00000290:·dfa4·4e00·0009·0000·0009·0000·0005·636d··..N...........cm00000290:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt
000002a0:·7474·39dc·2973·6574·9604·b996·6272·6561··tt9.)set....brea000002a0:·39dc·2973·6574·9604·b996·6272·6561·6b93··9.)set....break.
000002b0:·6b93·7265·7375·6d65·8ea4·0b00·008d·913e··k.resume.......>000002b0:·7265·7375·6d65·8ea4·0b00·008d·913e·0000··resume.......>..
000002c0:·0000·2973·7973·9604·b996·726d·932d·6693··..)sys....rm.-f.000002c0:·2973·7973·9604·b996·726d·932d·6693·6e75··)sys....rm.-f.nu
000002d0:·6e75·6d65·7269·6367·616d·6d61·2e6f·7574··numericgamma.out000002d0:·6d65·7269·6367·616d·6d61·2e6f·7574·7075··mericgamma.outpu
000002e0:·7075·748e·a18d·913e·0000·2973·706f·6f6c··put....>..)spool000002e0:·748e·a18d·913e·0000·2973·706f·6f6c·9104··t....>..)spool..
000002f0:·9104·b996·6e75·6d65·7269·6367·616d·6d61··....numericgamma000002f0:·b996·6e75·6d65·7269·6367·616d·6d61·2e6f··..numericgamma.o
00000300:·2e6f·7574·7075·748e·a18d·913e·0000·2973··.output....>..)s00000300:·7574·7075·748e·a18d·913e·0000·2973·6574··utput....>..)set
00000310:·6574·9604·b996·6d65·7373·6167·6593·7465··et....message.te00000310:·9604·b996·6d65·7373·6167·6593·7465·7374··....message.test
00000320:·7374·936f·6e8e·a18d·913e·0000·2973·6574··st.on....>..)set00000320:·936f·6e8e·a18d·913e·0000·2973·6574·9604··.on....>..)set..
00000330:·9604·b996·6d65·7373·6167·6593·6175·746f··....message.auto00000330:·b996·6d65·7373·6167·6593·6175·746f·936f··..message.auto.o
00000340:·936f·6666·8ea1·8d91·3e00·0029·636c·6561··.off....>..)clea00000340:·6666·8ea1·8d91·3e00·0029·636c·6561·7291··ff....>..)clear.
00000350:·7291·04b9·9661·6c6c·8ea1·8d91·3e00·0029··r....all....>..)00000350:·04b9·9661·6c6c·8ea1·8d91·3e00·0029·7379··...all....>..)sy
00000360:·7379·7396·04b9·9663·7093·2441·5849·4f4d··sys....cp.$AXIOM00000360:·7396·04b9·9663·7093·2441·5849·4f4d·2f2e··s....cp.$AXIOM/.
00000370:·2f2e·2e2f·2e2e·2f73·7263·2f69·6e70·7574··/../../src/input00000370:·2e2f·2e2e·2f73·7263·2f69·6e70·7574·2f6e··./../src/input/n
00000380:·2f6e·756d·6572·6963·6761·6d6d·612e·696e··/numericgamma.in00000380:·756d·6572·6963·6761·6d6d·612e·696e·7075··umericgamma.inpu
00000390:·7075·742e·7061·6d70·686c·6574·932e·8ea1··put.pamphlet....00000390:·742e·7061·6d70·686c·6574·932e·8ea1·8d91··t.pamphlet......
000003a0:·8d91·3e00·0029·6c69·7370·9604·b996·2874··..>..)lisp....(t000003a0:·3e00·0029·6c69·7370·9604·b996·2874·616e··>..)lisp....(tan
000003b0:·616e·676c·6593·226e·756d·6572·6963·6761··angle."numericga000003b0:·676c·6593·226e·756d·6572·6963·6761·6d6d··gle."numericgamm
000003c0:·6d6d·612e·696e·7075·742e·7061·6d70·686c··mma.input.pamphl000003c0:·612e·696e·7075·742e·7061·6d70·686c·6574··a.input.pamphlet
000003d0:·6574·2293·2273·6678·2e73·7061·6422·9322··et"."sfx.spad"."000003d0:·2293·2273·6678·2e73·7061·6422·9322·7366··"."sfx.spad"."sf
000003e0:·7366·782e·7370·6164·2229·8ea1·8d91·3e00··sfx.spad")....>.000003e0:·782e·7370·6164·2229·8ea1·8d91·3e00·0029··x.spad")....>..)
000003f0:·0029·636f·9104·b996·7366·782e·7370·6164··.)co....sfx.spad000003f0:·636f·9104·b996·7366·782e·7370·6164·8ea1··co....sfx.spad..
00000400:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9631··.....>..--S....100000400:·a18d·913e·0000·2d2d·5396·04b9·9631·936f··...>..--S....1.o
00000410:·936f·6693·3336·8ea1·8d91·3e00·0047·616d··.of.36....>..Gam00000410:·6693·3336·8ea1·8d91·3e00·0047·616d·2861··f.36....>..Gam(a
00000420:·2861·3a46·6c6f·6174·2c78·3a46·6c6f·6174··(a:Float,x:Float00000420:·3a46·6c6f·6174·2c78·3a46·6c6f·6174·293a··:Float,x:Float):
00000430:·293a·466c·6f61·7491·04b9·963d·3d8e·a18d··):Float....==...00000430:·466c·6f61·7491·04b9·963d·3d8e·a18d·9147··Float....==....G
00000440:·9147·732c·6966·9604·b996·7893·3c93·302e··.Gs,if....x.<.0. 
00000450:·3093·6f72·9361·933c·9330·2e30·9374·6865··0.or.a.<.0.0.the 
00000460:·6e93·6572·726f·7293·2249·6e76·616c·6964··n.error."Invalid 
00000470:·9361·7267·756d·656e·7473·228e·a18d·9147··.arguments"....G 
00000480:·732c·6966·9604·b996·7893·3d93·302e·3093··s,if....x.=.0.0.00000440:·732c·6966·9604·b996·7893·3c93·302e·3093··s,if....x.<.0.0.
 00000450:·6f72·9361·933c·9330·2e30·9374·6865·6e93··or.a.<.0.0.then.
 00000460:·6572·726f·7293·2249·6e76·616c·6964·9361··error."Invalid.a
 00000470:·7267·756d·656e·7473·228e·a18d·9147·732c··rguments"....Gs,
 00000480:·6966·9604·b996·7893·3d93·302e·3093·7468··if....x.=.0.0.th
00000490:·7468·656e·9372·6574·7572·6e93·4761·6d6d··then.return.Gamm00000490:·656e·9372·6574·7572·6e93·4761·6d6d·6128··en.return.Gamma(
000004a0:·6128·6129·8ea1·a18d·9147·732c·4954·4d41··a(a).....Gs,ITMA000004a0:·6129·8ea1·a18d·9147·732c·4954·4d41·5896··a).....Gs,ITMAX.
000004b0:·5896·04b9·963d·3d3e·9331·3030·9125·ccb0··X....==>.100.%..000004b0:·04b9·963d·3d3e·9331·3030·9125·ccb0·2d2d··...==>.100.%..--
000004c0:·2d2d·934d·6178·696d·756d·9361·6c6c·6f77··--.Maximum.allow000004c0:·934d·6178·696d·756d·9361·6c6c·6f77·6564··.Maximum.allowed
000004d0:·6564·936e·756d·6265·7293·6f66·9369·7465··ed.number.of.ite000004d0:·936e·756d·6265·7293·6f66·9369·7465·7261··.number.of.itera
000004e0:·7261·7469·6f6e·738e·a18d·9147·732c·4650··rations....Gs,FP000004e0:·7469·6f6e·738e·a18d·9147·732c·4650·4d49··tions....Gs,FPMI
000004f0:·4d49·4e96·04b9·963d·3d3e·9331·2e30·652d··MIN....==>.1.0e-000004f0:·4e96·04b9·963d·3d3e·9331·2e30·652d·3130··N....==>.1.0e-10
00000500:·3130·3030·9109·732c·2d2d·936e·6561·7293··1000..s,--.near.00000500:·3030·9109·732c·2d2d·936e·6561·7293·7468··00..s,--.near.th
00000510:·7468·6593·736d·616c·6c65·7374·9372·6570··the.smallest.rep00000510:·6593·736d·616c·6c65·7374·9372·6570·7265··e.smallest.repre
00000520:·7265·7365·6e74·6162·6c65·936e·756d·6265··resentable.numbe00000520:·7365·6e74·6162·6c65·936e·756d·6265·728e··sentable.number.
00000530:·728e·a18d·9200·aaac·7a2d·2d96·04b9·9628··r.......z--....(00000530:·a18d·9200·aaac·7a2d·2d96·04b9·9628·7468··......z--....(th
00000540:·7468·6572·6593·6973·936e·6f93·736d·616c··there.is.no.smal00000540:·6572·6593·6973·936e·6f93·736d·616c·6c65··ere.is.no.smalle
00000550:·6c65·7374·9372·6570·7265·7365·6e74·6162··lest.representab00000550:·7374·9372·6570·7265·7365·6e74·6162·6c65··st.representable
00000560:·6c65·9366·6c6f·6174·298e·a1a1·8d91·4773··le.float).....Gs00000560:·9366·6c6f·6174·298e·a1a1·8d91·4773·2c45··.float).....Gs,E
00000570:·2c45·5053·9604·b996·3a3d·9328·3130·2e30··,EPS....:=.(10.000000570:·5053·9604·b996·3a3d·9328·3130·2e30·2a2a··PS....:=.(10.0**
00000580:·2a2a·282d·6469·6769·7473·2829·2446·6c6f··**(-digits()$Flo00000580:·282d·6469·6769·7473·2829·2446·6c6f·6174··(-digits()$Float
00000590:·6174·2b31·2929·2446·6c6f·6174·9109·732c··at+1))$Float..s,00000590:·2b31·2929·2446·6c6f·6174·9109·732c·2d2d··+1))$Float..s,--
000005a0:·2d2d·9352·656c·6174·6976·6593·6163·6375··--.Relative.accu000005a0:·9352·656c·6174·6976·6593·6163·6375·7261··.Relative.accura
000005b0:·7261·6379·8ea1·a18d·9147·732c·616e·3a91··racy.....Gs,an:.000005b0:·6379·8ea1·a18d·9147·732c·616e·3a91·04b9··cy.....Gs,an:...
000005c0:·04b9·9646·6c6f·6174·8ea1·8d91·4773·2c64··...Float....Gs,d000005c0:·9646·6c6f·6174·8ea1·8d91·4773·2c64·656c··.Float....Gs,del
000005d0:·656c·3a91·04b9·9646·6c6f·6174·8ea1·a18d··el:....Float....000005d0:·3a91·04b9·9646·6c6f·6174·8ea1·a18d·9147··:....Float.....G
000005e0:·9147·732c·623a·466c·6f61·743a·3d78·2b31··.Gs,b:Float:=x+1000005e0:·732c·623a·466c·6f61·743a·3d78·2b31·2e30··s,b:Float:=x+1.0
000005f0:·2e30·2d61·9117·9fee·2d2d·9604·b996·5365··.0-a....--....Se000005f0:·2d61·9117·9fee·2d2d·9604·b996·5365·7493··-a....--....Set.
00000600:·7493·7570·9366·6f72·9365·7661·6c75·6174··t.up.for.evaluat00000600:·7570·9366·6f72·9365·7661·6c75·6174·696e··up.for.evaluatin
00000610:·696e·6793·636f·6e74·696e·7565·6493·6672··ing.continued.fr00000610:·6793·636f·6e74·696e·7565·6493·6672·6163··g.continued.frac
00000620:·6163·7469·6f6e·738e·a18d·9147·732c·633a··actions....Gs,c:00000620:·7469·6f6e·738e·a18d·9147·732c·633a·466c··tions....Gs,c:Fl
00000630:·466c·6f61·743a·3d31·2e30·2f46·504d·494e··Float:=1.0/FPMIN00000630:·6f61·743a·3d31·2e30·2f46·504d·494e·910e··oat:=1.0/FPMIN..
00000640:·910e·2cc2·2d2d·9604·b996·6279·936d·6f64··..,.--....by.mod00000640:·2cc2·2d2d·9604·b996·6279·936d·6f64·6966··,.--....by.modif
00000650:·6966·6965·6493·4c65·6e74·7a27·7393·6d65··ified.Lentz's.me00000650:·6965·6493·4c65·6e74·7a27·7393·6d65·7468··ied.Lentz's.meth
00000660:·7468·6f64·8ea1·8d91·4773·2c64·3a46·6c6f··thod....Gs,d:Flo00000660:·6f64·8ea1·8d91·4773·2c64·3a46·6c6f·6174··od....Gs,d:Float
00000670:·6174·3a3d·312e·302f·6291·2113·1a2d·2d96··at:=1.0/b.!..--.00000670:·3a3d·312e·302f·6291·2113·1a2d·2d96·04b9··:=1.0/b.!..--...
00000680:·04b9·9677·6974·6893·625f·3093·3d93·308e··...with.b_0.=.0.00000680:·9677·6974·6893·625f·3093·3d93·308e·a18d··.with.b_0.=.0...
00000690:·a18d·9147·732c·683a·466c·6f61·743a·3d64··...Gs,h:Float:=d00000690:·9147·732c·683a·466c·6f61·743a·3d64·8ea1··.Gs,h:Float:=d..
000006a0:·8ea1·8d91·4773·2c69·3a3d·318e·a18d·9147··....Gs,i:=1....G000006a0:·8d91·4773·2c69·3a3d·318e·a18d·9147·732c··..Gs,i:=1....Gs,
000006b0:·732c·7265·7065·6174·9146·dfca·2d2d·9604··s,repeat.F..--..000006b0:·7265·7065·6174·9146·dfca·2d2d·9604·b996··repeat.F..--....
000006c0:·b996·6974·6572·6174·6593·746f·9363·6f6e··..iterate.to.con000006c0:·6974·6572·6174·6593·746f·9363·6f6e·7665··iterate.to.conve
000006d0:·7665·7267·656e·6365·8ea1·8d91·50e6·5861··vergence....P.Xa000006d0:·7267·656e·6365·8ea1·8d91·50e6·5861·6e3a··rgence....P.Xan:
000006e0:·6e3a·3d2d·692a·2869·2d61·298e·a18d·9150··n:=-i*(i-a)....P000006e0:·3d2d·692a·2869·2d61·298e·a18d·9150·e658··=-i*(i-a)....P.X
000006f0:·e658·623a·3d62·2b32·2e30·8ea1·8d91·50e6··.Xb:=b+2.0....P.000006f0:·623a·3d62·2b32·2e30·8ea1·8d91·50e6·5864··b:=b+2.0....P.Xd
00000700:·5864·3a3d·616e·2a64·2b62·8ea1·8d91·50e6··Xd:=an*d+b....P.00000700:·3a3d·616e·2a64·2b62·8ea1·8d91·50e6·5869··:=an*d+b....P.Xi
00000710:·5869·6696·04b9·9661·6273·2864·2993·3c93··Xif....abs(d).<.00000710:·6696·04b9·9661·6273·2864·2993·3c93·4650··f....abs(d).<.FP
00000720:·4650·4d49·4e93·7468·656e·9364·3a3d·4650··FPMIN.then.d:=FP00000720:·4d49·4e93·7468·656e·9364·3a3d·4650·4d49··MIN.then.d:=FPMI
00000730:·4d49·4e8e·a18d·9150·e658·633a·3d62·2b61··MIN....P.Xc:=b+a00000730:·4e8e·a18d·9150·e658·633a·3d62·2b61·6e2f··N....P.Xc:=b+an/
00000740:·6e2f·633b·8ea1·8d91·50e6·5869·6696·04b9··n/c;....P.Xif...00000740:·633b·8ea1·8d91·50e6·5869·6696·04b9·9661··c;....P.Xif....a
00000750:·9661·6273·2863·2993·3c93·4650·4d49·4e93··.abs(c).<.FPMIN.00000750:·6273·2863·2993·3c93·4650·4d49·4e93·7468··bs(c).<.FPMIN.th
00000760:·7468·656e·9363·3a3d·4650·4d49·4e8e·a18d··then.c:=FPMIN...00000760:·656e·9363·3a3d·4650·4d49·4e8e·a18d·9150··en.c:=FPMIN....P
00000770:·9150·e658·643a·3d31·2e30·2f64·8ea1·8d91··.P.Xd:=1.0/d....00000770:·e658·643a·3d31·2e30·2f64·8ea1·8d91·50e6··.Xd:=1.0/d....P.
00000780:·50e6·5864·656c·3a3d·642a·638e·a18d·9150··P.Xdel:=d*c....P00000780:·5864·656c·3a3d·642a·638e·a18d·9150·e658··Xdel:=d*c....P.X
00000790:·e658·683a·3d68·2a64·656c·8ea1·8d91·50e6··.Xh:=h*del....P.00000790:·683a·3d68·2a64·656c·8ea1·8d91·50e6·5869··h:=h*del....P.Xi
000007a0:·5869·6696·04b9·9669·933e·9349·544d·4158··Xif....i.>.ITMAX000007a0:·6696·04b9·9669·933e·9349·544d·4158·936f··f....i.>.ITMAX.o
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./usr/share/doc/axiom-doc/src/input/oct.input.dvi.gz
54.3 KB
oct.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a6a4··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a6a4··..?.............
00000090:·0cf3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·0cf3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
Offset 12, 404 lines modifiedOffset 12, 404 lines modified
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000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746f·9073·8e63·742e·696e··put..7to.s.ct.in000000d0:·7075·7491·0537·746f·9073·8e63·742e·696e··put..7to.s.ct.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........
000000f0:·b0cf·f323·58ab·510b·000c·0000·000c·0000··...#X.Q.........000000f0:·b0cf·f323·58ab·510b·000c·0000·000c·0000··...#X.Q.........
00000100:·0005·636d·7231·32ce·5469·6d6f·7468·90ac··..cmr12.Timoth..00000100:·0005·636d·7231·32ce·5469·6d6f·7468·90ac··..cmr12.Timoth..
00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......00000110:·7279·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f··ry....Daly......
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00000180:·7900·0a00·0000·0a00·0000·0563·6d72·3130··y..........cmr1000000180:·0a00·0000·0a00·0000·0563·6d72·3130·c231··.........cmr10.1
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000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·2aa0·0279·0000·8da0·fda3·0000·a002··..*..y..........000001c0:·2aa0·0279·0000·8da0·fda3·0000·a002·3f00··*..y..........?.
000001d0:·3f00·008d·a0fd·e400·008d·913e·0000·f32f··?..........>.../000001d0:·008d·a0fd·e400·008d·913e·0000·f32f·c2d6··.........>.../..
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000001f0:·6278·3132·da43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t000001f0:·3132·da43·6f6e·958c·cc74·656e·9374·738e··12.Con...ten.ts.
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00000260:·9156·4ccb·4c69·6365·6e73·658e·9f15·e71b··.VL.License.....00000260:·4ccb·4c69·6365·6e73·658e·9f15·e71b·a40c··L.License.......
00000270:·a40c·0000·8d91·76e7·cff3·301a·f222·5600··......v...0.."V.00000270:·0000·8d91·76e7·cff3·301a·f222·5600·0a00··....v...0.."V...
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00000290:·7c96·03d5·546c·6963·656e·7365·937c·8ea9··|...Tlicense.|..00000290:·03d5·546c·6963·656e·7365·937c·8ea9·115d··..Tlicense.|...]
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000002b0:·0000·0009·0000·0005·636d·7474·39dc·2d2d··........cmtt9.--000002b0:·0009·0000·0005·636d·7474·39dc·2d2d·436f··......cmtt9.--Co
000002c0:·436f·7079·7269·6768·7496·04b9·9654·6865··Copyright....The000002c0:·7079·7269·6768·7496·04b9·9654·6865·934e··pyright....The.N
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00000310:·7c96·03d5·542a·937c·8ea6·8d91·3e00·00dc··|...T*.|....>...00000310:·03d5·542a·937c·8ea6·8d91·3e00·00dc·2973··..T*.|....>...)s
00000320:·2973·6574·9604·b996·6272·6561·6b93·7265··)set....break.re00000320:·6574·9604·b996·6272·6561·6b93·7265·7375··et....break.resu
00000330:·7375·6d65·8ea4·0b00·008d·913e·0000·2973··sume.......>..)s00000330:·6d65·8ea4·0b00·008d·913e·0000·2973·706f··me.......>..)spo
00000340:·706f·6f6c·9104·b996·6f63·742e·6f75·7470··pool....oct.outp00000340:·6f6c·9104·b996·6f63·742e·6f75·7470·7574··ol....oct.output
00000350:·7574·8ea1·8d91·3e00·0029·7365·7496·04b9··ut....>..)set... 
00000360:·966d·6573·7361·6765·9374·6573·7493·6f6e··.message.test.on 
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 00000360:·6573·7361·6765·9374·6573·7493·6f6e·8ea1··essage.test.on..
 00000370:·8d91·3e00·0029·7365·7496·04b9·966d·6573··..>..)set....mes
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00000390:·a18d·913e·0000·2963·6c65·6172·9104·b996··...>..)clear....00000390:·913e·0000·2963·6c65·6172·9104·b996·616c··.>..)clear....al
000003a0:·616c·6c8e·a18d·913e·0000·2d2d·5396·04b9··all....>..--S...000003a0:·6c8e·a18d·913e·0000·2d2d·5396·04b9·9631··l....>..--S....1
000003b0:·9631·936f·6693·3135·8ea1·8d91·3e00·006f··.1.of.15....>..o000003b0:·936f·6693·3135·8ea1·8d91·3e00·006f·6369··.of.15....>..oci
000003c0:·6369·3196·04b9·963a·3d93·6f63·746f·6e28··ci1....:=.octon(000003c0:·3196·04b9·963a·3d93·6f63·746f·6e28·312c··1....:=.octon(1,
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 000003e0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 000003f0:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,.
 00000400:·2831·2991·0973·2c31·9604·b996·2b93·3269··(1)..s,1....+.2i
 00000410:·932b·9333·6a93·2b93·346b·932b·9335·4593··.+.3j.+.4k.+.5E.
 00000420:·2b93·3649·932b·9337·4a93·2b93·384b·8ea1··+.6I.+.7J.+.8K..
 00000430:·8d91·3e00·002d·2d52·9200·ff25·a454·7970··..>..--R...%.Typ
 00000440:·653a·9104·b996·4f63·746f·6e69·6f6e·2849··e:....Octonion(I
 00000450:·6e74·6567·6572·298e·a18d·913e·0000·2d2d··nteger)....>..--
 00000460:·4591·04b9·9631·8ea1·a18d·913e·0000·2d2d··E....1.....>..--
 00000470:·5396·04b9·9632·936f·6693·3135·8ea1·8d91··S....2.of.15....
 00000480:·3e00·006f·6369·3296·04b9·963a·3d93·6f63··>..oci2....:=.oc
 00000490:·746f·6e28·372c·322c·332c·2d34·2c35·2c36··ton(7,2,3,-4,5,6
 000004a0:·2c2d·372c·3029·8ea1·8d91·3e00·002d·2d52··,-7,0)....>..--R
000003e0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.000004b0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
000003f0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R.. 
00000400:·2cc2·2831·2991·0973·2c31·9604·b996·2b93··,.(1)..s,1....+. 
00000410:·3269·932b·9333·6a93·2b93·346b·932b·9335··2i.+.3j.+.4k.+.5 
00000420:·4593·2b93·3649·932b·9337·4a93·2b93·384b··E.+.6I.+.7J.+.8K 
00000430:·8ea1·8d91·3e00·002d·2d52·9200·ff25·a454··....>..--R...%.T 
00000440:·7970·653a·9104·b996·4f63·746f·6e69·6f6e··ype:....Octonion 
00000450:·2849·6e74·6567·6572·298e·a18d·913e·0000··(Integer)....>.. 
00000460:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>.. 
00000470:·2d2d·5396·04b9·9632·936f·6693·3135·8ea1··--S....2.of.15.. 
00000480:·8d91·3e00·006f·6369·3296·04b9·963a·3d93··..>..oci2....:=. 
00000490:·6f63·746f·6e28·372c·322c·332c·2d34·2c35··octon(7,2,3,-4,5 
000004a0:·2c36·2c2d·372c·3029·8ea1·8d91·3e00·002d··,6,-7,0)....>..- 
000004b0:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R.... 
000004c0:·3e00·002d·2d52·910e·2cc2·2832·2991·0973··>..--R..,.(2)..s000004c0:·002d·2d52·910e·2cc2·2832·2991·0973·2c37··.--R..,.(2)..s,7
000004d0:·2c37·9604·b996·2b93·3269·932b·9333·6a93··,7....+.2i.+.3j.000004d0:·9604·b996·2b93·3269·932b·9333·6a93·2d93··....+.2i.+.3j.-.
000004e0:·2d93·346b·932b·9335·4593·2b93·3649·932d··-.4k.+.5E.+.6I.-000004e0:·346b·932b·9335·4593·2b93·3649·932d·9337··4k.+.5E.+.6I.-.7
000004f0:·9337·4a8e·a18d·913e·0000·2d2d·5292·00ff··.7J....>..--R...000004f0:·4a8e·a18d·913e·0000·2d2d·5292·00ff·25a4··J....>..--R...%.
00000500:·25a4·5479·7065·3a91·04b9·964f·6374·6f6e··%.Type:....Octon00000500:·5479·7065·3a91·04b9·964f·6374·6f6e·696f··Type:....Octonio
00000510:·696f·6e28·496e·7465·6765·7229·8ea1·8d91··ion(Integer)....00000510:·6e28·496e·7465·6765·7229·8ea1·8d91·3e00··n(Integer)....>.
00000520:·3e00·002d·2d45·9104·b996·328e·a1a1·8d91··>..--E....2.....00000520:·002d·2d45·9104·b996·328e·a1a1·8d91·3e00··.--E....2.....>.
00000530:·3e00·002d·2d53·9604·b996·3393·6f66·9331··>..--S....3.of.100000530:·002d·2d53·9604·b996·3393·6f66·9331·358e··.--S....3.of.15.
00000540:·358e·a18d·913e·0000·6f63·6933·9604·b996··5....>..oci3....00000540:·a18d·913e·0000·6f63·6933·9604·b996·3a3d··...>..oci3....:=
00000550:·3a3d·936f·6374·6f6e·2871·7561·7465·726e··:=.octon(quatern00000550:·936f·6374·6f6e·2871·7561·7465·726e·282d··.octon(quatern(-
00000560:·282d·372c·2d31·322c·332c·2d31·3029·2c93··(-7,-12,3,-10),.00000560:·372c·2d31·322c·332c·2d31·3029·2c93·7175··7,-12,3,-10),.qu
00000570:·7175·6174·6572·6e28·352c·362c·392c·3029··quatern(5,6,9,0)00000570:·6174·6572·6e28·352c·362c·392c·3029·298e··atern(5,6,9,0)).
 00000580:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 00000590:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R..,
 000005a0:·c228·3329·9109·732c·2d96·04b9·9637·932d··.(3)..s,-....7.-
 000005b0:·9331·3269·932b·9333·6a93·2d93·3130·6b93··.12i.+.3j.-.10k.
 000005c0:·2b93·3545·932b·9336·4993·2b93·394a·8ea1··+.5E.+.6I.+.9J..
 000005d0:·8d91·3e00·002d·2d52·9200·ff25·a454·7970··..>..--R...%.Typ
 000005e0:·653a·9104·b996·4f63·746f·6e69·6f6e·2849··e:....Octonion(I
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 00000630:·6932·2993·2a93·6f63·6933·932d·936f·6369··i2).*.oci3.-.oci
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./usr/share/doc/axiom-doc/src/input/octonion.input.dvi.gz
85.6 KB
octonion.input.dvi
    
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Offset 12, 640 lines modifiedOffset 12, 640 lines modified
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000005d0:·6e28·496e·7465·6765·7229·298e·a18d·913e··n(Integer))....>00000450:·6e28·496e·7465·6765·7229·298e·a18d·913e··n(Integer))....>
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 00000570:·312c·302c·302c·302c·302c·3029·8ea1·8d91··1,0,0,0,0,0)....
 00000580:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
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./usr/share/doc/axiom-doc/src/input/ode.input.dvi.gz
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ode.input.dvi
    
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Offset 12, 328 lines modifiedOffset 12, 328 lines modified
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00000340:·0029·7370·6f6f·6c91·04b9·966f·6465·2e6f··.)spool....ode.o00000340:·7370·6f6f·6c91·04b9·966f·6465·2e6f·7574··spool....ode.out
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00000360:·9604·b996·6d65·7373·6167·6593·7465·7374··....message.test00000360:·b996·6d65·7373·6167·6593·7465·7374·936f··..message.test.o
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00000390:·6666·8ea1·8d91·3e00·0029·636c·6561·7291··ff....>..)clear.00000390:·8ea1·8d91·3e00·0029·636c·6561·7291·04b9··....>..)clear...
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 00000470:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
 00000480:·913e·0000·2d2d·5291·0e2c·c228·3129·9109··.>..--R..,.(1)..
 00000490:·732c·798e·a18d·913e·0000·2d2d·5292·0112··s,y....>..--R...
 000004a0:·0bfc·5479·7065·3a91·04b9·9642·6173·6963··..Type:....Basic
 000004b0:·4f70·6572·6174·6f72·8ea1·8d91·3e00·002d··Operator....>..-
 000004c0:·2d45·9104·b996·318e·a1a1·8d91·3e00·002d··-E....1.....>..-
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 000004e0:·913e·0000·6465·7178·3a3d·9604·b996·6469··.>..deqx:=....di
 000004f0:·6666·6572·656e·7469·6174·6528·7993·782c··fferentiate(y.x,
 00000500:·782c·3229·2b64·6966·6665·7265·6e74·6961··x,2)+differentia
 00000510:·7465·2879·9378·2c78·2993·2b79·9378·8ea1··te(y.x,x).+y.x..
 00000520:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 00000530:·2d52·8ea1·8d91·3e00·002d·2d52·912a·8646··-R....>..--R.*.F
 00000540:·2c2c·9121·131a·2c8e·a18d·913e·0000·2d2d··,,.!..,....>..--
 00000550:·5291·0e2c·c228·3229·9609·732c·7993·2878··R..,.(2)..s,y.(x
 00000560:·2996·04b9·962b·9379·9328·7829·932b·9379··)....+.y.(x).+.y
 00000570:·2878·298e·a18d·913e·0000·2d2d·528e·a18d··(x)....>..--R...
 00000580:·913e·0000·2d2d·5292·00f5·b278·5479·7065··.>..--R....xType
 00000590:·3a91·04b9·9645·7870·7265·7373·696f·6e28··:....Expression(
 000005a0:·496e·7465·6765·7229·8ea1·8d91·3e00·002d··Integer)....>..-
 000005b0:·2d45·9104·b996·328e·a1a1·8d91·3e00·002d··-E....2.....>..-
 000005c0:·2d53·9604·b996·3393·6f66·9331·318e·a18d··-S....3.of.11...
 000005d0:·913e·0000·736f·6c76·6528·6465·7178·2c79··.>..solve(deqx,y
 000005e0:·2c78·2991·04b9·962d·2d4f·4b8e·a18d·913e··,x)....--OK....>
00000470:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.000005f0:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.
00000480:·a18d·913e·0000·2d2d·5291·0e2c·c228·3129··...>..--R..,.(1) 
00000490:·9109·732c·798e·a18d·913e·0000·2d2d·5292··..s,y....>..--R. 
000004a0:·0112·0bfc·5479·7065·3a91·04b9·9642·6173··....Type:....Bas 
000004b0:·6963·4f70·6572·6174·6f72·8ea1·8d91·3e00··icOperator....>. 
000004c0:·002d·2d45·9104·b996·318e·a1a1·8d91·3e00··.--E....1.....>. 
000004d0:·002d·2d53·9604·b996·3293·6f66·9331·318e··.--S....2.of.11. 
000004e0:·a18d·913e·0000·6465·7178·3a3d·9604·b996··...>..deqx:=.... 
000004f0:·6469·6666·6572·656e·7469·6174·6528·7993··differentiate(y. 
00000500:·782c·782c·3229·2b64·6966·6665·7265·6e74··x,x,2)+different 
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00000520:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
00000530:·002d·2d52·8ea1·8d91·3e00·002d·2d52·912a··.--R....>..--R.* 
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00000590:·7065·3a91·04b9·9645·7870·7265·7373·696f··pe:....Expressio 
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000005d0:·a18d·913e·0000·736f·6c76·6528·6465·7178··...>..solve(deqx 
000005e0:·2c79·2c78·2991·04b9·962d·2d4f·4b8e·a18d··,y,x)....--OK... 
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odpol.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000370:·7374·936f·6e8e·a18d·913e·0000·2973·6574··st.on....>..)set00000370:·936f·6e8e·a18d·913e·0000·2973·6574·9604··.on....>..)set..
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000003a0:·7291·04b9·9661·6c6c·8ea1·8d91·3e00·002d··r....all....>..-000003a0:·04b9·9661·6c6c·8ea1·8d91·3e00·002d·2d53··...all....>..--S
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000003c0:·913e·0000·6470·6f6c·3a3d·9604·b996·4f44··.>..dpol:=....OD000003c0:·0000·6470·6f6c·3a3d·9604·b996·4f44·504f··..dpol:=....ODPO
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000003e0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
000003f0:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.( 
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00000410:·6665·7265·6e74·6961·6c50·6f6c·796e·6f6d··ferentialPolynom 
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00000430:·6567·6572·2929·8ea1·8d91·3e00·002d·2d52··eger))....>..--R 
00000440:·9201·331f·1654·7970·653a·9104·b996·446f··..3..Type:....Do 
00000450:·6d61·696e·8ea1·8d91·3e00·002d·2d45·9104··main....>..--E.. 
00000460:·b996·318e·a1a1·8d91·3e00·002d·2d53·9604··..1.....>..--S.. 
00000470:·b996·3293·6f66·9333·368e·a18d·913e·0000··..2.of.36....>.. 
00000480:·7796·04b9·963a·3d93·6d61·6b65·5661·7269··w....:=.makeVari 
00000490:·6162·6c65·2827·7729·2464·706f·6c8e·a18d··able('w)$dpol... 
000004a0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
000004b0:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.( 
000004c0:·3229·9109·732c·7468·654d·6170·2844·504f··2)..s,theMap(DPO 
000004d0:·4c43·4154·2d3b·6d61·6b65·5661·7269·6162··LCAT-;makeVariab 
000004e0:·6c65·3b41·4d3b·3137·2130·2c30·298e·a18d··le;AM;17!0,0)... 
000004f0:·913e·0000·2d2d·5254·7970·653a·9604·b996··.>..--RType:.... 
00000500:·284e·6f6e·4e65·6761·7469·7665·496e·7465··(NonNegativeInte 
00000510:·6765·7293·2d3e·934f·7264·6572·6c79·4469··ger.->.OrderlyDi 
00000520:·6666·6572·656e·7469·616c·506f·6c79·6e6f··fferentialPolyno 
00000530:·6d69·616c·2846·7261·6374·696f·6e28·496e··mial(Fraction(In 
00000540:·7465·6765·7229·2929·8ea1·8d91·3e00·002d··teger)))....>..- 
00000550:·2d45·9104·b996·328e·a1a1·8d91·3e00·002d··-E....2.....>..- 
00000560:·2d53·9604·b996·3393·6f66·9333·368e·a18d··-S....3.of.36... 
00000570:·913e·0000·7a96·04b9·963a·3d93·6d61·6b65··.>..z....:=.make 
00000580:·5661·7269·6162·6c65·2827·7a29·2464·706f··Variable('z)$dpo 
00000590:·6c8e·a18d·913e·0000·2d2d·528e·a18d·913e··l....>..--R....> 
000005a0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R. 
000005b0:·0e2c·c228·3329·9109·732c·7468·654d·6170··.,.(3)..s,theMap 
000005c0:·2844·504f·4c43·4154·2d3b·6d61·6b65·5661··(DPOLCAT-;makeVa 
000005d0:·7269·6162·6c65·3b41·4d3b·3137·2130·2c30··riable;AM;17!0,0 
000005e0:·298e·a18d·913e·0000·2d2d·5254·7970·653a··)....>..--RType: 
000005f0:·9604·b996·284e·6f6e·4e65·6761·7469·7665··....(NonNegative 
00000600:·496e·7465·6765·7293·2d3e·934f·7264·6572··Integer.->.Order 
00000610:·6c79·4469·6666·6572·656e·7469·616c·506f··lyDifferentialPo 
00000620:·6c79·6e6f·6d69·616c·2846·7261·6374·696f··lynomial(Fractio 
00000630:·6e28·496e·7465·6765·7229·2929·8ea1·8d91··n(Integer))).... 
00000640:·3e00·002d·2d45·9104·b996·338e·a1a1·8d91··>..--E....3..... 
00000650:·3e00·002d·2d53·9604·b996·3493·6f66·9333··>..--S....4.of.3 
00000660:·368e·a18d·913e·0000·772e·358e·a18d·913e··6....>..w.5....> 
00000670:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.000003e0:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.
00000680:·a18d·913e·0000·2d2d·5291·0e2c·c228·3429··...>..--R..,.(4)000003f0:·a18d·913e·0000·2d2d·5291·0e2c·c228·3129··...>..--R..,.(1)
 00000400:·9109·732c·4f72·6465·726c·7944·6966·6665··..s,OrderlyDiffe
 00000410:·7265·6e74·6961·6c50·6f6c·796e·6f6d·6961··rentialPolynomia
 00000420:·6c28·4672·6163·7469·6f6e·2849·6e74·6567··l(Fraction(Integ
 00000430:·6572·2929·8ea1·8d91·3e00·002d·2d52·9201··er))....>..--R..
 00000440:·331f·1654·7970·653a·9104·b996·446f·6d61··3..Type:....Doma
 00000450:·696e·8ea1·8d91·3e00·002d·2d45·9104·b996··in....>..--E....
 00000460:·318e·a1a1·8d91·3e00·002d·2d53·9604·b996··1.....>..--S....
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 00000510:·7293·2d3e·934f·7264·6572·6c79·4469·6666··r.->.OrderlyDiff
 00000520:·6572·656e·7469·616c·506f·6c79·6e6f·6d69··erentialPolynomi
 00000530:·616c·2846·7261·6374·696f·6e28·496e·7465··al(Fraction(Inte
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./usr/share/doc/axiom-doc/src/input/oktofail.input.dvi.gz
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oktofail.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 360 lines modifiedOffset 12, 360 lines modified
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 00000590:·6174·6528·7430·3836·362c·7829·8ea1·8d91··ate(t0866,x)....
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./usr/share/doc/axiom-doc/src/input/op.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/op1.input.dvi.gz
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op1.input.dvi
    
Offset 1, 398 lines modifiedOffset 1, 398 lines modified
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./usr/share/doc/axiom-doc/src/input/opalg.input.dvi.gz
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opalg.input.dvi
    
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Offset 12, 312 lines modifiedOffset 12, 312 lines modified
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./usr/share/doc/axiom-doc/src/input/operator.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/overload.input.dvi.gz
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overload.input.dvi
    
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 000003e0:·0073·796d·623a·3d5b·782c·792c·7a5d·8ea1··.symb:=[x,y,z]..
 000003f0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 00000400:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,.
 00000410:·2832·2991·0973·2c5b·782c·792c·7a5d·8ea1··(2)..s,[x,y,z]..
 00000420:·8d91·3e00·002d·2d52·9200·aed2·ae54·7970··..>..--R.....Typ
 00000430:·653a·9104·b996·4c69·7374·284f·7264·6572··e:....List(Order
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 00000460:·2d45·9104·b996·328e·a1a1·8d91·3e00·002d··-E....2.....>..-
 00000470:·2d53·9604·b996·3393·6f66·9332·368e·a18d··-S....3.of.26...
 00000480:·913e·0000·506f·6c79·5269·6e67·3a3d·444d··.>..PolyRing:=DM
 00000490:·5028·7379·6d62·2c4b·298e·a18d·913e·0000··P(symb,K)....>..
 000004a0:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
 000004b0:·913e·0000·2d2d·5291·0e2c·c228·3329·8ea1··.>..--R..,.(3)..
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 000004e0:·6174·6550·6f6c·796e·6f6d·6961·6c28·5b78··atePolynomial([x
 000004f0:·2c79·2c7a·5d2c·5073·6575·646f·416c·6765··,y,z],PseudoAlge
 00000500:·6272·6169·6343·6c6f·7375·7265·4f66·5261··braicClosureOfRa
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 00000520:·2d2d·5291·0973·2c62·6572·298e·a18d·913e··--R..s,ber)....>
 00000530:·0000·2d2d·5292·0133·1f16·5479·7065·3a91··..--R..3..Type:.
 00000540:·04b9·9644·6f6d·6169·6e8e·a18d·913e·0000··...Domain....>..
 00000550:·2d2d·4591·04b9·9633·8ea1·a18d·913e·0000··--E....3.....>..
 00000560:·2d2d·5396·04b9·9634·936f·6693·3236·8ea1··--S....4.of.26..
 00000570:·8d91·3e00·0045·3a3d·4449·5250·524f·4428··..>..E:=DIRPROD(
 00000580:·2373·796d·622c·4e4e·4929·8ea1·8d91·3e00··#symb,NNI)....>.
00000350:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..00000590:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..
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000003b0:·9644·6f6d·6169·6e8e·a18d·913e·0000·2d2d··.Domain....>..-- 
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000003e0:·3e00·0073·796d·623a·3d5b·782c·792c·7a5d··>..symb:=[x,y,z]000005b0:·0973·2c44·6972·6563·7450·726f·6475·6374··.s,DirectProduct
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 000005e0:·9201·331f·1654·7970·653a·9104·b996·446f··..3..Type:....Do
 000005f0:·6d61·696e·8ea1·8d91·3e00·002d·2d45·9104··main....>..--E..
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 00000620:·5072·6f6a·5074·9604·b996·3a3d·9350·726f··ProjPt....:=.Pro
 00000630:·6a65·6374·6976·6550·6c61·6e65·284b·298e··jectivePlane(K).
000003f0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.00000640:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
00000400:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R.. 
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00000450:·285b·782c·792c·7a5d·2929·8ea1·8d91·3e00··([x,y,z]))....>. 
00000460:·002d·2d45·9104·b996·328e·a1a1·8d91·3e00··.--E....2.....>. 
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000004e0:·7269·6174·6550·6f6c·796e·6f6d·6961·6c28··riatePolynomial( 
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paffexample.input.dvi
    
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Offset 12, 710 lines modifiedOffset 12, 709 lines modified
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 00000710:·652e·9341·6c73·6f2c·9379·6f75·936d·7573··e..Also,.you.mus
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./usr/share/doc/axiom-doc/src/input/palette.input.dvi
    
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00000450:·913e·0000·da52·6566·6572·656e·6365·738e··.>...References.00000450:·0000·da52·6566·6572·656e·6365·738e·9f15··...References...
00000460:·9f15·e71b·8d8d·8d91·4300·01c2·5b31·5d8e··........C...[1].00000460:·e71b·8d8d·8d91·4300·01c2·5b31·5d8e·8e91··......C...[1]...
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10.2 KB
./usr/share/doc/axiom-doc/src/input/parscurv.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 75 lines modifiedOffset 12, 75 lines modified
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000000d0:·7075·7491·0537·7470·6172·7363·7572·762e··put..7tparscurv.000000d0:·7075·7491·0537·7470·6172·7363·7572·762e··put..7tparscurv.
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pascal.input.dvi
    
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Offset 12, 266 lines modifiedOffset 12, 266 lines modified
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./usr/share/doc/axiom-doc/src/input/pascal1.input.dvi
    
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Offset 12, 153 lines modifiedOffset 12, 152 lines modified
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patmatch.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/perm.input.dvi.gz
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perm.input.dvi
    
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pfr.input.dvi
    
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000004e0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-000003e0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
000004f0:·2d52·8ea1·8d91·3e00·002d·2d52·9125·ccb0··-R....>..--R.%..000003f0:·2d52·8ea1·8d91·3e00·002d·2d52·9125·ccb0··-R....>..--R.%..
 00000400:·3135·3996·0e2c·c232·3393·3132·9331·8ea1··159..,.23.12.1..
 00000410:·8d91·3e00·002d·2d52·910e·2cc2·2831·2991··..>..--R..,.(1).
 00000420:·0973·2c2d·2d2d·9604·b996·2d93·2d2d·932d··.s,---....-.--.-
 00000430:·932d·2d93·2b93·2d8e·a18d·913e·0000·2d2d··.--.+.-....>..--
 00000440:·5291·2f3f·dc38·9612·e658·3493·3291·0e2c··R./?.8...X4.2..,
 00000450:·c237·8ea1·8d91·3e00·002d·2d52·912a·8646··.7....>..--R.*.F
 00000460:·3296·12e6·5833·9335·8ea1·8d91·3e00·002d··2...X3.5....>..-
 00000470:·2d52·9200·de12·8a54·7970·653a·9104·b996··-R.....Type:....
 00000480:·5061·7274·6961·6c46·7261·6374·696f·6e28··PartialFraction(
 00000490:·496e·7465·6765·7229·8ea1·8d91·3e00·002d··Integer)....>..-
 000004a0:·2d45·9104·b996·318e·a1a1·8d91·3e00·002d··-E....1.....>..-
 000004b0:·2d53·9604·b996·3293·6f66·9331·308e·a18d··-S....2.of.10...
 000004c0:·913e·0000·6696·04b9·963a·3d93·7061·6469··.>..f....:=.padi
 000004d0:·6346·7261·6374·696f·6e28·2529·8ea1·8d91··cFraction(%)....
 000004e0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 000004f0:·8ea1·8d91·3e00·002d·2d52·9125·ccb0·3196··....>..--R.%..1.
00000500:·3196·12e6·5831·9331·9331·9331·9331·9332··1...X1.1.1.1.1.200000500:·12e6·5831·9331·9331·9331·9331·9332·9331··..X1.1.1.1.1.2.1
00000510:·9331·9332·9b0e·2cc2·3293·3298·318e·a18d··.1.2..,.2.2.1...00000510:·9332·9b0e·2cc2·3293·3298·318e·a18d·913e··.2..,.2.2.1....>
00000520:·913e·0000·2d2d·5291·0e2c·c228·3229·9109··.>..--R..,.(2)..00000520:·0000·2d2d·5291·0e2c·c228·3229·9109·732c··..--R..,.(2)..s,
00000530:·732c·2d96·04b9·962b·932d·2d93·2b93·2d2d··s,-....+.--.+.--00000530:·2d96·04b9·962b·932d·2d93·2b93·2d2d·932b··-....+.--.+.--.+
00000540:·932b·932d·2d93·2b93·2d2d·932b·932d·2d93··.+.--.+.--.+.--.00000540:·932d·2d93·2b93·2d2d·932b·932d·2d93·2d93··.--.+.--.+.--.-.
00000550:·2d93·2d2d·932d·932d·2d93·2d93·2d2d·932d··-.--.-.--.-.--.-00000550:·2d2d·932d·932d·2d93·2d93·2d2d·932d·932d··--.-.--.-.--.-.-
00000560:·932d·932d·932d·2d93·2b93·2d8e·a18d·913e··.-.-.--.+.-....>00000560:·932d·932d·2d93·2b93·2d8e·a18d·913e·0000··.-.--.+.-....>..
00000570:·0000·2d2d·5291·25cc·b032·9612·e658·3493··..--R.%..2...X4.00000570:·2d2d·5291·25cc·b032·9612·e658·3493·3593··--R.%..2...X4.5.
00000580:·3593·3693·3793·3893·3293·3393·349b·0e2c··5.6.7.8.2.3.4..,00000580:·3693·3793·3893·3293·3393·349b·0e2c·c235··6.7.8.2.3.4..,.5
00000590:·c235·9332·9837·8ea1·8d91·3e00·002d·2d52··.5.2.7....>..--R00000590:·9332·9837·8ea1·8d91·3e00·002d·2d52·9138··.2.7....>..--R.8
000005a0:·9138·b308·3296·12e6·5832·9332·9332·9332··.8..2...X2.2.2.2000005a0:·b308·3296·12e6·5832·9332·9332·9332·9333··..2...X2.2.2.2.3
000005b0:·9333·9333·9333·9125·ccb0·358e·a18d·913e··.3.3.3.%..5....>000005b0:·9333·9333·9125·ccb0·358e·a18d·913e·0000··.3.3.%..5....>..
000005c0:·0000·2d2d·5292·00de·128a·5479·7065·3a91··..--R.....Type:.000005c0:·2d2d·5292·00de·128a·5479·7065·3a91·04b9··--R.....Type:...
000005d0:·04b9·9650·6172·7469·616c·4672·6163·7469··...PartialFracti000005d0:·9650·6172·7469·616c·4672·6163·7469·6f6e··.PartialFraction
000005e0:·6f6e·2849·6e74·6567·6572·298e·a18d·913e··on(Integer)....>000005e0:·2849·6e74·6567·6572·298e·a18d·913e·0000··(Integer)....>..
000005f0:·0000·2d2d·4591·04b9·9632·8ea1·a18d·913e··..--E....2.....>000005f0:·2d2d·4591·04b9·9632·8ea1·a18d·913e·0000··--E....2.....>..
00000600:·0000·2d2d·5396·04b9·9633·936f·6693·3130··..--S....3.of.1000000600:·2d2d·5396·04b9·9633·936f·6693·3130·8ea1··--S....3.of.10..
00000610:·8ea1·8d91·3e00·0063·6f6d·7061·6374·4672··....>..compactFr00000610:·8d91·3e00·0063·6f6d·7061·6374·4672·6163··..>..compactFrac
00000620:·6163·7469·6f6e·2866·298e·a18d·913e·0000··action(f)....>..00000620:·7469·6f6e·2866·298e·a18d·913e·0000·2d2d··tion(f)....>..--
00000630:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...00000630:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
00000640:·913e·0000·2d2d·5291·25cc·b031·3539·960e··.>..--R.%..159..00000640:·0000·2d2d·5291·25cc·b031·3539·960e·2cc2··..--R.%..159..,.
00000650:·2cc2·3233·9331·3293·318e·a18d·913e·0000··,.23.12.1....>..00000650:·3233·9331·3293·318e·a18d·913e·0000·2d2d··23.12.1....>..--
00000660:·2d2d·5291·0e2c·c228·3329·9109·732c·2d2d··--R..,.(3)..s,--00000660:·5291·0e2c·c228·3329·9109·732c·2d2d·2d96··R..,.(3)..s,---.
00000670:·2d96·04b9·962d·932d·2d93·2d93·2d2d·932b··-....-.--.-.--.+00000670:·04b9·962d·932d·2d93·2d93·2d2d·932b·932d··...-.--.-.--.+.-
00000680:·932d·8ea1·8d91·3e00·002d·2d52·912f·3fdc··.-....>..--R./?.00000680:·8ea1·8d91·3e00·002d·2d52·912f·3fdc·3896··....>..--R./?.8.
00000690:·3896·12e6·5834·9332·910e·2cc2·378e·a18d··8...X4.2..,.7...00000690:·12e6·5834·9332·910e·2cc2·378e·a18d·913e··..X4.2..,.7....>
000006a0:·913e·0000·2d2d·5291·2a86·4632·9612·e658··.>..--R.*.F2...X000006a0:·0000·2d2d·5291·2a86·4632·9612·e658·3393··..--R.*.F2...X3.
000006b0:·3393·358e·a18d·913e·0000·2d2d·5292·00de··3.5....>..--R...000006b0:·358e·a18d·913e·0000·2d2d·5292·00de·128a··5....>..--R.....
000006c0:·128a·5479·7065·3a91·04b9·9650·6172·7469··..Type:....Parti000006c0:·5479·7065·3a91·04b9·9650·6172·7469·616c··Type:....Partial
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./usr/share/doc/axiom-doc/src/input/pgcd.input.dvi.gz
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pgcd.input.dvi
    
Offset 1, 485 lines modifiedOffset 1, 485 lines modified
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00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.
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00000090:·36f3·22de·9119·c600·1147·ae00·1147·ae00··6."......G...G..00000090:·36f3·22de·9119·c600·1147·ae00·1147·ae00··6."......G...G..
000000a0:·0874·6372·6d31·3732·38cd·24f3·2144·d3ed··.tcrm1728.$.!D..000000a0:·0874·6372·6d31·3732·38cd·24f3·2144·d3ed··.tcrm1728.$.!D..
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7470·6763·642e·696e·7075··put..7tpgcd.inpu000000d0:·7075·7491·0537·7470·6763·642e·696e·7075··put..7tpgcd.inpu
000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............000000e0:·748e·9f22·faff·8d8d·8d8d·8d92·00e1·b0cf··t.."............
000000f0:·f323·58ab·510b·000c·0000·000c·0000·0005··.#X.Q...........000000f0:·f323·58ab·510b·000c·0000·000c·0000·0005··.#X.Q...........
00000100:·636d·7231·32ce·5469·6d6f·7468·90ac·7279··cmr12.Timoth..ry00000100:·636d·7231·32ce·5469·6d6f·7468·90ac·7279··cmr12.Timoth..ry
00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1788··....Daly........00000110:·9103·eaa8·4461·6c79·8e8e·8e8e·8e9f·1766··....Daly.......f
00000120:·8b8d·9200·d7bc·6446·91ff·0556·6562·7275··......dF...Vebru00000120:·6a8d·9200·da2f·0d4a·616e·90ac·7275·6172··j..../.Jan..ruar
00000130:·6172·7996·03ea·a832·302c·9332·3032·358e··ary....20,.2025.00000130:·7996·03ea·a832·302c·9332·3032·348e·9f24··y....20,.2024..$
00000140:·9f24·0001·8d92·00f1·a14b·f32d·740c·893a··.$.......K.-t..:00000140:·0001·8d92·00f1·a14b·f32d·740c·893a·0009··.......K.-t..:..
00000150:·0009·0000·0009·0000·0005·636d·6278·39d8··..........cmbx9.00000150:·0000·0009·0000·0005·636d·6278·39d8·4162··........cmbx9.Ab
00000160:·4162·7374·7261·6374·8e9f·0fac·d18d·9164··Abstract.......d00000160:·7374·7261·6374·8e9f·0fac·d18d·9164·dffc··stract.......d..
00000170:·dffc·f32c·6fb4·8bc7·0009·0000·0009·0000··...,o...........00000170:·f32c·6fb4·8bc7·0009·0000·0009·0000·0004··.,o.............
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00000190:·7393·7468·6593·7465·7374·9363·6173·6593··s.the.test.case.00000190:·7468·6593·7465·7374·9363·6173·6593·666f··the.test.case.fo
000001a0:·666f·7293·7090·41c7·6f6c·796e·6f6d·6961··for.p.A.olynomia000001a0:·7293·7090·41c7·6f6c·796e·6f6d·6961·6c93··r.p.A.olynomial.
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000001d0:·0000·0563·6d72·3130·c231·8e8e·8e8c·8b00··...cmr10.1......000001d0:·0563·6d72·3130·c231·8e8e·8e8c·8b00·0000··.cmr10.1........
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pmint.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/poly1.input.dvi.gz
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poly1.input.dvi
    
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polycoer.input.dvi
    
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00000440:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9632··.....>..--S....200000440:·a18d·913e·0000·2d2d·5396·04b9·9632·936f··...>..--S....2.o
00000450:·936f·6693·368e·a18d·913e·0000·6631·286e··.of.6....>..f1(n00000450:·6693·368e·a18d·913e·0000·6631·286e·293d··f.6....>..f1(n)=
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00000470:·966b·3d31·2e2e·6e29·8ea1·8d91·3e00·002d··.k=1..n)....>..-00000470:·3d31·2e2e·6e29·8ea1·8d91·3e00·002d·2d52··=1..n)....>..--R
00000480:·2d52·9201·3c92·4254·7970·653a·9104·b996··-R..<.BType:....00000480:·9201·3c92·4254·7970·653a·9104·b996·566f··..<.BType:....Vo
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000004a0:·b996·328e·a1a1·8d91·3e00·002d·2d53·9604··..2.....>..--S..000004a0:·328e·a1a1·8d91·3e00·002d·2d53·9604·b996··2.....>..--S....
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000004e0:·328e·a18d·913e·0000·2d2d·5292·013c·9242··2....>..--R..<.B000004e0:·a18d·913e·0000·2d2d·5292·013c·9242·5479··...>..--R..<.BTy
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 00000520:·a18d·913e·0000·6632·2835·298e·a18d·913e··...>..f2(5)....>
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000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7470·7367·656e·6663·6e2e··put..7tpsgenfcn.000000d0:·7075·7491·0537·7470·7367·656e·6663·6e2e··put..7tpsgenfcn.
000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........
000000f0:·009d·09e1·f323·58ab·510b·000c·0000·000c··.....#X.Q.......000000f0:·009d·09e1·f323·58ab·510b·000c·0000·000c··.....#X.Q.......
00000100:·0000·0005·636d·7231·32ce·436c·6966·746f··....cmr12.Clifto00000100:·0000·0005·636d·7231·32ce·436c·6966·746f··....cmr12.Clifto
00000110:·6e96·03ea·a84a·2e93·5769·6c6c·6961·6d73··n....J..Williams00000110:·6e96·03ea·a84a·2e93·5769·6c6c·6961·6d73··n....J..Williams
00000120:·6f6e·9361·6e64·9354·696d·6f74·6890·ac72··on.and.Timoth..r00000120:·6f6e·9361·6e64·9354·696d·6f74·6890·ac72··on.and.Timoth..r
00000130:·7993·4461·6c79·8e8e·8e8e·8e9f·1788·8b8d··y.Daly..........00000130:·7993·4461·6c79·8e8e·8e8e·8e9f·1766·6a8d··y.Daly.......fj.
00000140:·9200·d7bc·6446·91ff·0556·6562·7275·6172··....dF...Vebruar00000140:·9200·da2f·0d4a·616e·90ac·7275·6172·7996··.../.Jan..ruary.
00000150:·7996·03ea·a832·302c·9332·3032·358e·9f24··y....20,.2025..$00000150:·03ea·a832·302c·9332·3032·348e·9f24·0001··...20,.2024..$..
00000160:·0001·8d92·00f1·a14b·f32d·740c·893a·0009··.......K.-t..:..00000160:·8d92·00f1·a14b·f32d·740c·893a·0009·0000··.....K.-t..:....
00000170:·0000·0009·0000·0005·636d·6278·39d8·4162··........cmbx9.Ab00000170:·0009·0000·0005·636d·6278·39d8·4162·7374··......cmbx9.Abst
00000180:·7374·7261·6374·8e9f·0fac·d18e·9f1e·0000··stract..........00000180:·7261·6374·8e9f·0fac·d18e·9f1e·0000·8d8d··ract............
00000190:·8d8d·9201·0380·00f3·174b·f160·7900·0a00··.........K.`y...00000190:·9201·0380·00f3·174b·f160·7900·0a00·0000··.......K.`y.....
000001a0:·0000·0a00·0000·0563·6d72·3130·c231·8e8e··.......cmr10.1..000001a0:·0a00·0000·0563·6d72·3130·c231·8e8e·8e8c··.....cmr10.1....
000001b0:·8e8c·8b00·0000·0200·0000·0000·0000·0000··................000001b0:·8b00·0000·0200·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001c0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001d0:·0000·0000·0000·0000·0000·0000·0000·2aa0··..............*.000001d0:·0000·0000·0000·0000·0000·0000·2aa0·0279··............*..y
000001e0:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...000001e0:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....
000001f0:·a0fd·e400·008d·913e·0000·f32f·c2d6·4ea0··.......>.../..N.000001f0:·e400·008d·913e·0000·f32f·c2d6·4ea0·000e··.....>.../..N...
00000200:·000e·6666·000c·0000·0006·636d·6278·3132··..ff......cmbx1200000200:·6666·000c·0000·0006·636d·6278·3132·da43··ff......cmbx12.C
00000210:·da43·6f6e·958c·cc74·656e·9374·738e·8e9f··.Con...ten.ts...00000210:·6f6e·958c·cc74·656e·9374·738e·8e9f·1e00··on...ten.ts.....
00000220:·1e00·008d·8d92·0103·8000·c232·8e8e·8e8c··...........2....00000220:·008d·8d92·0103·8000·c232·8e8e·8e8c·8b00··.........2......
00000230:·8b00·0000·0300·0000·0000·0000·0000·0000··................00000230:·0000·0300·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0000·0000·0000·0000·0000·0000·0000··................00000240:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000250:·0000·0000·0000·0000·0000·0001·b2a0·0279··...............y00000250:·0000·0000·0000·0000·0001·b0a0·0279·0000··.............y..
00000260:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....00000260:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?.......
00000270:·e400·008d·8d91·3e00·00da·318e·9156·4ccb··......>...1..VL.00000270:·008d·8d91·3e00·00da·318e·9156·4ccb·4c69··....>...1..VL.Li
00000280:·4c69·6365·6e73·658e·9f15·e71b·a40c·0000··License.........00000280:·6365·6e73·658e·9f15·e71b·a40c·0000·8d91··cense...........
00000290:·8d91·76e7·cff3·301a·f222·5600·0a00·0000··..v...0.."V.....00000290:·76e7·cff3·301a·f222·5600·0a00·0000·0a00··v...0.."V.......
000002a0:·0a00·0000·0663·6d62·7831·30db·7c96·03d5··.....cmbx10.|...000002a0:·0000·0663·6d62·7831·30db·7c96·03d5·546c··...cmbx10.|...Tl
000002b0:·546c·6963·656e·7365·937c·8ea9·1210·b58d··Tlicense.|......000002b0:·6963·656e·7365·937c·8ea9·1210·b58d·913e··icense.|.......>
000002c0:·913e·0000·f331·dfa4·4e00·0009·0000·0009··.>...1..N.......000002c0:·0000·f331·dfa4·4e00·0009·0000·0009·0000··...1..N.........
000002d0:·0000·0005·636d·7474·39dc·2d2d·436f·7079··....cmtt9.--Copy000002d0:·0005·636d·7474·39dc·2d2d·436f·7079·7269··..cmtt9.--Copyri
000002e0:·7269·6768·7496·04b9·9654·6865·934e·756d··right....The.Num000002e0:·6768·7496·04b9·9654·6865·934e·756d·6572··ght....The.Numer
000002f0:·6572·6963·616c·9341·6c67·6f72·6974·686d··erical.Algorithm000002f0:·6963·616c·9341·6c67·6f72·6974·686d·7393··ical.Algorithms.
00000300:·7393·4772·6f75·7093·4c69·6d69·7465·6493··s.Group.Limited.00000300:·4772·6f75·7093·4c69·6d69·7465·6493·3139··Group.Limited.19
00000310:·3139·3931·2e8e·9f13·10b5·8d91·76e7·cfdb··1991........v...00000310:·3931·2e8e·9f13·10b5·8d91·76e7·cfdb·7c7c··91........v...||
00000320:·7c7c·7c2d·8ea1·a18d·9176·e7cf·7c96·03d5··|||-.....v..|...00000320:·7c2d·8ea1·a18d·9176·e7cf·7c96·03d5·542a··|-.....v..|...T*
00000330:·542a·937c·8ea6·8d91·3e00·00dc·2973·6574··T*.|....>...)set00000330:·937c·8ea6·8d91·3e00·00dc·2973·6574·9604··.|....>...)set..
00000340:·9604·b996·6272·6561·6b93·7265·7375·6d65··....break.resume00000340:·b996·6272·6561·6b93·7265·7375·6d65·8ea4··..break.resume..
00000350:·8ea4·0b00·008d·913e·0000·2973·706f·6f6c··.......>..)spool00000350:·0b00·008d·913e·0000·2973·706f·6f6c·9104··.....>..)spool..
00000360:·9104·b996·7073·6765·6e66·636e·2e6f·7574··....psgenfcn.out00000360:·b996·7073·6765·6e66·636e·2e6f·7574·7075··..psgenfcn.outpu
00000370:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set.. 
00000380:·b996·6d65·7373·6167·6593·7465·7374·936f··..message.test.o 
00000390:·6e8e·a18d·913e·0000·2973·6574·9604·b996··n....>..)set....00000370:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set....
 00000380:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on.
 00000390:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me
000003a0:·6d65·7373·6167·6593·6175·746f·936f·6666··message.auto.off000003a0:·7373·6167·6593·6175·746f·936f·6666·8ea1··ssage.auto.off..
000003b0:·8ea1·8d91·3e00·0029·636c·6561·7291·04b9··....>..)clear...000003b0:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a
000003c0:·9661·6c6c·8ea1·9f13·10b5·8d91·76e7·cfdb··.all........v...000003c0:·6c6c·8ea1·9f13·10b5·8d91·76e7·cfdb·7c7c··ll........v...||
000003d0:·7c7c·7c2d·8e9f·20de·418d·8d91·3e00·00da··|||-..·.A...>...000003d0:·7c2d·8e9f·20de·418d·8d91·3e00·00da·328e··|-..·.A...>...2.
000003e0:·328e·9156·4ccb·5095·8ccc·6f93·7793·6572··2..VL.P...o.w.er000003e0:·9156·4ccb·5095·8ccc·6f93·7793·6572·9605··.VL.P...o.w.er..
000003f0:·9605·6666·5365·7269·6573·9347·656e·6572··..ffSeries.Gener000003f0:·6666·5365·7269·6573·9347·656e·6572·6174··ffSeries.Generat
00000400:·6174·696e·6793·4691·fea6·6675·6e63·7469··ating.F...functi00000400:·696e·6793·4691·fea6·6675·6e63·7469·6f6e··ing.F...function
00000410:·6f6e·738e·9f15·e71b·8d91·3e00·00c2·5791··ons.......>...W.00000410:·738e·9f15·e71b·8d91·3e00·00c2·5791·ff2a··s.......>...W..*
00000420:·ff2a·aa65·9603·351c·6f62·7461·696e·9103··.*.e..5.obtain..00000420:·aa65·9603·351c·6f62·7461·696e·9103·351d··.e..5.obtain..5.
00000430:·351d·4669·629a·471d·6f6e·6163·6369·936e··5.Fib.G.onacci.n00000430:·4669·629a·471d·6f6e·6163·6369·936e·95b8··Fib.G.onacci.n..
00000440:·95b8·e375·6d93·6298·6572·732c·9103·3b8e··...um.b.ers,..;.00000440:·e375·6d93·6298·6572·732c·9103·3b8e·4265··.um.b.ers,..;.Be
00000450:·4265·726e·6f75·6c6c·6991·0335·1c6e·9375··Bernoulli..5.n.u00000450:·726e·6f75·6c6c·6991·0335·1c6e·9375·6d93··rnoulli..5.n.um.
00000460:·6d93·6298·6572·7391·0335·1d61·6e64·9603··m.b.ers..5.and..00000460:·6298·6572·7391·0335·1d61·6e64·9603·351c··b.ers..5.and..5.
00000470:·351c·7098·6f6c·796e·6f6d·6961·6c73·2c91··5.p.olynomials,.00000470:·7098·6f6c·796e·6f6d·6961·6c73·2c91·033b··p.olynomials,..;
00000480:·033b·8e61·6e64·9345·756c·6572·9103·351d··.;.and.Euler..5.00000480:·8e61·6e64·9345·756c·6572·9103·351d·6e95··.and.Euler..5.n.
00000490:·6e95·b8e3·756d·9362·9865·7273·9103·351c··n...um.b.ers..5.00000490:·b8e3·756d·9362·9865·7273·9103·351c·616e··..um.b.ers..5.an
000004a0:·616e·648e·a40c·0000·8d91·3e00·0070·9a47··and.......>..p.G000004a0:·648e·a40c·0000·8d91·3e00·0070·9a47·1d6f··d.......>..p.G.o
000004b0:·1d6f·6c79·6e6f·6d69·616c·7396·0355·5561··.olynomials..UUa000004b0:·6c79·6e6f·6d69·616c·7396·0355·5561·7393··lynomials..UUas.
000004c0:·7393·7098·6f95·b8e3·7793·6572·9603·5555··s.p.o...w.er..UU000004c0:·7098·6f95·b8e3·7793·6572·9603·5555·7365··p.o...w.er..UUse
000004d0:·7365·7269·6573·9363·6f98·650e·6369·656e··series.co.e.cien000004d0:·7269·6573·9363·6f98·650e·6369·656e·90b8··ries.co.e.cien..
000004e0:·90b8·e374·738e·a18d·914d·0000·5791·ff2a··...ts....M..W..*000004e0:·e374·738e·a18d·914d·0000·5791·ff2a·aa65··.ts....M..W..*.e
000004f0:·aa65·9602·a21a·7769·6c6c·9b02·a21b·636f··.e....will....co000004f0:·9602·a21a·7769·6c6c·9b02·a21b·636f·6d70··....will....comp
00000500:·6d70·7574·6593·7090·471d·6f95·b8e3·7793··mpute.p.G.o...w.00000500:·7574·6593·7090·471d·6f95·b8e3·7793·6572··ute.p.G.o...w.er
00000510:·6572·9873·6572·6965·7396·02a2·1a69·6e93··er.series....in.00000510:·9873·6572·6965·7396·02a2·1a69·6e93·7495··.series....in.t.
00000520:·7495·b8e3·7793·6f98·6469·0b65·7265·6e93··t...w.o.di.eren.00000520:·b8e3·7793·6f98·6469·0b65·7265·6e93·749b··..w.o.di.eren.t.
00000530:·749b·02a2·1a77·9361·9379·732c·9102·c5f4··t....w.a.ys,....00000530:·02a2·1a77·9361·9379·732c·9102·c5f4·7468··...w.a.ys,....th
00000540:·7468·656e·9874·6573·7498·6571·7561·6c69··then.test.equali00000540:·656e·9874·6573·7498·6571·7561·6c69·7493··en.test.equalit.
00000550:·7493·7991·02a2·1b6f·6698·636f·9047·1d65··t.y....of.co.G.e00000550:·7991·02a2·1b6f·6698·636f·9047·1d65·0e63··y....of.co.G.e.c
00000560:·0e63·6965·6e93·7473·9102·a21b·7570·9874··.cien.ts....up.t00000560:·6965·6e93·7473·9102·a21b·7570·9874·6f8e··ien.ts....up.to.
00000570:·6f8e·a18d·913e·0000·6196·02af·4373·7090··o....>..a...Csp.00000570:·a18d·913e·0000·6196·02af·4373·7090·471d··...>..a...Csp.G.
00000580:·471d·6563·690c·6564·9b02·af44·6f72·6465··G.eci.ed...Dorde00000580:·6563·690c·6564·9b02·af44·6f72·6465·722e··eci.ed...Dorder.
00000590:·722e·9104·3a6c·5468·6593·6675·6e63·7469··r...:lThe.functi00000590:·9104·3a6c·5468·6593·6675·6e63·7469·6f6e··..:lThe.function
000005a0:·6f6e·9874·6861·7493·7465·7374·7398·2761··on.that.tests.'a000005a0:·9874·6861·7493·7465·7374·7398·2761·7070··.that.tests.'app
000005b0:·7070·726f·9ab8·e378·696d·6174·6593·6571··ppro...ximate.eq000005b0:·726f·9ab8·e378·696d·6174·6593·6571·7561··ro...ximate.equa
000005c0:·7561·6c69·7498·7927·9377·696c·6c9b·02af··ualit.y'.will...000005c0:·6c69·7498·7927·9377·696c·6c9b·02af·4472··lit.y'.will...Dr
000005d0:·4472·6574·7572·6e93·616e·9865·7272·6f72··Dreturn.an.error000005d0:·6574·7572·6e93·616e·9865·7272·6f72·936d··eturn.an.error.m
000005e0:·936d·6573·7361·6765·8ea1·8d91·3e00·0069··.message....>..i000005e0:·6573·7361·6765·8ea1·8d91·3e00·0069·6696··essage....>..if.
000005f0:·6696·0355·5574·6865·9374·6573·7493·6661··f..UUthe.test.fa000005f0:·0355·5574·6865·9374·6573·7493·6661·696c··.UUthe.test.fail
00000600:·696c·732e·8ea1·8d91·76e7·cfdb·7c96·03d5··ils.....v...|...00000600:·732e·8ea1·8d91·76e7·cfdb·7c96·03d5·542a··s.....v...|...T*
00000610:·542a·937c·8ea6·8d91·3e00·00dc·2d2d·5396··T*.|....>...--S.00000610:·937c·8ea6·8d91·3e00·00dc·2d2d·5396·04b9··.|....>...--S...
00000620:·04b9·9631·936f·6693·3139·8ea4·0b00·008d··...1.of.19......00000620:·9631·936f·6693·3139·8ea4·0b00·008d·913e··.1.of.19.......>
00000630:·913e·0000·4f52·4496·04b9·963a·3d93·3230··.>..ORD....:=.2000000630:·0000·4f52·4496·04b9·963a·3d93·3230·8ea1··..ORD....:=.20..
00000640:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.00000640:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
00000650:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..00000650:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,.
00000660:·2cc2·2831·2991·0973·2c32·308e·a18d·913e··,.(1)..s,20....>00000660:·2831·2991·0973·2c32·308e·a18d·913e·0000··(1)..s,20....>..
00000670:·0000·2d2d·5292·0108·98d0·5479·7065·3a91··..--R.....Type:.00000670:·2d2d·5292·0108·98d0·5479·7065·3a91·04b9··--R.....Type:...
00000680:·04b9·9650·6f73·6974·6976·6549·6e74·6567··...PositiveInteg00000680:·9650·6f73·6974·6976·6549·6e74·6567·6572··.PositiveInteger
00000690:·6572·8ea1·8d91·3e00·002d·2d45·9104·b996··er....>..--E....00000690:·8ea1·8d91·3e00·002d·2d45·9104·b996·318e··....>..--E....1.
000006a0:·318e·a1a1·8d91·3e00·002d·2d53·9604·b996··1.....>..--S....000006a0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2.
000006b0:·3293·6f66·9331·398e·a18d·913e·0000·6170··2.of.19....>..ap000006b0:·6f66·9331·398e·a18d·913e·0000·6170·7072··of.19....>..appr
000006c0:·7072·6f78·696d·6174·6545·7175·616c·6974··proximateEqualit000006c0:·6f78·696d·6174·6545·7175·616c·6974·7928··oximateEquality(
000006d0:·7928·7365·7269·6573·312c·7365·7269·6573··y(series1,series000006d0:·7365·7269·6573·312c·7365·7269·6573·3229··series1,series2)
000006e0:·3229·9104·b996·3d3d·8ea1·8d91·4773·2c2d··2)....==....Gs,-000006e0:·9104·b996·3d3d·8ea1·8d91·4773·2c2d·2d96··....==....Gs,--.
000006f0:·2d96·04b9·9674·6573·7473·9374·6861·7493··-....tests.that.000006f0:·04b9·9674·6573·7473·9374·6861·7493·3293··...tests.that.2.
00000700:·3293·7365·7269·6573·9361·7265·9365·7175··2.series.are.equ00000700:·7365·7269·6573·9361·7265·9365·7175·616c··series.are.equal
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./usr/share/doc/axiom-doc/src/input/quantumwalk.input.dvi.gz
36.7 KB
quantumwalk.input.dvi
    
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quat.input.dvi
    
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Offset 13, 483 lines modifiedOffset 13, 483 lines modified
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./usr/share/doc/axiom-doc/src/input/r21bugs.input.dvi.gz
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r21bugs.input.dvi
    
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Offset 14, 1783 lines modifiedOffset 14, 1783 lines modified
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00000020:·3032·2e32·303a·3133·3431·8b00·0000·0100··02.20:1341......00000020:·3031·2e32·303a·3130·3536·8b00·0000·0100··01.20:1056......
00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header00000050:·0000·00ff·ffff·ff8d·ef1a·6865·6164·6572··..........header
00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9f9e··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9f9e··..?.............
00000090:·61f3·22de·9119·c600·1147·ae00·1147·ae00··a."......G...G..00000090:·61f3·22de·9119·c600·1147·ae00·1147·ae00··a."......G...G..
Offset 12, 275 lines modifiedOffset 12, 275 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7472·6164·6978·2e69·6e70··put..7tradix.inp000000d0:·7075·7491·0537·7472·6164·6978·2e69·6e70··put..7tradix.inp
000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0··ut.."...........000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·e1b0··ut.."...........
000000f0:·cff3·2358·ab51·0b00·0c00·0000·0c00·0000··..#X.Q..........000000f0:·cff3·2358·ab51·0b00·0c00·0000·0c00·0000··..#X.Q..........
00000100:·0563·6d72·3132·ce54·696d·6f74·6890·ac72··.cmr12.Timoth..r00000100:·0563·6d72·3132·ce54·696d·6f74·6890·ac72··.cmr12.Timoth..r
00000110:·7991·03ea·a844·616c·798e·8e8e·8e8e·9f17··y....Daly.......00000110:·7991·03ea·a844·616c·798e·8e8e·8e8e·9f17··y....Daly.......
00000120:·888b·8d92·00d7·bc64·4691·ff05·5665·6272··.......dF...Vebr00000120:·666a·8d92·00da·2f0d·4a61·6e90·ac72·7561··fj..../.Jan..rua
00000130:·7561·7279·9603·eaa8·3230·2c93·3230·3235··uary....20,.202500000130:·7279·9603·eaa8·3230·2c93·3230·3234·8e9f··ry....20,.2024..
00000140:·8e9f·2400·018d·9200·f1a1·4bf3·2d74·0c89··..$.......K.-t..00000140:·2400·018d·9200·f1a1·4bf3·2d74·0c89·3a00··$.......K.-t..:.
00000150:·3a00·0900·0000·0900·0000·0563·6d62·7839··:..........cmbx900000150:·0900·0000·0900·0000·0563·6d62·7839·d841··.........cmbx9.A
00000160:·d841·6273·7472·6163·748e·9f0f·acd1·8e9f··.Abstract.......00000160:·6273·7472·6163·748e·9f0f·acd1·8e9f·1e00··bstract.........
00000170:·1e00·008d·8d92·0103·8000·f317·4bf1·6079··............K.`y00000170:·008d·8d92·0103·8000·f317·4bf1·6079·000a··..........K.`y..
00000180:·000a·0000·000a·0000·0005·636d·7231·30c2··..........cmr10.00000180:·0000·000a·0000·0005·636d·7231·30c2·318e··........cmr10.1.
00000190:·318e·8e8e·8c8b·0000·0002·0000·0000·0000··1...............00000190:·8e8e·8c8b·0000·0002·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·002a··...............*
000001c0:·002a·a002·7900·008d·a0fd·a300·00a0·023f··.*..y..........?000001c0:·a002·7900·008d·a0fd·a300·00a0·023f·0000··..y..........?..
000001d0:·0000·8da0·fde4·0000·8d91·3e00·00f3·2fc2··..........>.../.000001d0:·8da0·fde4·0000·8d91·3e00·00f3·2fc2·d64e··........>.../..N
000001e0:·d64e·a000·0e66·6600·0c00·0000·0663·6d62··.N...ff......cmb000001e0:·a000·0e66·6600·0c00·0000·0663·6d62·7831··...ff......cmbx1
000001f0:·7831·32da·436f·6e95·8ccc·7465·6e93·7473··x12.Con...ten.ts000001f0:·32da·436f·6e95·8ccc·7465·6e93·7473·8e8e··2.Con...ten.ts..
00000200:·8e8e·9f1e·0000·8d8d·9201·0380·00c2·328e··..............2.00000200:·9f1e·0000·8d8d·9201·0380·00c2·328e·8e8e··............2...
00000210:·8e8e·8c8b·0000·0003·0000·0000·0000·0000··................00000210:·8c8b·0000·0003·0000·0000·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0195··................00000230:·0000·0000·0000·0000·0000·0000·0193·a002··................
00000240:·a002·7900·008d·a0fd·a300·00a0·023f·0000··..y..........?..00000240:·7900·008d·a0fd·a300·00a0·023f·0000·8da0··y..........?....
00000250:·8da0·fde4·0000·8d8d·913e·0000·da31·8e91··.........>...1..00000250:·fde4·0000·8d8d·913e·0000·da31·8e91·564c··.......>...1..VL
00000260:·564c·cb4c·6963·656e·7365·8e9f·15e7·1ba4··VL.License......00000260:·cb4c·6963·656e·7365·8e9f·15e7·1ba4·0c00··.License........
00000270:·0c00·008d·9176·e7cf·f330·1af2·2256·000a··.....v...0.."V..00000270:·008d·9176·e7cf·f330·1af2·2256·000a·0000··...v...0.."V....
00000280:·0000·000a·0000·0006·636d·6278·3130·db7c··........cmbx10.|00000280:·000a·0000·0006·636d·6278·3130·db7c·9603··......cmbx10.|..
00000290:·9603·d554·6c69·6365·6e73·6593·7c8e·a911··...Tlicense.|...00000290:·d554·6c69·6365·6e73·6593·7c8e·a911·5da2··.Tlicense.|...].
000002a0:·5da2·8d91·3e00·00f3·31df·a44e·0000·0900··]...>...1..N....000002a0:·8d91·3e00·00f3·31df·a44e·0000·0900·0000··..>...1..N......
000002b0:·0000·0900·0000·0563·6d74·7439·dc2d·2d43··.......cmtt9.--C000002b0:·0900·0000·0563·6d74·7439·dc2d·2d43·6f70··.....cmtt9.--Cop
000002c0:·6f70·7972·6967·6874·9604·b996·5468·6593··opyright....The.000002c0:·7972·6967·6874·9604·b996·5468·6593·4e75··yright....The.Nu
000002d0:·4e75·6d65·7269·6361·6c93·416c·676f·7269··Numerical.Algori000002d0:·6d65·7269·6361·6c93·416c·676f·7269·7468··merical.Algorith
000002e0:·7468·6d73·9347·726f·7570·934c·696d·6974··thms.Group.Limit000002e0:·6d73·9347·726f·7570·934c·696d·6974·6564··ms.Group.Limited
000002f0:·6564·9331·3939·312e·8e9f·125d·a18d·9176··ed.1991....]...v000002f0:·9331·3939·312e·8e9f·125d·a18d·9176·e7cf··.1991....]...v..
00000300:·e7cf·db7c·7c7c·2d8e·a1a1·8d91·76e7·cf7c··...|||-.....v..|00000300:·db7c·7c7c·2d8e·a1a1·8d91·76e7·cf7c·9603··.|||-.....v..|..
00000310:·9603·d554·2a93·7c8e·a68d·913e·0000·dc29··...T*.|....>...)00000310:·d554·2a93·7c8e·a68d·913e·0000·dc29·7365··.T*.|....>...)se
00000320:·7365·7496·04b9·9662·7265·616b·9372·6573··set....break.res00000320:·7496·04b9·9662·7265·616b·9372·6573·756d··t....break.resum
00000330:·756d·658e·a40b·0000·8d91·3e00·0029·7370··ume.......>..)sp00000330:·658e·a40b·0000·8d91·3e00·0029·7370·6f6f··e.......>..)spoo
00000340:·6f6f·6c91·04b9·9672·6164·6978·2e6f·7574··ool....radix.out00000340:·6c91·04b9·9672·6164·6978·2e6f·7574·7075··l....radix.outpu
00000350:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set.. 
00000360:·b996·6d65·7373·6167·6593·7465·7374·936f··..message.test.o 
00000370:·6e8e·a18d·913e·0000·2973·6574·9604·b996··n....>..)set....00000350:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set....
 00000360:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on.
 00000370:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me
00000380:·6d65·7373·6167·6593·6175·746f·936f·6666··message.auto.off00000380:·7373·6167·6593·6175·746f·936f·6666·8ea1··ssage.auto.off..
00000390:·8ea1·8d91·3e00·0029·636c·6561·7291·04b9··....>..)clear...00000390:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a
000003a0:·9661·6c6c·8ea1·8d91·3e00·002d·2d53·9604··.all....>..--S..000003a0:·6c6c·8ea1·8d91·3e00·002d·2d53·9604·b996··ll....>..--S....
000003b0:·b996·3193·6f66·9331·378e·a18d·913e·0000··..1.of.17....>..000003b0:·3193·6f66·9331·378e·a18d·913e·0000·3131··1.of.17....>..11
000003c0:·3131·313a·3a52·6164·6978·4578·7061·6e73··111::RadixExpans000003c0:·313a·3a52·6164·6978·4578·7061·6e73·696f··1::RadixExpansio
000003d0:·696f·6e28·3529·8ea1·8d91·3e00·002d·2d52··ion(5)....>..--R000003d0:·6e28·3529·8ea1·8d91·3e00·002d·2d52·8ea1··n(5)....>..--R..
000003e0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.000003e0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
000003f0:·002d·2d52·910e·2cc2·2831·2991·0973·2c34··.--R..,.(1)..s,4000003f0:·2d52·910e·2cc2·2831·2991·0973·2c34·3231··-R..,.(1)..s,421
00000400:·3231·8ea1·8d91·3e00·002d·2d52·9200·ff25··21....>..--R...% 
00000410:·a454·7970·653a·9104·b996·5261·6469·7845··.Type:....RadixE 
00000420:·7870·616e·7369·6f6e·2835·298e·a18d·913e··xpansion(5)....> 
00000430:·0000·2d2d·4591·04b9·9631·8ea1·a18d·913e··..--E....1.....> 
00000440:·0000·2d2d·5396·04b9·9632·936f·6693·3137··..--S....2.of.17 
00000450:·8ea1·8d91·3e00·0028·352f·3234·293a·3a52··....>..(5/24)::R 
00000460:·6164·6978·4578·7061·6e73·696f·6e28·3229··adixExpansion(2) 
00000470:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
00000480:·002d·2d52·8ea1·8d91·3e00·002d·2d52·913d··.--R....>..--R.= 
00000490:·6c9e·5f5f·8ea1·8d91·3e00·002d·2d52·910e··l.__....>..--R.. 
000004a0:·2cc2·2832·2991·0973·2c30·2e30·3031·3130··,.(2)..s,0.00110 
000004b0:·8ea1·8d91·3e00·002d·2d52·9200·ff25·a454··....>..--R...%.T00000400:·8ea1·8d91·3e00·002d·2d52·9200·ff25·a454··....>..--R...%.T
000004c0:·7970·653a·9104·b996·5261·6469·7845·7870··ype:....RadixExp00000410:·7970·653a·9104·b996·5261·6469·7845·7870··ype:....RadixExp
000004d0:·616e·7369·6f6e·2832·298e·a18d·913e·0000··ansion(2)....>..00000420:·616e·7369·6f6e·2835·298e·a18d·913e·0000··ansion(5)....>..
000004e0:·2d2d·4591·04b9·9632·8ea1·a18d·913e·0000··--E....2.....>..00000430:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>..
000004f0:·2d2d·5396·04b9·9633·936f·6693·3137·8ea1··--S....3.of.17..00000440:·2d2d·5396·04b9·9632·936f·6693·3137·8ea1··--S....2.of.17..
00000500:·8d91·3e00·0028·352f·3234·293a·3a52·6164··..>..(5/24)::Rad00000450:·8d91·3e00·0028·352f·3234·293a·3a52·6164··..>..(5/24)::Rad
00000510:·6978·4578·7061·6e73·696f·6e28·3329·8ea1··ixExpansion(3)..00000460:·6978·4578·7061·6e73·696f·6e28·3229·8ea1··ixExpansion(2)..
00000520:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-00000470:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
00000530:·2d52·8ea1·8d91·3e00·002d·2d52·9133·f972··-R....>..--R.3.r00000480:·2d52·8ea1·8d91·3e00·002d·2d52·913d·6c9e··-R....>..--R.=l.
00000540:·5f5f·8ea1·8d91·3e00·002d·2d52·910e·2cc2··__....>..--R..,.00000490:·5f5f·8ea1·8d91·3e00·002d·2d52·910e·2cc2··__....>..--R..,.
 000004a0:·2832·2991·0973·2c30·2e30·3031·3130·8ea1··(2)..s,0.00110..
 000004b0:·8d91·3e00·002d·2d52·9200·ff25·a454·7970··..>..--R...%.Typ
 000004c0:·653a·9104·b996·5261·6469·7845·7870·616e··e:....RadixExpan
 000004d0:·7369·6f6e·2832·298e·a18d·913e·0000·2d2d··sion(2)....>..--
 000004e0:·4591·04b9·9632·8ea1·a18d·913e·0000·2d2d··E....2.....>..--
 000004f0:·5396·04b9·9633·936f·6693·3137·8ea1·8d91··S....3.of.17....
 00000500:·3e00·0028·352f·3234·293a·3a52·6164·6978··>..(5/24)::Radix
 00000510:·4578·7061·6e73·696f·6e28·3329·8ea1·8d91··Expansion(3)....
 00000520:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000530:·8ea1·8d91·3e00·002d·2d52·9133·f972·5f5f··....>..--R.3.r__
 00000540:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2833··....>..--R..,.(3
00000550:·2833·2991·0973·2c30·2e30·3132·8ea1·8d91··(3)..s,0.012....00000550:·2991·0973·2c30·2e30·3132·8ea1·8d91·3e00··)..s,0.012....>.
00000560:·3e00·002d·2d52·9200·ff25·a454·7970·653a··>..--R...%.Type:00000560:·002d·2d52·9200·ff25·a454·7970·653a·9104··.--R...%.Type:..
00000570:·9104·b996·5261·6469·7845·7870·616e·7369··....RadixExpansi00000570:·b996·5261·6469·7845·7870·616e·7369·6f6e··..RadixExpansion
00000580:·6f6e·2833·298e·a18d·913e·0000·2d2d·4591··on(3)....>..--E.00000580:·2833·298e·a18d·913e·0000·2d2d·4591·04b9··(3)....>..--E...
00000590:·04b9·9633·8ea1·a18d·913e·0000·2d2d·5396··...3.....>..--S.00000590:·9633·8ea1·a18d·913e·0000·2d2d·5396·04b9··.3.....>..--S...
000005a0:·04b9·9634·936f·6693·3137·8ea1·8d91·3e00··...4.of.17....>.000005a0:·9634·936f·6693·3137·8ea1·8d91·3e00·0028··.4.of.17....>..(
000005b0:·0028·352f·3234·293a·3a52·6164·6978·4578··.(5/24)::RadixEx000005b0:·352f·3234·293a·3a52·6164·6978·4578·7061··5/24)::RadixExpa
000005c0:·7061·6e73·696f·6e28·3829·8ea1·8d91·3e00··pansion(8)....>.000005c0:·6e73·696f·6e28·3829·8ea1·8d91·3e00·002d··nsion(8)....>..-
000005d0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..000005d0:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....
000005e0:·8d91·3e00·002d·2d52·9133·f972·5f5f·8ea1··..>..--R.3.r__..000005e0:·3e00·002d·2d52·9133·f972·5f5f·8ea1·8d91··>..--R.3.r__....
000005f0:·8d91·3e00·002d·2d52·910e·2cc2·2834·2991··..>..--R..,.(4).000005f0:·3e00·002d·2d52·910e·2cc2·2834·2991·0973··>..--R..,.(4)..s
00000600:·0973·2c30·2e31·3532·8ea1·8d91·3e00·002d··.s,0.152....>..-00000600:·2c30·2e31·3532·8ea1·8d91·3e00·002d·2d52··,0.152....>..--R
00000610:·2d52·9200·ff25·a454·7970·653a·9104·b996··-R...%.Type:....00000610:·9200·ff25·a454·7970·653a·9104·b996·5261··...%.Type:....Ra
00000620:·5261·6469·7845·7870·616e·7369·6f6e·2838··RadixExpansion(800000620:·6469·7845·7870·616e·7369·6f6e·2838·298e··dixExpansion(8).
00000630:·298e·a18d·913e·0000·2d2d·4591·04b9·9634··)....>..--E....400000630:·a18d·913e·0000·2d2d·4591·04b9·9634·8ea1··...>..--E....4..
00000640:·8ea1·8e9f·1e00·008d·8d92·0103·8000·c233··...............300000640:·8e9f·1e00·008d·8d92·0103·8000·c233·8e8e··.............3..
00000650:·8e8e·8e8c·8b00·0000·0400·0000·0000·0000··................00000650:·8e8c·8b00·0000·0400·0000·0000·0000·0000··................
00000660:·0000·0000·0000·0000·0000·0000·0000·0000··................00000660:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000670:·0000·0000·0000·0000·0000·0000·0000·0002··................00000670:·0000·0000·0000·0000·0000·0000·0002·11a0··................
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00000690:·008d·a0fd·e400·008d·913e·0000·dc2d·2d53··.........>...--S00000690:·a0fd·e400·008d·913e·0000·dc2d·2d53·9604··.......>...--S..
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radixtex.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/reclos2.input.dvi.gz
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reclos2.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/reductio.input.dvi
    
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Offset 12, 92 lines modifiedOffset 12, 92 lines modified
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./usr/share/doc/axiom-doc/src/input/rich10d.input.dvi.gz
13.3 MB
rich10d.input.dvi
Max HTML report size reached
6.93 MB
./usr/share/doc/axiom-doc/src/input/rich10e.input.dvi.gz
6.93 MB
rich10e.input.dvi
Max HTML report size reached
55.6 MB
./usr/share/doc/axiom-doc/src/input/rich10f.input.dvi.gz
55.6 MB
rich10f.input.dvi
Max HTML report size reached
5.23 MB
./usr/share/doc/axiom-doc/src/input/rich11a.input.dvi.gz
5.23 MB
rich11a.input.dvi
Max HTML report size reached
8.72 MB
./usr/share/doc/axiom-doc/src/input/rich11b.input.dvi.gz
8.72 MB
rich11b.input.dvi
Max HTML report size reached
5.33 MB
./usr/share/doc/axiom-doc/src/input/rich11c.input.dvi.gz
5.33 MB
rich11c.input.dvi
Max HTML report size reached
25.7 MB
./usr/share/doc/axiom-doc/src/input/rich11d.input.dvi.gz
25.7 MB
rich11d.input.dvi
Max HTML report size reached
7.63 MB
./usr/share/doc/axiom-doc/src/input/rich11e.input.dvi.gz
7.63 MB
rich11e.input.dvi
Max HTML report size reached
2.68 MB
./usr/share/doc/axiom-doc/src/input/rich12a.input.dvi.gz
2.68 MB
rich12a.input.dvi
Max HTML report size reached
7.02 MB
./usr/share/doc/axiom-doc/src/input/rich12b.input.dvi.gz
7.02 MB
rich12b.input.dvi
Max HTML report size reached
21.5 MB
./usr/share/doc/axiom-doc/src/input/rich12c.input.dvi.gz
21.5 MB
rich12c.input.dvi
Max HTML report size reached
20.0 MB
./usr/share/doc/axiom-doc/src/input/rich12d.input.dvi.gz
20.0 MB
rich12d.input.dvi
Max HTML report size reached
13.7 MB
./usr/share/doc/axiom-doc/src/input/rich12e.input.dvi.gz
13.7 MB
rich12e.input.dvi
Max HTML report size reached
13.4 MB
./usr/share/doc/axiom-doc/src/input/rich12f.input.dvi.gz
13.4 MB
rich12f.input.dvi
Max HTML report size reached
8.36 MB
./usr/share/doc/axiom-doc/src/input/rich13.input.dvi.gz
8.36 MB
rich13.input.dvi
Max HTML report size reached
5.52 MB
./usr/share/doc/axiom-doc/src/input/rich14a.input.dvi.gz
5.52 MB
rich14a.input.dvi
Max HTML report size reached
16.0 MB
./usr/share/doc/axiom-doc/src/input/rich14b.input.dvi.gz
16.0 MB
rich14b.input.dvi
Max HTML report size reached
42.5 MB
./usr/share/doc/axiom-doc/src/input/rich14c.input.dvi.gz
42.5 MB
rich14c.input.dvi
Max HTML report size reached
46.6 MB
./usr/share/doc/axiom-doc/src/input/rich15.input.dvi.gz
46.6 MB
rich15.input.dvi
Max HTML report size reached
36.1 MB
./usr/share/doc/axiom-doc/src/input/rich16.input.dvi.gz
36.1 MB
rich16.input.dvi
Max HTML report size reached
8.57 MB
./usr/share/doc/axiom-doc/src/input/rich17.input.dvi.gz
8.56 MB
rich17.input.dvi
Max HTML report size reached
14.0 MB
./usr/share/doc/axiom-doc/src/input/rich18.input.dvi.gz
14.0 MB
rich18.input.dvi
Max HTML report size reached
22.6 MB
./usr/share/doc/axiom-doc/src/input/rich19.input.dvi.gz
22.6 MB
rich19.input.dvi
Max HTML report size reached
9.6 MB
./usr/share/doc/axiom-doc/src/input/rich1a.input.dvi.gz
9.6 MB
rich1a.input.dvi
Max HTML report size reached
16.5 MB
./usr/share/doc/axiom-doc/src/input/rich1b.input.dvi.gz
16.5 MB
rich1b.input.dvi
Max HTML report size reached
9.95 MB
./usr/share/doc/axiom-doc/src/input/rich2.input.dvi.gz
9.95 MB
rich2.input.dvi
Max HTML report size reached
4.14 MB
./usr/share/doc/axiom-doc/src/input/rich20a.input.dvi.gz
4.14 MB
rich20a.input.dvi
Max HTML report size reached
4.32 MB
./usr/share/doc/axiom-doc/src/input/rich20b.input.dvi.gz
4.32 MB
rich20b.input.dvi
Max HTML report size reached
5.46 MB
./usr/share/doc/axiom-doc/src/input/rich20c.input.dvi.gz
5.46 MB
rich20c.input.dvi
Max HTML report size reached
995 KB
./usr/share/doc/axiom-doc/src/input/rich21.input.dvi.gz
995 KB
rich21.input.dvi
Max HTML report size reached
3.59 MB
./usr/share/doc/axiom-doc/src/input/rich22a.input.dvi.gz
3.59 MB
rich22a.input.dvi
Max HTML report size reached
3.12 MB
./usr/share/doc/axiom-doc/src/input/rich22b.input.dvi.gz
3.12 MB
rich22b.input.dvi
Max HTML report size reached
8.67 MB
./usr/share/doc/axiom-doc/src/input/rich22c.input.dvi.gz
8.67 MB
rich22c.input.dvi
Max HTML report size reached
586 KB
./usr/share/doc/axiom-doc/src/input/rich22d.input.dvi.gz
586 KB
rich22d.input.dvi
Max HTML report size reached
13.2 MB
./usr/share/doc/axiom-doc/src/input/rich23.input.dvi.gz
13.2 MB
rich23.input.dvi
Max HTML report size reached
1.59 MB
./usr/share/doc/axiom-doc/src/input/rich24a.input.dvi.gz
1.59 MB
rich24a.input.dvi
Max HTML report size reached
2.0 MB
./usr/share/doc/axiom-doc/src/input/rich24b.input.dvi.gz
2.0 MB
rich24b.input.dvi
Max HTML report size reached
2.2 MB
./usr/share/doc/axiom-doc/src/input/rich24c.input.dvi.gz
2.2 MB
rich24c.input.dvi
Max HTML report size reached
680 KB
./usr/share/doc/axiom-doc/src/input/rich24d.input.dvi.gz
680 KB
rich24d.input.dvi
Max HTML report size reached
1.59 MB
./usr/share/doc/axiom-doc/src/input/rich25.input.dvi.gz
1.59 MB
rich25.input.dvi
Max HTML report size reached
6.68 MB
./usr/share/doc/axiom-doc/src/input/rich3a.input.dvi.gz
6.68 MB
rich3a.input.dvi
Max HTML report size reached
3.05 MB
./usr/share/doc/axiom-doc/src/input/rich3b.input.dvi.gz
3.05 MB
rich3b.input.dvi
Max HTML report size reached
1.75 MB
./usr/share/doc/axiom-doc/src/input/rich3c.input.dvi.gz
1.75 MB
rich3c.input.dvi
Max HTML report size reached
1.34 MB
./usr/share/doc/axiom-doc/src/input/rich3d.input.dvi.gz
1.34 MB
rich3d.input.dvi
Max HTML report size reached
1.47 MB
./usr/share/doc/axiom-doc/src/input/rich3e.input.dvi.gz
1.47 MB
rich3e.input.dvi
Max HTML report size reached
1.62 MB
./usr/share/doc/axiom-doc/src/input/rich3f.input.dvi.gz
1.62 MB
rich3f.input.dvi
Max HTML report size reached
1.61 MB
./usr/share/doc/axiom-doc/src/input/rich3g.input.dvi.gz
1.61 MB
rich3g.input.dvi
Max HTML report size reached
1.77 MB
./usr/share/doc/axiom-doc/src/input/rich3h.input.dvi.gz
1.77 MB
rich3h.input.dvi
Max HTML report size reached
1.83 MB
./usr/share/doc/axiom-doc/src/input/rich3i.input.dvi.gz
1.83 MB
rich3i.input.dvi
Max HTML report size reached
2.34 MB
./usr/share/doc/axiom-doc/src/input/rich3j.input.dvi.gz
2.34 MB
rich3j.input.dvi
Max HTML report size reached
2.52 MB
./usr/share/doc/axiom-doc/src/input/rich3k.input.dvi.gz
2.52 MB
rich3k.input.dvi
Max HTML report size reached
2.08 MB
./usr/share/doc/axiom-doc/src/input/rich3l.input.dvi.gz
2.08 MB
rich3l.input.dvi
Max HTML report size reached
2.25 MB
./usr/share/doc/axiom-doc/src/input/rich3m.input.dvi.gz
2.25 MB
rich3m.input.dvi
Max HTML report size reached
1.73 MB
./usr/share/doc/axiom-doc/src/input/rich3n.input.dvi.gz
1.73 MB
rich3n.input.dvi
Max HTML report size reached
1.88 MB
./usr/share/doc/axiom-doc/src/input/rich3o.input.dvi.gz
1.88 MB
rich3o.input.dvi
Max HTML report size reached
1.73 MB
./usr/share/doc/axiom-doc/src/input/rich3p.input.dvi.gz
1.73 MB
rich3p.input.dvi
Max HTML report size reached
1.44 MB
./usr/share/doc/axiom-doc/src/input/rich3q.input.dvi.gz
1.44 MB
rich3q.input.dvi
Max HTML report size reached
936 KB
./usr/share/doc/axiom-doc/src/input/rich3r.input.dvi.gz
936 KB
rich3r.input.dvi
Max HTML report size reached
861 KB
./usr/share/doc/axiom-doc/src/input/rich3s.input.dvi.gz
861 KB
rich3s.input.dvi
Max HTML report size reached
1.25 MB
./usr/share/doc/axiom-doc/src/input/rich3t.input.dvi.gz
1.25 MB
rich3t.input.dvi
Max HTML report size reached
4.92 MB
./usr/share/doc/axiom-doc/src/input/rich4a.input.dvi.gz
4.92 MB
rich4a.input.dvi
Max HTML report size reached
6.2 MB
./usr/share/doc/axiom-doc/src/input/rich4b.input.dvi.gz
6.2 MB
rich4b.input.dvi
Max HTML report size reached
3.78 MB
./usr/share/doc/axiom-doc/src/input/rich4c.input.dvi.gz
3.78 MB
rich4c.input.dvi
Max HTML report size reached
4.7 MB
./usr/share/doc/axiom-doc/src/input/rich4d.input.dvi.gz
4.7 MB
rich4d.input.dvi
Max HTML report size reached
7.47 MB
./usr/share/doc/axiom-doc/src/input/rich4e.input.dvi.gz
7.47 MB
rich4e.input.dvi
Max HTML report size reached
5.17 MB
./usr/share/doc/axiom-doc/src/input/rich4f.input.dvi.gz
5.17 MB
rich4f.input.dvi
Max HTML report size reached
7.19 MB
./usr/share/doc/axiom-doc/src/input/rich4g.input.dvi.gz
7.19 MB
rich4g.input.dvi
Max HTML report size reached
5.95 MB
./usr/share/doc/axiom-doc/src/input/rich4h.input.dvi.gz
5.95 MB
rich4h.input.dvi
Max HTML report size reached
3.81 MB
./usr/share/doc/axiom-doc/src/input/rich4i.input.dvi.gz
3.81 MB
rich4i.input.dvi
Max HTML report size reached
7.06 MB
./usr/share/doc/axiom-doc/src/input/rich4j.input.dvi.gz
7.06 MB
rich4j.input.dvi
Max HTML report size reached
6.18 MB
./usr/share/doc/axiom-doc/src/input/rich5.input.dvi.gz
6.18 MB
rich5.input.dvi
Max HTML report size reached
7.3 MB
./usr/share/doc/axiom-doc/src/input/rich6a.input.dvi.gz
7.3 MB
rich6a.input.dvi
Max HTML report size reached
4.64 MB
./usr/share/doc/axiom-doc/src/input/rich6b.input.dvi.gz
4.64 MB
rich6b.input.dvi
Max HTML report size reached
13.9 MB
./usr/share/doc/axiom-doc/src/input/rich6c.input.dvi.gz
13.9 MB
rich6c.input.dvi
Max HTML report size reached
17.3 MB
./usr/share/doc/axiom-doc/src/input/rich6d.input.dvi.gz
17.3 MB
rich6d.input.dvi
Max HTML report size reached
8.3 MB
./usr/share/doc/axiom-doc/src/input/rich6e.input.dvi.gz
8.3 MB
rich6e.input.dvi
Max HTML report size reached
1.83 MB
./usr/share/doc/axiom-doc/src/input/rich7.input.dvi.gz
1.83 MB
rich7.input.dvi
Max HTML report size reached
3.96 MB
./usr/share/doc/axiom-doc/src/input/rich8a.input.dvi.gz
3.96 MB
rich8a.input.dvi
Max HTML report size reached
3.89 MB
./usr/share/doc/axiom-doc/src/input/rich8b.input.dvi.gz
3.89 MB
rich8b.input.dvi
Max HTML report size reached
6.66 MB
./usr/share/doc/axiom-doc/src/input/rich8c.input.dvi.gz
6.66 MB
rich8c.input.dvi
Max HTML report size reached
1.87 MB
./usr/share/doc/axiom-doc/src/input/rich8d.input.dvi.gz
1.87 MB
rich8d.input.dvi
Max HTML report size reached
7.11 MB
./usr/share/doc/axiom-doc/src/input/rich9a.input.dvi.gz
7.11 MB
rich9a.input.dvi
Max HTML report size reached
15.6 MB
./usr/share/doc/axiom-doc/src/input/rich9b.input.dvi.gz
15.6 MB
rich9b.input.dvi
Max HTML report size reached
1.2 MB
./usr/share/doc/axiom-doc/src/input/richalgebraic000-099.input.dvi.gz
1.2 MB
richalgebraic000-099.input.dvi
Max HTML report size reached
3.78 MB
./usr/share/doc/axiom-doc/src/input/richalgebraic100-199.input.dvi.gz
3.78 MB
richalgebraic100-199.input.dvi
Max HTML report size reached
2.61 MB
./usr/share/doc/axiom-doc/src/input/richalgebraic200-299.input.dvi.gz
2.61 MB
richalgebraic200-299.input.dvi
Max HTML report size reached
4.04 MB
./usr/share/doc/axiom-doc/src/input/richalgebraic300-399.input.dvi.gz
4.04 MB
richalgebraic300-399.input.dvi
Max HTML report size reached
2.02 MB
./usr/share/doc/axiom-doc/src/input/richalgebraic400-461.input.dvi.gz
2.02 MB
richalgebraic400-461.input.dvi
Max HTML report size reached
5.6 MB
./usr/share/doc/axiom-doc/src/input/richder12a.input.dvi.gz
5.6 MB
richder12a.input.dvi
Max HTML report size reached
1.5 MB
./usr/share/doc/axiom-doc/src/input/richder12b.input.dvi.gz
1.5 MB
richder12b.input.dvi
Max HTML report size reached
3.99 MB
./usr/share/doc/axiom-doc/src/input/richder12c.input.dvi.gz
3.99 MB
richder12c.input.dvi
Max HTML report size reached
6.97 MB
./usr/share/doc/axiom-doc/src/input/richder12d.input.dvi.gz
6.97 MB
richder12d.input.dvi
Max HTML report size reached
5.18 MB
./usr/share/doc/axiom-doc/src/input/richder12e.input.dvi.gz
5.18 MB
richder12e.input.dvi
Max HTML report size reached
3.47 MB
./usr/share/doc/axiom-doc/src/input/richder12f.input.dvi.gz
3.47 MB
richder12f.input.dvi
Max HTML report size reached
1.98 MB
./usr/share/doc/axiom-doc/src/input/richder13.input.dvi.gz
1.98 MB
richder13.input.dvi
Max HTML report size reached
1.05 MB
./usr/share/doc/axiom-doc/src/input/richder14a.input.dvi.gz
1.05 MB
richder14a.input.dvi
Max HTML report size reached
4.01 MB
./usr/share/doc/axiom-doc/src/input/richder14b.input.dvi.gz
4.01 MB
richder14b.input.dvi
Max HTML report size reached
6.34 MB
./usr/share/doc/axiom-doc/src/input/richder14c.input.dvi.gz
6.34 MB
richder14c.input.dvi
Max HTML report size reached
1.19 MB
./usr/share/doc/axiom-doc/src/input/richder15.input.dvi.gz
1.19 MB
richder15.input.dvi
Max HTML report size reached
6.03 MB
./usr/share/doc/axiom-doc/src/input/richder16.input.dvi.gz
6.03 MB
richder16.input.dvi
Max HTML report size reached
605 KB
./usr/share/doc/axiom-doc/src/input/richder17.input.dvi.gz
605 KB
richder17.input.dvi
Max HTML report size reached
1.83 MB
./usr/share/doc/axiom-doc/src/input/richder18.input.dvi.gz
1.83 MB
richder18.input.dvi
Max HTML report size reached
4.33 MB
./usr/share/doc/axiom-doc/src/input/richder19.input.dvi.gz
4.33 MB
richder19.input.dvi
Max HTML report size reached
5.26 MB
./usr/share/doc/axiom-doc/src/input/richder1a.input.dvi.gz
5.26 MB
richder1a.input.dvi
Max HTML report size reached
8.53 MB
./usr/share/doc/axiom-doc/src/input/richder1b.input.dvi.gz
8.53 MB
richder1b.input.dvi
Max HTML report size reached
4.64 MB
./usr/share/doc/axiom-doc/src/input/richder2.input.dvi.gz
4.64 MB
richder2.input.dvi
Max HTML report size reached
685 KB
./usr/share/doc/axiom-doc/src/input/richder20a.input.dvi.gz
685 KB
richder20a.input.dvi
Max HTML report size reached
1.18 MB
./usr/share/doc/axiom-doc/src/input/richder20b.input.dvi.gz
1.18 MB
richder20b.input.dvi
Max HTML report size reached
1.5 MB
./usr/share/doc/axiom-doc/src/input/richder20c.input.dvi.gz
1.5 MB
richder20c.input.dvi
Max HTML report size reached
461 KB
./usr/share/doc/axiom-doc/src/input/richder21.input.dvi.gz
461 KB
richder21.input.dvi
Max HTML report size reached
557 KB
./usr/share/doc/axiom-doc/src/input/richder22a.input.dvi.gz
557 KB
richder22a.input.dvi
Max HTML report size reached
1.47 MB
./usr/share/doc/axiom-doc/src/input/richder22b.input.dvi.gz
1.47 MB
richder22b.input.dvi
Max HTML report size reached
1.8 MB
./usr/share/doc/axiom-doc/src/input/richder22c.input.dvi.gz
1.8 MB
richder22c.input.dvi
Max HTML report size reached
556 KB
./usr/share/doc/axiom-doc/src/input/richder22d.input.dvi.gz
555 KB
richder22d.input.dvi
Max HTML report size reached
2.68 MB
./usr/share/doc/axiom-doc/src/input/richder23.input.dvi.gz
2.68 MB
richder23.input.dvi
Max HTML report size reached
817 KB
./usr/share/doc/axiom-doc/src/input/richder24a.input.dvi.gz
817 KB
richder24a.input.dvi
Max HTML report size reached
643 KB
./usr/share/doc/axiom-doc/src/input/richder24b.input.dvi.gz
642 KB
richder24b.input.dvi
Max HTML report size reached
690 KB
./usr/share/doc/axiom-doc/src/input/richder24c.input.dvi.gz
690 KB
richder24c.input.dvi
Max HTML report size reached
1.33 MB
./usr/share/doc/axiom-doc/src/input/richder24d.input.dvi.gz
1.33 MB
richder24d.input.dvi
Max HTML report size reached
3.38 MB
./usr/share/doc/axiom-doc/src/input/richder3a.input.dvi.gz
3.38 MB
richder3a.input.dvi
Max HTML report size reached
2.92 MB
./usr/share/doc/axiom-doc/src/input/richder3b.input.dvi.gz
2.92 MB
richder3b.input.dvi
Max HTML report size reached
1.36 MB
./usr/share/doc/axiom-doc/src/input/richder3c.input.dvi.gz
1.36 MB
richder3c.input.dvi
Max HTML report size reached
861 KB
./usr/share/doc/axiom-doc/src/input/richder3d.input.dvi.gz
861 KB
richder3d.input.dvi
Max HTML report size reached
959 KB
./usr/share/doc/axiom-doc/src/input/richder3e.input.dvi.gz
959 KB
richder3e.input.dvi
Max HTML report size reached
1.02 MB
./usr/share/doc/axiom-doc/src/input/richder3f.input.dvi.gz
1.02 MB
richder3f.input.dvi
Max HTML report size reached
992 KB
./usr/share/doc/axiom-doc/src/input/richder3g.input.dvi.gz
992 KB
richder3g.input.dvi
Max HTML report size reached
1.06 MB
./usr/share/doc/axiom-doc/src/input/richder3h.input.dvi.gz
1.06 MB
richder3h.input.dvi
Max HTML report size reached
1.07 MB
./usr/share/doc/axiom-doc/src/input/richder3i.input.dvi.gz
1.07 MB
richder3i.input.dvi
Max HTML report size reached
1.17 MB
./usr/share/doc/axiom-doc/src/input/richder3j.input.dvi.gz
1.17 MB
richder3j.input.dvi
Max HTML report size reached
1.23 MB
./usr/share/doc/axiom-doc/src/input/richder3k.input.dvi.gz
1.23 MB
richder3k.input.dvi
Max HTML report size reached
1.1 MB
./usr/share/doc/axiom-doc/src/input/richder3l.input.dvi.gz
1.1 MB
richder3l.input.dvi
Max HTML report size reached
1.23 MB
./usr/share/doc/axiom-doc/src/input/richder3m.input.dvi.gz
1.23 MB
richder3m.input.dvi
Max HTML report size reached
1.32 MB
./usr/share/doc/axiom-doc/src/input/richder3n.input.dvi.gz
1.32 MB
richder3n.input.dvi
Max HTML report size reached
1.4 MB
./usr/share/doc/axiom-doc/src/input/richder3o.input.dvi.gz
1.4 MB
richder3o.input.dvi
Max HTML report size reached
1.2 MB
./usr/share/doc/axiom-doc/src/input/richder3p.input.dvi.gz
1.2 MB
richder3p.input.dvi
Max HTML report size reached
1.01 MB
./usr/share/doc/axiom-doc/src/input/richder3q.input.dvi.gz
1.01 MB
richder3q.input.dvi
Max HTML report size reached
815 KB
./usr/share/doc/axiom-doc/src/input/richder3r.input.dvi.gz
815 KB
richder3r.input.dvi
Max HTML report size reached
741 KB
./usr/share/doc/axiom-doc/src/input/richder3s.input.dvi.gz
741 KB
richder3s.input.dvi
Max HTML report size reached
995 KB
./usr/share/doc/axiom-doc/src/input/richder3t.input.dvi.gz
995 KB
richder3t.input.dvi
Max HTML report size reached
2.48 MB
./usr/share/doc/axiom-doc/src/input/richder4a.input.dvi.gz
2.48 MB
richder4a.input.dvi
Max HTML report size reached
2.05 MB
./usr/share/doc/axiom-doc/src/input/richder4b.input.dvi.gz
2.05 MB
richder4b.input.dvi
Max HTML report size reached
2.02 MB
./usr/share/doc/axiom-doc/src/input/richder4c.input.dvi.gz
2.02 MB
richder4c.input.dvi
Max HTML report size reached
2.25 MB
./usr/share/doc/axiom-doc/src/input/richder4d.input.dvi.gz
2.25 MB
richder4d.input.dvi
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./usr/share/doc/axiom-doc/src/input/robidoux.input.dvi.gz
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robidoux.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/roots.input.dvi
    
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Offset 12, 177 lines modifiedOffset 12, 177 lines modified
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./usr/share/doc/axiom-doc/src/input/rubey.input.dvi.gz
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rubey.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/rules.input.dvi.gz
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rules.input.dvi
    
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Offset 12, 482 lines modifiedOffset 12, 482 lines modified
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./usr/share/doc/axiom-doc/src/input/ruleset.input.dvi.gz
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ruleset.input.dvi
    
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Offset 12, 278 lines modifiedOffset 12, 278 lines modified
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00000580:·3229·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··2)....>..--R....00000580:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
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000005e0:·5291·0e2c·c27b·2542·9604·b996·7369·6e28··R..,.{%B....sin(000005e0:·0e2c·c27b·2542·9604·b996·7369·6e28·7829··.,.{%B....sin(x)
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./usr/share/doc/axiom-doc/src/input/sae.input.dvi
    
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a6d2··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·a6d2··..?.............
00000090:·44f3·22de·9119·c600·1147·ae00·1147·ae00··D."......G...G..00000090:·44f3·22de·9119·c600·1147·ae00·1147·ae00··D."......G...G..
Offset 12, 175 lines modifiedOffset 12, 175 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7473·6165·2e69·6e70·7574··put..7tsae.input000000d0:·7075·7491·0537·7473·6165·2e69·6e70·7574··put..7tsae.input
000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·dd02·9af3··..".............000000e0:·8e9f·22fa·ff8d·8d8d·8d8d·9200·dd02·9af3··..".............
000000f0:·2358·ab51·0b00·0c00·0000·0c00·0000·0563··#X.Q...........c000000f0:·2358·ab51·0b00·0c00·0000·0c00·0000·0563··#X.Q...........c
00000100:·6d72·3132·ce57·91ff·0556·616c·6465·6b91··mr12.W...Valdek.00000100:·6d72·3132·ce57·91ff·0556·616c·6465·6b91··mr12.W...Valdek.
00000110:·03ea·a848·6562·6973·6390·ac72·688e·8e8e··...Hebisc..rh...00000110:·03ea·a848·6562·6973·6390·ac72·688e·8e8e··...Hebisc..rh...
00000120:·8e8e·9f17·888b·8d92·00d7·bc64·4691·ff05··...........dF...00000120:·8e8e·9f17·666a·8d92·00da·2f0d·4a61·6e90··....fj..../.Jan.
00000130:·5665·6272·7561·7279·9603·eaa8·3230·2c93··Vebruary....20,.00000130:·ac72·7561·7279·9603·eaa8·3230·2c93·3230··.ruary....20,.20
00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.00000140:·3234·8e9f·2400·018d·9200·f1a1·4bf3·2d74··24..$.......K.-t
00000150:·2d74·0c89·3a00·0900·0000·0900·0000·0563··-t..:..........c00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb
00000160:·6d62·7839·d841·6273·7472·6163·748e·9f0f··mbx9.Abstract...00000160:·7839·d841·6273·7472·6163·748e·9f0f·acd1··x9.Abstract.....
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f317··................00000170:·8e9f·1e00·008d·8d92·0103·8000·f317·4bf1··..............K.
00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·6079·000a·0000·000a·0000·0005·636d·7231··`y..........cmr1
00000190:·7231·30c2·318e·8e8e·8c8b·0000·0002·0000··r10.1...........00000190:·30c2·318e·8e8e·8c8b·0000·0002·0000·0000··0.1.............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......000001c0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y.........
000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.000001d0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...
000001e0:·00f3·2fc2·d64e·a000·0e66·6600·0c00·0000··../..N...ff.....000001e0:·2fc2·d64e·a000·0e66·6600·0c00·0000·0663··/..N...ff......c
000001f0:·0663·6d62·7831·32da·436f·6e95·8ccc·7465··.cmbx12.Con...te000001f0:·6d62·7831·32da·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten.
00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............00000200:·7473·8e8e·9f1e·0000·8d8d·9201·0380·00c2··ts..............
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00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................00000230:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000240:·0000·0199·a002·7900·008d·a0fd·a300·00a0··......y.........00000240:·0197·a002·7900·008d·a0fd·a300·00a0·023f··....y..........?
00000250:·023f·0000·8da0·fde4·0000·9f0c·0000·8d91··.?..............00000250:·0000·8da0·fde4·0000·9f0c·0000·8d91·76e7··..............v.
00000260:·76e7·cff3·301a·f222·5600·0a00·0000·0a00··v...0.."V.......00000260:·cff3·301a·f222·5600·0a00·0000·0a00·0000··..0.."V.........
00000270:·0000·0663·6d62·7831·30db·7c96·03d5·542a··...cmbx10.|...T*00000270:·0663·6d62·7831·30db·7c96·03d5·542a·937c··.cmbx10.|...T*.|
00000280:·937c·8e9f·1300·008d·913e·0000·f331·dfa4··.|.......>...1..00000280:·8e9f·1300·008d·913e·0000·f331·dfa4·4e00··.......>...1..N.
00000290:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt00000290:·0009·0000·0009·0000·0005·636d·7474·39dc··..........cmtt9.
000002a0:·39dc·2973·6574·9604·b996·6272·6561·6b93··9.)set....break.000002a0:·2973·6574·9604·b996·6272·6561·6b93·7265··)set....break.re
000002b0:·7265·7375·6d65·8ea4·0b00·008d·913e·0000··resume.......>..000002b0:·7375·6d65·8ea4·0b00·008d·913e·0000·2973··sume.......>..)s
000002c0:·2973·706f·6f6c·9104·b996·7361·652e·6f75··)spool....sae.ou000002c0:·706f·6f6c·9104·b996·7361·652e·6f75·7470··pool....sae.outp
000002d0:·7470·7574·8ea1·8d91·3e00·0029·7365·7496··tput....>..)set.000002d0:·7574·8ea1·8d91·3e00·0029·7365·7496·04b9··ut....>..)set...
000002e0:·04b9·966d·6573·7361·6765·9374·6573·7493··...message.test.000002e0:·966d·6573·7361·6765·9374·6573·7493·6f6e··.message.test.on
000002f0:·6f6e·8ea1·8d91·3e00·0029·7365·7496·04b9··on....>..)set...000002f0:·8ea1·8d91·3e00·0029·7365·7496·04b9·966d··....>..)set....m
00000300:·966d·6573·7361·6765·9361·7574·6f93·6f66··.message.auto.of00000300:·6573·7361·6765·9361·7574·6f93·6f66·668e··essage.auto.off.
00000310:·668e·a18d·913e·0000·2963·6c65·6172·9104··f....>..)clear..00000310:·a18d·913e·0000·2963·6c65·6172·9104·b996··...>..)clear....
00000320:·b996·616c·6c8e·a1a1·8d91·3e00·002d·2d53··..all.....>..--S00000320:·616c·6c8e·a1a1·8d91·3e00·002d·2d53·9604··all.....>..--S..
00000330:·9604·b996·3193·6f66·9336·8ea1·8d91·3e00··....1.of.6....>. 
00000340:·0070·6f6c·313a·3d78·5e32·2b31·8ea1·8d91··.pol1:=x^2+1.... 
00000350:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R 
00000360:·912a·8646·328e·a18d·913e·0000·2d2d·5291··.*.F2....>..--R. 
00000370:·0e2c·c228·3129·9609·732c·7893·2b91·04b9··.,.(1)..s,x.+... 
00000380:·9631·8ea1·8d91·3e00·002d·2d52·9200·f5b2··.1....>..--R.... 
00000390:·7854·7970·653a·9104·b996·506f·6c79·6e6f··xType:....Polyno 
000003a0:·6d69·616c·2849·6e74·6567·6572·298e·a18d··mial(Integer)... 
000003b0:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1.... 
000003c0:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of. 
000003d0:·368e·a18d·913e·0000·706f·6c32·3a3d·7a5e··6....>..pol2:=z^ 
000003e0:·332d·328e·a18d·913e·0000·2d2d·528e·a18d··3-2....>..--R... 
000003f0:·913e·0000·2d2d·5291·2a86·4633·8ea1·8d91··.>..--R.*.F3.... 
00000400:·3e00·002d·2d52·910e·2cc2·2832·2996·0973··>..--R..,.(2)..s 
00000410:·2c7a·932d·9104·b996·328e·a18d·913e·0000··,z.-....2....>.. 
00000420:·2d2d·5292·00f5·b278·5479·7065·3a91·04b9··--R....xType:... 
00000430:·9650·6f6c·796e·6f6d·6961·6c28·496e·7465··.Polynomial(Inte 
00000440:·6765·7229·8ea1·8d91·3e00·002d·2d45·9104··ger)....>..--E.. 
00000450:·b996·328e·a1a1·8d91·3e00·002d·2d53·9604··..2.....>..--S.. 
00000460:·b996·3393·6f66·9336·8ea1·8d91·3e00·0070··..3.of.6....>..p00000330:·b996·3193·6f66·9336·8ea1·8d91·3e00·0070··..1.of.6....>..p
 00000340:·6f6c·313a·3d78·5e32·2b31·8ea1·8d91·3e00··ol1:=x^2+1....>.
 00000350:·002d·2d52·8ea1·8d91·3e00·002d·2d52·912a··.--R....>..--R.*
 00000360:·8646·328e·a18d·913e·0000·2d2d·5291·0e2c··.F2....>..--R..,
 00000370:·c228·3129·9609·732c·7893·2b91·04b9·9631··.(1)..s,x.+....1
 00000380:·8ea1·8d91·3e00·002d·2d52·9200·f5b2·7854··....>..--R....xT
 00000390:·7970·653a·9104·b996·506f·6c79·6e6f·6d69··ype:....Polynomi
 000003a0:·616c·2849·6e74·6567·6572·298e·a18d·913e··al(Integer)....>
 000003b0:·0000·2d2d·4591·04b9·9631·8ea1·a18d·913e··..--E....1.....>
 000003c0:·0000·2d2d·5396·04b9·9632·936f·6693·368e··..--S....2.of.6.
 000003d0:·a18d·913e·0000·706f·6c32·3a3d·7a5e·332d··...>..pol2:=z^3-
 000003e0:·328e·a18d·913e·0000·2d2d·528e·a18d·913e··2....>..--R....>
 000003f0:·0000·2d2d·5291·2a86·4633·8ea1·8d91·3e00··..--R.*.F3....>.
 00000400:·002d·2d52·910e·2cc2·2832·2996·0973·2c7a··.--R..,.(2)..s,z
 00000410:·932d·9104·b996·328e·a18d·913e·0000·2d2d··.-....2....>..--
 00000420:·5292·00f5·b278·5479·7065·3a91·04b9·9650··R....xType:....P
 00000430:·6f6c·796e·6f6d·6961·6c28·496e·7465·6765··olynomial(Intege
 00000440:·7229·8ea1·8d91·3e00·002d·2d45·9104·b996··r)....>..--E....
 00000450:·328e·a1a1·8d91·3e00·002d·2d53·9604·b996··2.....>..--S....
 00000460:·3393·6f66·9336·8ea1·8d91·3e00·0070·7269··3.of.6....>..pri
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00000480:·6545·6c65·6d65·6e74·285b·706f·6c31·2c70··eElement([pol1,p00000480:·6c65·6d65·6e74·285b·706f·6c31·2c70·6f6c··lement([pol1,pol
00000490:·6f6c·325d·2c5b·782c·7a5d·2924·5072·696d··ol2],[x,z])$Prim00000490:·325d·2c5b·782c·7a5d·2924·5072·696d·6974··2],[x,z])$Primit
000004a0:·6974·6976·6545·6c65·6d65·6e74·2846·5241··itiveElement(FRA000004a0:·6976·6545·6c65·6d65·6e74·2846·5241·4328··iveElement(FRAC(
000004b0:·4328·494e·5429·298e·a18d·913e·0000·2d2d··C(INT))....>..--000004b0:·494e·5429·298e·a18d·913e·0000·2d2d·498e··INT))....>..--I.
000004c0:·498e·a18d·913e·0000·2d2d·4991·0e2c·c228··I....>..--I..,.(000004c0:·a18d·913e·0000·2d2d·4991·0e2c·c228·3329··...>..--I..,.(3)
000004d0:·3329·8ea1·8d91·3e00·002d·2d49·910e·2cc2··3)....>..--I..,.000004d0:·8ea1·8d91·3e00·002d·2d49·910e·2cc2·5b63··....>..--I..,.[c
000004e0:·5b63·6f65·663d·9604·b996·5b2d·9333·2c2d··[coef=....[-.3,-000004e0:·6f65·663d·9604·b996·5b2d·9333·2c2d·9331··oef=....[-.3,-.1
000004f0:·9331·5d2c·8ea1·8d91·3e00·002d·2d49·8ea1··.1],....>..--I..000004f0:·5d2c·8ea1·8d91·3e00·002d·2d49·8ea1·8d91··],....>..--I....
00000500:·8d91·3e00·002d·2d49·9117·9fee·706f·6c79··..>..--I....poly00000500:·3e00·002d·2d49·9117·9fee·706f·6c79·9104··>..--I....poly..
00000510:·9104·b996·3d8e·a18d·913e·0000·2d2d·4991··....=....>..--I.00000510:·b996·3d8e·a18d·913e·0000·2d2d·4991·38b3··..=....>..--I.8.
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00000550:·8d91·3e00·002d·2d49·9121·131a·5b2d·9604··..>..--I.!..[-..00000550:·3e00·002d·2d49·9121·131a·5b2d·9604·b996··>..--I.!..[-....
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00000570:·2d2d·933f·982d·932d·2d2d·933f·982d·932d··--.?.-.---.?.-.-00000570:·933f·982d·932d·2d2d·933f·982d·932d·2d2d··.?.-.---.?.-.---
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000005a0:·2f3f·dc31·3239·3396·1c59·8437·3735·3893··/?.1293..Y.7758.000005a0:·dc31·3239·3396·1c59·8437·3735·3893·3433··.1293..Y.7758.43
000005b0:·3433·3193·3132·3933·9333·3837·3991·179f··431.1293.3879...000005b0:·3193·3132·3933·9333·3837·3991·179f·ee38··1.1293.3879....8
000005c0:·ee38·3632·8ea1·8d91·3e00·002d·2d49·912a··.862....>..--I.*000005c0:·3632·8ea1·8d91·3e00·002d·2d49·912a·8646··62....>..--I.*.F
000005d0:·8646·3296·0e2c·c235·9117·9fee·3193·3496··.F2..,.5....1.4.000005d0:·3296·0e2c·c235·9117·9fee·3193·3496·12e6··2..,.5....1.4...
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00000620:·982b·932d·2d2d·933f·982b·932d·2d2d·933f··.+.---.?.+.---.?00000620:·932d·2d2d·933f·982b·932d·2d2d·933f·982b··.---.?.+.---.?.+
00000630:·982b·932d·2d2d·2d93·3f93·2d93·2d2d·2d5d··.+.----.?.-.---]00000630:·932d·2d2d·2d93·3f93·2d93·2d2d·2d5d·8ea1··.----.?.-.---]..
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00000650:·3196·1c59·8432·3538·3693·3433·3193·3433··1..Y.2586.431.4300000650:·1c59·8432·3538·3693·3433·3193·3433·3193··.Y.2586.431.431.
00000660:·3193·3132·3933·9117·9fee·3836·328e·a18d··1.1293....862...00000660:·3132·3933·9117·9fee·3836·328e·a18d·913e··1293....862....>
00000670:·913e·0000·2d2d·4991·179f·ee2c·8ea1·8d91··.>..--I....,....00000670:·0000·2d2d·4991·179f·ee2c·8ea1·8d91·3e00··..--I....,....>.
00000680:·3e00·002d·2d49·9133·f972·3691·1c59·8434··>..--I.3.r6..Y.400000680:·002d·2d49·9133·f972·3691·1c59·8434·9117··.--I.3.r6..Y.4..
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00000650:·0000·6262·323a·3d31·2f61·2a6c·6f67·2873··..bb2:=1/a*log(s00000650:·6262·323a·3d31·2f61·2a6c·6f67·2873·6563··bb2:=1/a*log(sec
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00000690:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2833··....>..--R..,.(300000690:·8d91·3e00·002d·2d52·910e·2cc2·2833·2991··..>..--R..,.(3).
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./usr/share/doc/axiom-doc/src/input/schaum21.input.dvi.gz
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schaum21.input.dvi
    
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00000570:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2.00000570:·8d91·3e00·002d·2d53·9604·b996·3293·6f66··..>..--S....2.of
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000005a0:·298e·a18d·913e·0000·2d2d·528e·a18d·913e··)....>..--R....>000005a0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
000005b0:·0000·2d2d·5291·25cc·b06c·6f67·2873·696e··..--R.%..log(sin000005b0:·2d2d·5291·25cc·b06c·6f67·2873·696e·2861··--R.%..log(sin(a
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./usr/share/doc/axiom-doc/src/input/schaum23.input.dvi.gz
229 KB
schaum23.input.dvi
    
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00000380:·0009·0000·0005·636d·7474·39dc·2973·6574··......cmtt9.)set00000380:·0000·0005·636d·7474·39dc·2973·6574·9604··....cmtt9.)set..
00000390:·9604·b996·6272·6561·6b93·7265·7375·6d65··....break.resume00000390:·b996·6272·6561·6b93·7265·7375·6d65·8ea4··..break.resume..
000003a0:·8ea4·0b00·008d·913e·0000·2973·706f·6f6c··.......>..)spool000003a0:·0b00·008d·913e·0000·2973·706f·6f6c·9104··.....>..)spool..
000003b0:·9104·b996·7363·6861·756d·3330·2e6f·7574··....schaum30.out000003b0:·b996·7363·6861·756d·3330·2e6f·7574·7075··..schaum30.outpu
000003c0:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set.. 
000003d0:·b996·6d65·7373·6167·6593·7465·7374·936f··..message.test.o 
000003e0:·6e8e·a18d·913e·0000·2973·6574·9604·b996··n....>..)set....000003c0:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set....
 000003d0:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on.
 000003e0:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me
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00000410:·9661·6c6c·8ea1·a18d·913e·0000·2d2d·5396··.all.....>..--S.00000410:·6c6c·8ea1·a18d·913e·0000·2d2d·5396·04b9··ll.....>..--S...
00000420:·04b9·9631·936f·6693·3436·8ea1·8d91·3e00··...1.of.46....>.00000420:·9631·936f·6693·3436·8ea1·8d91·3e00·0061··.1.of.46....>..a
00000430:·0061·613a·3d69·6e74·6567·7261·7465·2874··.aa:=integrate(t00000430:·613a·3d69·6e74·6567·7261·7465·2874·616e··a:=integrate(tan
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00000450:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.00000450:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
00000460:·a18d·913e·0000·2d2d·5291·5e7f·b832·636f··...>..--R.^..2co00000460:·913e·0000·2d2d·5291·5e7f·b832·636f·7368··.>..--R.^..2cosh
00000470:·7368·2861·9104·b996·7829·8ea1·8d91·3e00··sh(a....x)....>.00000470:·2861·9104·b996·7829·8ea1·8d91·3e00·002d··(a....x)....>..-
00000480:·002d·2d52·9125·ccb0·6c6f·6728·2d96·04b9··.--R.%..log(-...00000480:·2d52·9125·ccb0·6c6f·6728·2d96·04b9·962d··-R.%..log(-....-
00000490:·962d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··.---------------00000490:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000004a0:·2d2d·2d2d·2d2d·2993·2d93·6193·788e·a18d··------).-.a.x...000004a0:·2d2d·2d2d·2993·2d93·6193·788e·a18d·913e··----).-.a.x....>
000004b0:·913e·0000·2d2d·5291·4226·3473·696e·6828··.>..--R.B&4sinh(000004b0:·0000·2d2d·5291·4226·3473·696e·6828·6196··..--R.B&4sinh(a.
000004c0:·6196·04b9·9678·2993·2d93·636f·7368·2861··a....x).-.cosh(a000004c0:·04b9·9678·2993·2d93·636f·7368·2861·9378··...x).-.cosh(a.x
000004d0:·9378·298e·a18d·913e·0000·2d2d·5291·0e2c··.x)....>..--R..,000004d0:·298e·a18d·913e·0000·2d2d·5291·0e2c·c228··)....>..--R..,.(
000004e0:·c228·3129·9109·732c·2d2d·2d2d·2d2d·2d2d··.(1)..s,--------000004e0:·3129·9109·732c·2d2d·2d2d·2d2d·2d2d·2d2d··1)..s,----------
000004f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000004f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000500:·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1·8d91·3e00··----------....>. 
00000510:·002d·2d52·9176·1fa6·618e·a18d·913e·0000··.--R.v..a....>.. 
00000520:·2d2d·5292·00c1·b906·5479·7065·3a91·04b9··--R.....Type:... 
00000530:·9655·6e69·6f6e·2845·7870·7265·7373·696f··.Union(Expressio 
00000540:·6e28·496e·7465·6765·7229·2c2e·2e2e·298e··n(Integer),...). 
00000550:·a18d·913e·0000·2d2d·458e·a1a1·8d91·3e00··...>..--E.....>. 
00000560:·002d·2d53·9604·b996·3293·6f66·9334·368e··.--S....2.of.46. 
00000570:·a18d·913e·0000·6262·3a3d·312f·612a·6c6f··...>..bb:=1/a*lo 
00000580:·6728·636f·7368·2861·2a78·2929·8ea1·8d91··g(cosh(a*x)).... 
00000590:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R 
000005a0:·9125·ccb0·6c6f·6728·636f·7368·2861·9104··.%..log(cosh(a.. 
000005b0:·b996·7829·298e·a18d·913e·0000·2d2d·5291··..x))....>..--R. 
000005c0:·0e2c·c228·3229·9109·732c·2d2d·2d2d·2d2d··.,.(2)..s,------ 
000005d0:·2d2d·2d2d·2d2d·2d2d·8ea1·8d91·3e00·002d··--------....>..-00000500:·2d2d·2d2d·2d2d·2d2d·8ea1·8d91·3e00·002d··--------....>..-
000005e0:·2d52·9146·dfca·618e·a18d·913e·0000·2d2d··-R.F..a....>..--00000510:·2d52·9176·1fa6·618e·a18d·913e·0000·2d2d··-R.v..a....>..--
 00000520:·5292·00c1·b906·5479·7065·3a91·04b9·9655··R.....Type:....U
 00000530:·6e69·6f6e·2845·7870·7265·7373·696f·6e28··nion(Expression(
 00000540:·496e·7465·6765·7229·2c2e·2e2e·298e·a18d··Integer),...)...
 00000550:·913e·0000·2d2d·458e·a1a1·8d91·3e00·002d··.>..--E.....>..-
 00000560:·2d53·9604·b996·3293·6f66·9334·368e·a18d··-S....2.of.46...
 00000570:·913e·0000·6262·3a3d·312f·612a·6c6f·6728··.>..bb:=1/a*log(
 00000580:·636f·7368·2861·2a78·2929·8ea1·8d91·3e00··cosh(a*x))....>.
 00000590:·002d·2d52·8ea1·8d91·3e00·002d·2d52·9125··.--R....>..--R.%
 000005a0:·ccb0·6c6f·6728·636f·7368·2861·9104·b996··..log(cosh(a....
 000005b0:·7829·298e·a18d·913e·0000·2d2d·5291·0e2c··x))....>..--R..,
 000005c0:·c228·3229·9109·732c·2d2d·2d2d·2d2d·2d2d··.(2)..s,--------
 000005d0:·2d2d·2d2d·2d2d·8ea1·8d91·3e00·002d·2d52··------....>..--R
 000005e0:·9146·dfca·618e·a18d·913e·0000·2d2d·5292··.F..a....>..--R.
000005f0:·5292·00f5·b278·5479·7065·3a91·04b9·9645··R....xType:....E000005f0:·00f5·b278·5479·7065·3a91·04b9·9645·7870··...xType:....Exp
00000600:·7870·7265·7373·696f·6e28·496e·7465·6765··xpression(Intege00000600:·7265·7373·696f·6e28·496e·7465·6765·7229··ression(Integer)
00000610:·7229·8ea1·8d91·3e00·002d·2d45·8ea1·a18d··r)....>..--E....00000610:·8ea1·8d91·3e00·002d·2d45·8ea1·a18d·913e··....>..--E.....>
00000620:·913e·0000·2d2d·5396·04b9·9633·936f·6693··.>..--S....3.of.00000620:·0000·2d2d·5396·04b9·9633·936f·6693·3436··..--S....3.of.46
00000630:·3436·8ea1·8d91·3e00·0063·633a·3d61·612d··46....>..cc:=aa-00000630:·8ea1·8d91·3e00·0063·633a·3d61·612d·6262··....>..cc:=aa-bb
00000640:·6262·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··bb....>..--R....00000640:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
00000650:·3e00·002d·2d52·9200·b845·da32·636f·7368··>..--R...E.2cosh00000650:·002d·2d52·9200·b845·da32·636f·7368·2861··.--R...E.2cosh(a
00000660:·2861·9104·b996·7829·8ea1·8d91·3e00·002d··(a....x)....>..-00000660:·9104·b996·7829·8ea1·8d91·3e00·002d·2d52··....x)....>..--R
00000670:·2d52·9125·ccb0·2d96·04b9·966c·6f67·2863··-R.%..-....log(c00000670:·9125·ccb0·2d96·04b9·966c·6f67·2863·6f73··.%..-....log(cos
00000680:·6f73·6828·6193·7829·2993·2b93·6c6f·6728··osh(a.x)).+.log(00000680:·6828·6193·7829·2993·2b93·6c6f·6728·2d93··h(a.x)).+.log(-.
00000690:·2d93·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··-.--------------00000690:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000006a0:·2d2d·2d2d·2d2d·2d29·932d·9361·9378·8ea1··-------).-.a.x..000006a0:·2d2d·2d2d·2d29·932d·9361·9378·8ea1·8d91··-----).-.a.x....
000006b0:·8d91·3e00·002d·2d52·9200·9bec·5673·696e··..>..--R....Vsin000006b0:·3e00·002d·2d52·9200·9bec·5673·696e·6828··>..--R....Vsinh(
000006c0:·6828·6196·04b9·9678·2993·2d93·636f·7368··h(a....x).-.cosh000006c0:·6196·04b9·9678·2993·2d93·636f·7368·2861··a....x).-.cosh(a
000006d0:·2861·9378·298e·a18d·913e·0000·2d2d·5291··(a.x)....>..--R.000006d0:·9378·298e·a18d·913e·0000·2d2d·5291·0e2c··.x)....>..--R..,
000006e0:·0e2c·c228·3329·9109·732c·2d2d·2d2d·2d2d··.,.(3)..s,------000006e0:·c228·3329·9109·732c·2d2d·2d2d·2d2d·2d2d··.(3)..s,--------
000006f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000006f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
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./usr/share/doc/axiom-doc/src/input/schaum31.input.dvi.gz
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schaum31.input.dvi
    
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000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·696e·7075·7491··.SP...VAD/input.000000c0:·cc53·5091·fea5·5641·442f·696e·7075·7491··.SP...VAD/input.
000000d0:·0537·7473·6390·8c71·6861·756d·3331·2e69··.7tsc..qhaum31.i000000d0:·0537·7473·6390·8c71·6861·756d·3331·2e69··.7tsc..qhaum31.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
000000f0:·e1b0·cff3·2358·ab51·0b00·0c00·0000·0c00··....#X.Q........000000f0:·e1b0·cff3·2358·ab51·0b00·0c00·0000·0c00··....#X.Q........
00000100:·0000·0563·6d72·3132·ce54·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·ce54·696d·6f74·6890··...cmr12.Timoth.
00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
00000120:·9f17·888b·8d92·00d7·bc64·4691·ff05·5665··.........dF...Ve00000120:·9f17·666a·8d92·00da·2f0d·4a61·6e90·ac72··..fj..../.Jan..r
00000130:·6272·7561·7279·9603·eaa8·3230·2c93·3230··bruary....20,.2000000130:·7561·7279·9603·eaa8·3230·2c93·3230·3234··uary....20,.2024
00000140:·3235·8e8e·9f1e·0000·8d8d·9201·0380·00f3··25..............00000140:·8e8e·9f1e·0000·8d8d·9201·0380·00f3·174b··...............K
00000150:·174b·f160·7900·0a00·0000·0a00·0000·0563··.K.`y..........c00000150:·f160·7900·0a00·0000·0a00·0000·0563·6d72··.`y..........cmr
00000160:·6d72·3130·c231·8e8e·8e8c·8b00·0000·0200··mr10.1..........00000160:·3130·c231·8e8e·8e8c·8b00·0000·0200·0000··10.1............
00000170:·0000·0000·0000·0000·0000·0000·0000·0000··................00000170:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000180:·0000·0000·0000·0000·0000·0000·0000·0000··................00000180:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000190:·0000·0000·0000·2aa0·0279·0000·8da0·fda3··......*..y......00000190:·0000·0000·2aa0·0279·0000·8da0·fda3·0000··....*..y........
000001a0:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........>000001a0:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..
000001b0:·0000·f32d·c2d6·4ea0·000e·6666·000c·0000··...-..N...ff....000001b0:·f32d·c2d6·4ea0·000e·6666·000c·0000·0006··.-..N...ff......
000001c0:·0006·636d·6278·3132·d843·6f6e·958c·cc74··..cmbx12.Con...t000001c0:·636d·6278·3132·d843·6f6e·958c·cc74·656e··cmbx12.Con...ten
000001d0:·656e·9374·738e·8e9f·1e00·008d·8d92·0103··en.ts...........000001d0:·9374·738e·8e9f·1e00·008d·8d92·0103·8000··.ts.............
000001e0:·8000·c232·8e8e·8e8c·8b00·0000·0300·0000··...2............000001e0:·c232·8e8e·8e8c·8b00·0000·0300·0000·0000··.2..............
000001f0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001f0:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000200:·0000·0000·0000·0000·0000·0000·0000·0000··................00000200:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000210:·0000·0001·6aa0·0279·0000·8da0·fda3·0000··....j..y........00000210:·0001·68a0·0279·0000·8da0·fda3·0000·a002··..h..y..........
00000220:·a002·3f00·008d·a0fd·e8b6·128d·8d91·3e00··..?...........>.00000220:·3f00·008d·a0fd·e8b6·128d·8d91·3e00·00d8··?...........>...
00000230:·00d8·318e·9156·4ccb·5b8d·3f8e·9107·a666··..1..VL.[.?....f00000230:·318e·9156·4ccb·5b8d·3f8e·9107·a666·5d3a··1..VL.[.?....f]:
00000240:·5d3a·3134·2e36·3135·8d91·1aff·fe9f·f149··]:14.615.......I00000240:·3134·2e36·3135·8d91·1aff·fe9f·f149·eef3··14.615.......I..
00000250:·eef3·10fa·b175·1200·0a00·0000·0a00·0000··.....u..........00000250:·10fa·b175·1200·0a00·0000·0a00·0000·0663··...u...........c
00000260:·0663·6d65·7831·30bb·5a8e·8d8d·9127·6663··.cmex10.Z....'fc00000260:·6d65·7831·30bb·5a8e·8d8d·9127·6663·f32c··mex10.Z....'fc.,
00000270:·f32c·58ab·510b·000e·6666·000c·0000·0005··.,X.Q...ff......00000270:·58ab·510b·000e·6666·000c·0000·0005·636d··X.Q...ff......cm
00000280:·636d·7231·32d7·636f·7468·8e8d·9144·6ed3··cmr12.coth...Dn.00000280:·7231·32d7·636f·7468·8e8d·9144·6ed3·f32e··r12.coth...Dn...
00000290:·f32e·b7e1·67a3·000e·6666·000c·0000·0006··....g...ff......00000290:·b7e1·67a3·000e·6666·000c·0000·0006·636d··..g...ff......cm
000002a0:·636d·6d69·3132·d961·788e·8e91·593f·3564··cmmi12.ax...Y?5d000002a0:·6d69·3132·d961·788e·8e91·593f·3564·788e··mi12.ax...Y?5dx.
000002b0:·788e·9f20·0675·8d8d·9200·d0cb·7e9f·f263··x..·.u......~..c000002b0:·9f20·0675·8d8d·9200·d0cb·7e9f·f263·87bb··.·.u......~..c..
000002c0:·87bb·5a8e·8d8d·9200·dc76·27c2·636f·7468··..Z......v'.coth000002c0:·5a8e·8d8d·9200·dc76·27c2·636f·7468·8e8d··Z......v'.coth..
000002d0:·8e8d·9200·f104·60f3·1a0b·a062·3e00·0a00··......`....b>...000002d0:·9200·f104·60f3·1a0b·a062·3e00·0a00·0000··....`....b>.....
000002e0:·0000·0a00·0000·0663·6d6d·6931·30c5·6178··.......cmmi10.ax000002e0:·0a00·0000·0663·6d6d·6931·30c5·6178·8e8e··.....cmmi10.ax..
000002f0:·8e8e·9200·fecb·c4c2·3d8d·8d8d·9ff9·3c24··........=.....<$000002f0:·9200·fecb·c4c2·3d8d·8d8d·9ff9·3c24·8d91··......=.....<$..
00000300:·8d91·041e·e331·8e91·03fa·4b9f·0477·0e89··.....1....K..w..00000300:·041e·e331·8e91·03fa·4b9f·0477·0e89·0000··...1....K..w....
00000310:·0000·6665·0005·4930·9f09·28d6·8dc5·618e··..fe..I0..(...a.00000310:·6665·0005·4930·9f09·28d6·8dc5·618e·8e8e··fe..I0..(...a...
00000320:·8e8e·8e8d·910c·2156·c26c·6e8e·8d91·1621··......!V.ln....!00000320:·8e8d·910c·2156·c26c·6e8e·8d91·1621·5573··....!V.ln....!Us
00000330:·5573·696e·688e·8d91·29a1·55c5·6178·8e8e··Usinh...).U.ax..00000330:·696e·688e·8d91·29a1·55c5·6178·8e8e·9f12··inh...).U.ax....
00000340:·9f12·0000·9f0c·0000·8d91·76e7·cff3·301a··..........v...0.00000340:·0000·9f0c·0000·8d91·76e7·cff3·301a·f222··........v...0.."
00000350:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb00000350:·5600·0a00·0000·0a00·0000·0663·6d62·7831··V..........cmbx1
00000360:·7831·30db·7c96·03d5·542a·937c·8e9f·1300··x10.|...T*.|....00000360:·30db·7c96·03d5·542a·937c·8e9f·1300·008d··0.|...T*.|......
00000370:·008d·913e·0000·f331·dfa4·4e00·0009·0000··...>...1..N.....00000370:·913e·0000·f331·dfa4·4e00·0009·0000·0009··.>...1..N.......
00000380:·0009·0000·0005·636d·7474·39dc·2973·6574··......cmtt9.)set00000380:·0000·0005·636d·7474·39dc·2973·6574·9604··....cmtt9.)set..
00000390:·9604·b996·6272·6561·6b93·7265·7375·6d65··....break.resume00000390:·b996·6272·6561·6b93·7265·7375·6d65·8ea4··..break.resume..
000003a0:·8ea4·0b00·008d·913e·0000·2973·706f·6f6c··.......>..)spool000003a0:·0b00·008d·913e·0000·2973·706f·6f6c·9104··.....>..)spool..
000003b0:·9104·b996·7363·6861·756d·3331·2e6f·7574··....schaum31.out000003b0:·b996·7363·6861·756d·3331·2e6f·7574·7075··..schaum31.outpu
000003c0:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set.. 
000003d0:·b996·6d65·7373·6167·6593·7465·7374·936f··..message.test.o 
000003e0:·6e8e·a18d·913e·0000·2973·6574·9604·b996··n....>..)set....000003c0:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set....
 000003d0:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on.
 000003e0:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me
000003f0:·6d65·7373·6167·6593·6175·746f·936f·6666··message.auto.off000003f0:·7373·6167·6593·6175·746f·936f·6666·8ea1··ssage.auto.off..
00000400:·8ea1·8d91·3e00·0029·636c·6561·7291·04b9··....>..)clear...00000400:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a
00000410:·9661·6c6c·8ea1·a18d·913e·0000·2d2d·5396··.all.....>..--S.00000410:·6c6c·8ea1·a18d·913e·0000·2d2d·5396·04b9··ll.....>..--S...
00000420:·04b9·9631·936f·6693·3436·8ea1·8d91·3e00··...1.of.46....>.00000420:·9631·936f·6693·3436·8ea1·8d91·3e00·0061··.1.of.46....>..a
00000430:·0061·613a·3d69·6e74·6567·7261·7465·2863··.aa:=integrate(c00000430:·613a·3d69·6e74·6567·7261·7465·2863·6f74··a:=integrate(cot
00000440:·6f74·6828·612a·7829·2c78·298e·a18d·913e··oth(a*x),x)....>00000440:·6828·612a·7829·2c78·298e·a18d·913e·0000··h(a*x),x)....>..
00000450:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.00000450:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
00000460:·a18d·913e·0000·2d2d·5291·5e7f·b832·7369··...>..--R.^..2si00000460:·913e·0000·2d2d·5291·5e7f·b832·7369·6e68··.>..--R.^..2sinh
00000470:·6e68·2861·9104·b996·7829·8ea1·8d91·3e00··nh(a....x)....>.00000470:·2861·9104·b996·7829·8ea1·8d91·3e00·002d··(a....x)....>..-
00000480:·002d·2d52·9125·ccb0·6c6f·6728·2d96·04b9··.--R.%..log(-...00000480:·2d52·9125·ccb0·6c6f·6728·2d96·04b9·962d··-R.%..log(-....-
00000490:·962d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··.---------------00000490:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000004a0:·2d2d·2d2d·2d2d·2993·2d93·6193·788e·a18d··------).-.a.x...000004a0:·2d2d·2d2d·2993·2d93·6193·788e·a18d·913e··----).-.a.x....>
000004b0:·913e·0000·2d2d·5291·4226·3473·696e·6828··.>..--R.B&4sinh(000004b0:·0000·2d2d·5291·4226·3473·696e·6828·6196··..--R.B&4sinh(a.
000004c0:·6196·04b9·9678·2993·2d93·636f·7368·2861··a....x).-.cosh(a000004c0:·04b9·9678·2993·2d93·636f·7368·2861·9378··...x).-.cosh(a.x
000004d0:·9378·298e·a18d·913e·0000·2d2d·5291·0e2c··.x)....>..--R..,000004d0:·298e·a18d·913e·0000·2d2d·5291·0e2c·c228··)....>..--R..,.(
000004e0:·c228·3129·9109·732c·2d2d·2d2d·2d2d·2d2d··.(1)..s,--------000004e0:·3129·9109·732c·2d2d·2d2d·2d2d·2d2d·2d2d··1)..s,----------
000004f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000004f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000500:·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1·8d91·3e00··----------....>. 
00000510:·002d·2d52·9176·1fa6·618e·a18d·913e·0000··.--R.v..a....>.. 
00000520:·2d2d·5292·00c1·b906·5479·7065·3a91·04b9··--R.....Type:... 
00000530:·9655·6e69·6f6e·2845·7870·7265·7373·696f··.Union(Expressio 
00000540:·6e28·496e·7465·6765·7229·2c2e·2e2e·298e··n(Integer),...). 
00000550:·a18d·913e·0000·2d2d·458e·a1a1·8d91·3e00··...>..--E.....>. 
00000560:·002d·2d53·9604·b996·3293·6f66·9334·368e··.--S....2.of.46. 
00000570:·a18d·913e·0000·6262·3a3d·312f·612a·6c6f··...>..bb:=1/a*lo 
00000580:·6728·7369·6e68·2861·2a78·2929·8ea1·8d91··g(sinh(a*x)).... 
00000590:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R 
000005a0:·9125·ccb0·6c6f·6728·7369·6e68·2861·9104··.%..log(sinh(a.. 
000005b0:·b996·7829·298e·a18d·913e·0000·2d2d·5291··..x))....>..--R. 
000005c0:·0e2c·c228·3229·9109·732c·2d2d·2d2d·2d2d··.,.(2)..s,------ 
000005d0:·2d2d·2d2d·2d2d·2d2d·8ea1·8d91·3e00·002d··--------....>..-00000500:·2d2d·2d2d·2d2d·2d2d·8ea1·8d91·3e00·002d··--------....>..-
000005e0:·2d52·9146·dfca·618e·a18d·913e·0000·2d2d··-R.F..a....>..--00000510:·2d52·9176·1fa6·618e·a18d·913e·0000·2d2d··-R.v..a....>..--
 00000520:·5292·00c1·b906·5479·7065·3a91·04b9·9655··R.....Type:....U
 00000530:·6e69·6f6e·2845·7870·7265·7373·696f·6e28··nion(Expression(
 00000540:·496e·7465·6765·7229·2c2e·2e2e·298e·a18d··Integer),...)...
 00000550:·913e·0000·2d2d·458e·a1a1·8d91·3e00·002d··.>..--E.....>..-
 00000560:·2d53·9604·b996·3293·6f66·9334·368e·a18d··-S....2.of.46...
 00000570:·913e·0000·6262·3a3d·312f·612a·6c6f·6728··.>..bb:=1/a*log(
 00000580:·7369·6e68·2861·2a78·2929·8ea1·8d91·3e00··sinh(a*x))....>.
 00000590:·002d·2d52·8ea1·8d91·3e00·002d·2d52·9125··.--R....>..--R.%
 000005a0:·ccb0·6c6f·6728·7369·6e68·2861·9104·b996··..log(sinh(a....
 000005b0:·7829·298e·a18d·913e·0000·2d2d·5291·0e2c··x))....>..--R..,
 000005c0:·c228·3229·9109·732c·2d2d·2d2d·2d2d·2d2d··.(2)..s,--------
 000005d0:·2d2d·2d2d·2d2d·8ea1·8d91·3e00·002d·2d52··------....>..--R
 000005e0:·9146·dfca·618e·a18d·913e·0000·2d2d·5292··.F..a....>..--R.
000005f0:·5292·00f5·b278·5479·7065·3a91·04b9·9645··R....xType:....E000005f0:·00f5·b278·5479·7065·3a91·04b9·9645·7870··...xType:....Exp
00000600:·7870·7265·7373·696f·6e28·496e·7465·6765··xpression(Intege00000600:·7265·7373·696f·6e28·496e·7465·6765·7229··ression(Integer)
00000610:·7229·8ea1·8d91·3e00·002d·2d45·8ea1·a18d··r)....>..--E....00000610:·8ea1·8d91·3e00·002d·2d45·8ea1·a18d·913e··....>..--E.....>
00000620:·913e·0000·2d2d·5396·04b9·9633·936f·6693··.>..--S....3.of.00000620:·0000·2d2d·5396·04b9·9633·936f·6693·3436··..--S....3.of.46
00000630:·3436·8ea1·8d91·3e00·0063·633a·3d61·612d··46....>..cc:=aa-00000630:·8ea1·8d91·3e00·0063·633a·3d61·612d·6262··....>..cc:=aa-bb
00000640:·6262·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··bb....>..--R....00000640:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
00000650:·3e00·002d·2d52·9200·b845·da32·7369·6e68··>..--R...E.2sinh00000650:·002d·2d52·9200·b845·da32·7369·6e68·2861··.--R...E.2sinh(a
00000660:·2861·9104·b996·7829·8ea1·8d91·3e00·002d··(a....x)....>..-00000660:·9104·b996·7829·8ea1·8d91·3e00·002d·2d52··....x)....>..--R
00000670:·2d52·9125·ccb0·2d96·04b9·966c·6f67·2873··-R.%..-....log(s00000670:·9125·ccb0·2d96·04b9·966c·6f67·2873·696e··.%..-....log(sin
00000680:·696e·6828·6193·7829·2993·2b93·6c6f·6728··inh(a.x)).+.log(00000680:·6828·6193·7829·2993·2b93·6c6f·6728·2d93··h(a.x)).+.log(-.
00000690:·2d93·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··-.--------------00000690:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000006a0:·2d2d·2d2d·2d2d·2d29·932d·9361·9378·8ea1··-------).-.a.x..000006a0:·2d2d·2d2d·2d29·932d·9361·9378·8ea1·8d91··-----).-.a.x....
000006b0:·8d91·3e00·002d·2d52·9200·9bec·5673·696e··..>..--R....Vsin000006b0:·3e00·002d·2d52·9200·9bec·5673·696e·6828··>..--R....Vsinh(
000006c0:·6828·6196·04b9·9678·2993·2d93·636f·7368··h(a....x).-.cosh000006c0:·6196·04b9·9678·2993·2d93·636f·7368·2861··a....x).-.cosh(a
000006d0:·2861·9378·298e·a18d·913e·0000·2d2d·5291··(a.x)....>..--R.000006d0:·9378·298e·a18d·913e·0000·2d2d·5291·0e2c··.x)....>..--R..,
000006e0:·0e2c·c228·3329·9109·732c·2d2d·2d2d·2d2d··.,.(3)..s,------000006e0:·c228·3329·9109·732c·2d2d·2d2d·2d2d·2d2d··.(3)..s,--------
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277 KB
./usr/share/doc/axiom-doc/src/input/schaum32.input.dvi.gz
277 KB
schaum32.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/schaum33.input.dvi.gz
279 KB
schaum33.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/segbind.input.dvi
    
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Offset 12, 162 lines modifiedOffset 12, 162 lines modified
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set.input.dvi
    
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 00000500:·932d·9b04·b996·312c·7893·2d98·322c·7893··.-....1,x.-.2,x.
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Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 129 lines modifiedOffset 12, 129 lines modified
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00000400:·7463·726d·3137·3238·f321·44d3·ed74·0011··tcrm1728.!D..t..00000400:·726d·3137·3238·f321·44d3·ed74·0011·47ae··rm1728.!D..t..G.
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7.88 KB
./usr/share/doc/axiom-doc/src/input/sinsin.input.dvi
    
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Offset 12, 58 lines modifiedOffset 12, 58 lines modified
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000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........
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00000130:·5665·6272·7561·7279·9603·eaa8·3230·2c93··Vebruary....20,.00000130:·ac72·7561·7279·9603·eaa8·3230·2c93·3230··.ruary....20,.20
00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.00000140:·3234·8e9f·2400·018d·9200·f1a1·4bf3·2d74··24..$.......K.-t
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000002c0:·2e32·2a25·7069·2c93·7993·3d93·302e·2e32··.2*%pi,.y.=.0..2000002c0:·2a25·7069·2c93·7993·3d93·302e·2e32·2a25··*%pi,.y.=.0..2*%
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00000330:·023f·0000·8da0·fde4·0000·8d91·3e00·00da··.?..........>...00000330:·0000·8da0·fde4·0000·8d91·3e00·00da·5265··..........>...Re
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00000420:·1147·ae00·1147·ae00·0563·6d72·3137·f317··.G...G...cmr17..00000420:·ae00·1147·ae00·0563·6d72·3137·f317·4bf1··...G...cmr17..K.
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8.08 KB
./usr/share/doc/axiom-doc/src/input/sinsin2.input.dvi
    
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00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9a16··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9a16··..?.............
00000090:·09f3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·09f3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
Offset 12, 59 lines modifiedOffset 12, 59 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7473·696e·7369·6e32·2e69··put..7tsinsin2.i000000d0:·7075·7491·0537·7473·696e·7369·6e32·2e69··put..7tsinsin2.i
000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........000000e0:·6e70·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200··nput..".........
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00000100:·0000·0563·6d72·3132·ce54·6865·9603·eaa8··...cmr12.The....00000100:·0000·0563·6d72·3132·ce54·6865·9603·eaa8··...cmr12.The....
00000110:·4178·696f·6d93·5491·ff05·5665·616d·8e8e··Axiom.T...Veam..00000110:·4178·696f·6d93·5491·ff05·5665·616d·8e8e··Axiom.T...Veam..
00000120:·8e8e·8e9f·1788·8b8d·9200·d7bc·6446·91ff··............dF..00000120:·8e8e·8e9f·1766·6a8d·9200·da2f·0d4a·616e··.....fj..../.Jan
00000130:·0556·6562·7275·6172·7996·03ea·a832·302c··.Vebruary....20,00000130:·90ac·7275·6172·7996·03ea·a832·302c·9332··..ruary....20,.2
00000140:·9332·3032·358e·9f24·0001·8d92·00f1·a14b··.2025..$.......K00000140:·3032·348e·9f24·0001·8d92·00f1·a14b·f32d··024..$.......K.-
00000150:·f32d·740c·893a·0009·0000·0009·0000·0005··.-t..:..........00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm
00000160:·636d·6278·39d8·4162·7374·7261·6374·8e9f··cmbx9.Abstract..00000160:·6278·39d8·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....
00000170:·0fac·d18e·9f1e·0000·8d8d·9201·0380·00f3··................00000170:·d18e·9f1e·0000·8d8d·9201·0380·00f3·174b··...............K
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00000190:·6d72·3130·c231·8e8e·8e8c·8b00·0000·0200··mr10.1..........00000190:·3130·c231·8e8e·8e8c·8b00·0000·0200·0000··10.1............
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./usr/share/doc/axiom-doc/src/input/skew.input.dvi.gz
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skew.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/solveperf.input.dvi.gz
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solveperf.input.dvi
    
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00000580:·1854·7970·653a·9104·b996·4c69·7374·2845··.Type:....List(E000004d0:·1854·7970·653a·9104·b996·4c69·7374·2845··.Type:....List(E
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 00000530:·696e·2878·292d·3829·8ea1·8d91·3e00·002d··in(x)-8)....>..-
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 00000550:·3e00·002d·2d52·910e·2cc2·2833·2991·0973··>..--R..,.(3)..s
 00000560:·2c5b·783d·9104·b996·6173·696e·2838·295d··,[x=....asin(8)]
 00000570:·8ea1·8d91·3e00·002d·2d52·9200·aa19·1854··....>..--R.....T
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Offset 12, 1025 lines modifiedOffset 12, 1025 lines modified
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./usr/share/doc/axiom-doc/src/input/spadprof.input.dvi
    
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Offset 12, 107 lines modifiedOffset 12, 107 lines modified
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Offset 12, 58 lines modifiedOffset 12, 58 lines modified
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000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
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181 KB
./usr/share/doc/axiom-doc/src/input/spline.input.dvi.gz
181 KB
spline.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9da4··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9da4··..?.............
00000090:·6df3·22de·9119·c600·1147·ae00·1147·ae00··m."......G...G..00000090:·6df3·22de·9119·c600·1147·ae00·1147·ae00··m."......G...G..
Offset 12, 1349 lines modifiedOffset 12, 1349 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7473·706c·696e·652e·696e··put..7tspline.in000000d0:·7075·7491·0537·7473·706c·696e·652e·696e··put..7tspline.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........
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00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx00000150:·0009·0000·0009·0000·0005·636d·6278·39d8··..........cmbx9.
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00000180:·0000·0004·636d·7239·d754·6869·7396·0351··....cmr9.This..Q00000180:·0004·636d·7239·d754·6869·7396·0351·0369··..cmr9.This..Q.i
00000190:·0369·7393·6193·7072·6f62·6c65·6d93·7069··.is.a.problem.pi00000190:·7393·6193·7072·6f62·6c65·6d93·7069·6395··s.a.problem.pic.
000001a0:·6395·be39·6b93·6564·9603·5103·7570·9366··c..9k.ed..Q.up.f000001a0:·be39·6b93·6564·9603·5103·7570·9366·726f··.9k.ed..Q.up.fro
000001b0:·726f·6d91·0351·0261·9379·9abe·396f·7574··rom..Q.a.y..9out000001b0:·6d91·0351·0261·9379·9abe·396f·7574·7562··m..Q.a.y..9outub
000001c0:·7562·9041·c765·936c·6563·7475·7265·9362··ub.A.e.lecture.b000001c0:·9041·c765·936c·6563·7475·7265·9362·726f··.A.e.lecture.bro
000001d0:·726f·6164·6361·7374·9366·726f·6d93·7468··roadcast.from.th000001d0:·6164·6361·7374·9366·726f·6d93·7468·6593··adcast.from.the.
000001e0:·6593·556e·6976·9865·7273·6974·9879·8e9f··e.Univ.ersit.y..000001e0:·556e·6976·9865·7273·6974·9879·8e9f·0b00··Univ.ersit.y....
000001f0:·0b00·008d·9157·0002·6f66·9603·1554·536f··.....W..of...TSo000001f0:·008d·9157·0002·6f66·9603·1554·536f·7574··...W..of...TSout
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./usr/share/doc/axiom-doc/src/input/sqmatrix.input.dvi
    
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Offset 12, 183 lines modifiedOffset 12, 183 lines modified
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000002c0:·2d43·6f70·7972·6967·6874·9604·b996·5468··-Copyright....Th000002c0:·6f70·7972·6967·6874·9604·b996·5468·6593··opyright....The.
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000002e0:·7269·7468·6d73·9347·726f·7570·934c·696d··rithms.Group.Lim000002e0:·7468·6d73·9347·726f·7570·934c·696d·6974··thms.Group.Limit
000002f0:·6974·6564·9331·3939·312e·8e9f·125d·a18d··ited.1991....]..000002f0:·6564·9331·3939·312e·8e9f·125d·a18d·9176··ed.1991....]...v
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00000310:·cf7c·9603·d554·2a93·7c8e·a68d·913e·0000··.|...T*.|....>..00000310:·9603·d554·2a93·7c8e·a68d·913e·0000·dc29··...T*.|....>...)
00000320:·dc29·7365·7496·04b9·9662·7265·616b·9372··.)set....break.r00000320:·7365·7496·04b9·9662·7265·616b·9372·6573··set....break.res
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00000340:·7370·6f6f·6c91·04b9·9673·7265·6773·6574··spool....sregset00000340:·6f6f·6c91·04b9·9673·7265·6773·6574·2e6f··ool....sregset.o
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00000370:·7374·936f·6e8e·a18d·913e·0000·2973·6574··st.on....>..)set00000370:·936f·6e8e·a18d·913e·0000·2973·6574·9604··.on....>..)set..
00000380:·9604·b996·6d65·7373·6167·6593·6175·746f··....message.auto00000380:·b996·6d65·7373·6167·6593·6175·746f·936f··..message.auto.o
00000390:·936f·6666·8ea1·8d91·3e00·0029·636c·6561··.off....>..)clea00000390:·6666·8ea1·8d91·3e00·0029·636c·6561·7291··ff....>..)clear.
000003a0:·7291·04b9·9661·6c6c·8ea1·8d91·3e00·002d··r....all....>..-000003a0:·04b9·9661·6c6c·8ea1·8d91·3e00·002d·2d53··...all....>..--S
000003b0:·2d53·9604·b996·3193·6f66·9332·338e·a18d··-S....1.of.23...000003b0:·9604·b996·3193·6f66·9332·338e·a18d·913e··....1.of.23....>
000003c0:·913e·0000·5296·04b9·963a·3d93·496e·7465··.>..R....:=.Inte000003c0:·0000·5296·04b9·963a·3d93·496e·7465·6765··..R....:=.Intege
000003d0:·6765·728e·a18d·913e·0000·2d2d·528e·a18d··ger....>..--R...000003d0:·728e·a18d·913e·0000·2d2d·528e·a18d·913e··r....>..--R....>
 000003e0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.
 000003f0:·0e2c·c228·3129·9109·732c·496e·7465·6765··.,.(1)..s,Intege
 00000400:·728e·a18d·913e·0000·2d2d·5292·0133·1f16··r....>..--R..3..
 00000410:·5479·7065·3a91·04b9·9644·6f6d·6169·6e8e··Type:....Domain.
 00000420:·a18d·913e·0000·2d2d·4591·04b9·9631·8ea1··...>..--E....1..
 00000430:·a18d·913e·0000·2d2d·5396·04b9·9632·936f··...>..--S....2.o
 00000440:·6693·3233·8ea1·8d91·3e00·006c·7396·04b9··f.23....>..ls...
 00000450:·963a·934c·6973·7493·5379·6d62·6f6c·933a··.:.List.Symbol.:
 00000460:·3d93·5b78·2c79·2c7a·2c74·5d8e·a18d·913e··=.[x,y,z,t]....>
 00000470:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.
 00000480:·a18d·913e·0000·2d2d·5291·0e2c·c228·3229··...>..--R..,.(2)
 00000490:·9109·732c·5b78·2c79·2c7a·2c74·5d8e·a18d··..s,[x,y,z,t]...
 000004a0:·913e·0000·2d2d·5292·0116·c592·5479·7065··.>..--R.....Type
 000004b0:·3a91·04b9·964c·6973·7428·5379·6d62·6f6c··:....List(Symbol
 000004c0:·298e·a18d·913e·0000·2d2d·4591·04b9·9632··)....>..--E....2
 000004d0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....3
 000004e0:·936f·6693·3233·8ea1·8d91·3e00·0056·9604··.of.23....>..V..
 000004f0:·b996·3a3d·934f·5641·5228·6c73·298e·a18d··..:=.OVAR(ls)...
000003e0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--00000500:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
000003f0:·5291·0e2c·c228·3129·9109·732c·496e·7465··R..,.(1)..s,Inte 
00000400:·6765·728e·a18d·913e·0000·2d2d·5292·0133··ger....>..--R..3 
00000410:·1f16·5479·7065·3a91·04b9·9644·6f6d·6169··..Type:....Domai 
00000420:·6e8e·a18d·913e·0000·2d2d·4591·04b9·9631··n....>..--E....1 
00000430:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9632··.....>..--S....2 
00000440:·936f·6693·3233·8ea1·8d91·3e00·006c·7396··.of.23....>..ls. 
00000450:·04b9·963a·934c·6973·7493·5379·6d62·6f6c··...:.List.Symbol 
00000460:·933a·3d93·5b78·2c79·2c7a·2c74·5d8e·a18d··.:=.[x,y,z,t]... 
00000470:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
00000480:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.(00000510:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.(
00000490:·3229·9109·732c·5b78·2c79·2c7a·2c74·5d8e··2)..s,[x,y,z,t]. 
000004a0:·a18d·913e·0000·2d2d·5292·0116·c592·5479··...>..--R.....Ty 
000004b0:·7065·3a91·04b9·964c·6973·7428·5379·6d62··pe:....List(Symb 
000004c0:·6f6c·298e·a18d·913e·0000·2d2d·4591·04b9··ol)....>..--E... 
000004d0:·9632·8ea1·a18d·913e·0000·2d2d·5396·04b9··.2.....>..--S... 
000004e0:·9633·936f·6693·3233·8ea1·8d91·3e00·0056··.3.of.23....>..V 
000004f0:·9604·b996·3a3d·934f·5641·5228·6c73·298e··....:=.OVAR(ls). 
00000500:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
00000510:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R.., 
00000520:·c228·3329·9109·732c·4f72·6465·7265·6456··.(3)..s,OrderedV00000520:·3329·9109·732c·4f72·6465·7265·6456·6172··3)..s,OrderedVar
00000530:·6172·6961·626c·654c·6973·7428·5b78·2c79··ariableList([x,y00000530:·6961·626c·654c·6973·7428·5b78·2c79·2c7a··iableList([x,y,z
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00000550:·9201·331f·1654·7970·653a·9104·b996·446f··..3..Type:....Do00000550:·331f·1654·7970·653a·9104·b996·446f·6d61··3..Type:....Doma
00000560:·6d61·696e·8ea1·8d91·3e00·002d·2d45·9104··main....>..--E..00000560:·696e·8ea1·8d91·3e00·002d·2d45·9104·b996··in....>..--E....
00000570:·b996·338e·a1a1·8d91·3e00·002d·2d53·9604··..3.....>..--S..00000570:·338e·a1a1·8d91·3e00·002d·2d53·9604·b996··3.....>..--S....
00000580:·b996·3493·6f66·9332·338e·a18d·913e·0000··..4.of.23....>..00000580:·3493·6f66·9332·338e·a18d·913e·0000·4596··4.of.23....>..E.
00000590:·4596·04b9·963a·3d93·496e·6465·7865·6445··E....:=.IndexedE00000590:·04b9·963a·3d93·496e·6465·7865·6445·7870··...:=.IndexedExp
000005a0:·7870·6f6e·656e·7473·9356·8ea1·8d91·3e00··xponents.V....>.000005a0:·6f6e·656e·7473·9356·8ea1·8d91·3e00·002d··onents.V....>..-
000005b0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..000005b0:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....
000005c0:·8d91·3e00·002d·2d52·910e·2cc2·2834·2991··..>..--R..,.(4).000005c0:·3e00·002d·2d52·910e·2cc2·2834·2991·0973··>..--R..,.(4)..s
000005d0:·0973·2c49·6e64·6578·6564·4578·706f·6e65··.s,IndexedExpone000005d0:·2c49·6e64·6578·6564·4578·706f·6e65·6e74··,IndexedExponent
000005e0:·6e74·7328·4f72·6465·7265·6456·6172·6961··nts(OrderedVaria000005e0:·7328·4f72·6465·7265·6456·6172·6961·626c··s(OrderedVariabl
000005f0:·626c·654c·6973·7428·5b78·2c79·2c7a·2c74··bleList([x,y,z,t000005f0:·654c·6973·7428·5b78·2c79·2c7a·2c74·5d29··eList([x,y,z,t])
00000600:·5d29·298e·a18d·913e·0000·2d2d·5292·0133··]))....>..--R..300000600:·298e·a18d·913e·0000·2d2d·5292·0133·1f16··)....>..--R..3..
00000610:·1f16·5479·7065·3a91·04b9·9644·6f6d·6169··..Type:....Domai00000610:·5479·7065·3a91·04b9·9644·6f6d·6169·6e8e··Type:....Domain.
00000620:·6e8e·a18d·913e·0000·2d2d·4591·04b9·9634··n....>..--E....400000620:·a18d·913e·0000·2d2d·4591·04b9·9634·8ea1··...>..--E....4..
00000630:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9635··.....>..--S....500000630:·a18d·913e·0000·2d2d·5396·04b9·9635·936f··...>..--S....5.o
00000640:·936f·6693·3233·8ea1·8d91·3e00·0050·9604··.of.23....>..P..00000640:·6693·3233·8ea1·8d91·3e00·0050·9604·b996··f.23....>..P....
00000650:·b996·3a3d·934e·534d·5028·522c·9356·298e··..:=.NSMP(R,.V).00000650:·3a3d·934e·534d·5028·522c·9356·298e·a18d··:=.NSMP(R,.V)...
00000660:·a18d·913e·0000·2d2d·528e·8e9f·1e00·008d··...>..--R.......00000660:·913e·0000·2d2d·528e·8e9f·1e00·008d·8d92··.>..--R.........
00000670:·8d92·0103·8000·c233·8e8e·8e8c·8b00·0000··.......3........00000670:·0103·8000·c233·8e8e·8e8c·8b00·0000·0400··.....3..........
00000680:·0400·0000·0000·0000·0000·0000·0000·0000··................00000680:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000690:·0000·0000·0000·0000·0000·0000·0000·0000··................00000690:·0000·0000·0000·0000·0000·0000·0000·0000··................
000006a0:·0000·0000·0000·0002·15a0·0279·0000·8da0··...........y....000006a0:·0000·0000·0002·13a0·0279·0000·8da0·fda3··.........y......
000006b0:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?.........000006b0:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........>
000006c0:·913e·0000·dc2d·2d52·8ea4·0b00·008d·913e··.>...--R.......>000006c0:·0000·dc2d·2d52·8ea4·0b00·008d·913e·0000··...--R.......>..
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00000140:·9f24·0001·8d92·00f1·a14b·f32d·740c·893a··.$.......K.-t..:00000140:·0001·8d92·00f1·a14b·f32d·740c·893a·0009··.......K.-t..:..
00000150:·0009·0000·0009·0000·0005·636d·6278·39d8··..........cmbx9.00000150:·0000·0009·0000·0005·636d·6278·39d8·4162··........cmbx9.Ab
00000160:·4162·7374·7261·6374·8e9f·0fac·d18e·9f1e··Abstract........00000160:·7374·7261·6374·8e9f·0fac·d18e·9f1e·0000··stract..........
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00000180:·0a00·0000·0a00·0000·0563·6d72·3130·c231··.........cmr10.100000180:·0000·0a00·0000·0563·6d72·3130·c231·8e8e··.......cmr10.1..
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000001f0:·3132·da43·6f6e·958c·cc74·656e·9374·738e··12.Con...ten.ts.000001f0:·da43·6f6e·958c·cc74·656e·9374·738e·8e9f··.Con...ten.ts...
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stream2.input.dvi
    
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symbol.input.dvi
    
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Offset 12, 338 lines modifiedOffset 12, 337 lines modified
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000000f0:·e1b0·cff3·2358·ab51·0b00·0c00·0000·0c00··....#X.Q........000000f0:·e1b0·cff3·2358·ab51·0b00·0c00·0000·0c00··....#X.Q........
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00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....00000110:·ac72·7991·03ea·a844·616c·798e·8e8e·8e8e··.ry....Daly.....
00000120:·9f17·888b·8d92·00d7·bc64·4691·ff05·5665··.........dF...Ve00000120:·9f17·666a·8d92·00da·2f0d·4a61·6e90·ac72··..fj..../.Jan..r
00000130:·6272·7561·7279·9603·eaa8·3230·2c93·3230··bruary....20,.2000000130:·7561·7279·9603·eaa8·3230·2c93·3230·3234··uary....20,.2024
00000140:·3235·8e9f·2400·018d·9200·f1a1·4bf3·2d74··25..$.......K.-t00000140:·8e9f·2400·018d·9200·f1a1·4bf3·2d74·0c89··..$.......K.-t..
00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb00000150:·3a00·0900·0000·0900·0000·0563·6d62·7839··:..........cmbx9
00000160:·7839·d841·6273·7472·6163·748e·9f0f·acd1··x9.Abstract.....00000160:·d841·6273·7472·6163·748e·9f0f·acd1·8e9f··.Abstract.......
00000170:·8e9f·1e00·008d·8d92·0103·8000·f317·4bf1··..............K.00000170:·1e00·008d·8d92·0103·8000·f317·4bf1·6079··............K.`y
00000180:·6079·000a·0000·000a·0000·0005·636d·7231··`y..........cmr100000180:·000a·0000·000a·0000·0005·636d·7231·30c2··..........cmr10.
00000190:·30c2·318e·8e8e·8c8b·0000·0002·0000·0000··0.1.............00000190:·318e·8e8e·8c8b·0000·0002·0000·0000·0000··1...............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y.........000001c0:·002a·a002·7900·008d·a0fd·a300·00a0·023f··.*..y..........?
000001d0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...000001d0:·0000·8da0·fde4·0000·8d91·3e00·00f3·2fc2··..........>.../.
000001e0:·2fc2·d64e·a000·0e66·6600·0c00·0000·0663··/..N...ff......c000001e0:·d64e·a000·0e66·6600·0c00·0000·0663·6d62··.N...ff......cmb
000001f0:·6d62·7831·32da·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten.000001f0:·7831·32da·436f·6e95·8ccc·7465·6e93·7473··x12.Con...ten.ts
00000200:·7473·8e8e·9f1e·0000·8d8d·9201·0380·00c2··ts..............00000200:·8e8e·9f1e·0000·8d8d·9201·0380·00c2·328e··..............2.
00000210:·328e·8e8e·8c8b·0000·0003·0000·0000·0000··2...............00000210:·8e8e·8c8b·0000·0003·0000·0000·0000·0000··................
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00000240:·0197·a002·7900·008d·a0fd·a300·00a0·023f··....y..........?00000240:·a002·7900·008d·a0fd·a300·00a0·023f·0000··..y..........?..
00000250:·0000·8da0·fde4·0000·8d8d·913e·0000·da31··...........>...100000250:·8da0·fde4·0000·8d8d·913e·0000·da31·8e91··.........>...1..
00000260:·8e91·564c·cb4c·6963·656e·7365·8e9f·15e7··..VL.License....00000260:·564c·cb4c·6963·656e·7365·8e9f·15e7·1ba4··VL.License......
00000270:·1ba4·0c00·008d·9176·e7cf·f330·1af2·2256··.......v...0.."V00000270:·0c00·008d·9176·e7cf·f330·1af2·2256·000a··.....v...0.."V..
00000280:·000a·0000·000a·0000·0006·636d·6278·3130··..........cmbx1000000280:·0000·000a·0000·0006·636d·6278·3130·db7c··........cmbx10.|
00000290:·db7c·9603·d554·6c69·6365·6e73·6593·7c8e··.|...Tlicense.|.00000290:·9603·d554·6c69·6365·6e73·6593·7c8e·a912··...Tlicense.|...
000002a0:·a912·6b61·8d91·3e00·00f3·31df·a44e·0000··..ka..>...1..N..000002a0:·6b61·8d91·3e00·00f3·31df·a44e·0000·0900··ka..>...1..N....
000002b0:·0900·0000·0900·0000·0563·6d74·7439·dc2d··.........cmtt9.-000002b0:·0000·0900·0000·0563·6d74·7439·dc2d·2d43··.......cmtt9.--C
000002c0:·2d43·6f79·7269·6768·7496·04b9·9654·6865··-Coyright....The000002c0:·6f79·7269·6768·7496·04b9·9654·6865·934e··oyright....The.N
000002d0:·934e·756d·6572·6963·616c·9341·6c67·6f72··.Numerical.Algor000002d0:·756d·6572·6963·616c·9341·6c67·6f72·6974··umerical.Algorit
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00000310:·7c96·03d5·542a·937c·8ea6·8d91·3e00·00dc··|...T*.|....>...00000310:·03d5·542a·937c·8ea6·8d91·3e00·00dc·2973··..T*.|....>...)s
00000320:·2973·6574·9604·b996·6272·6561·6b93·7265··)set....break.re00000320:·6574·9604·b996·6272·6561·6b93·7265·7375··et....break.resu
00000330:·7375·6d65·8ea4·0b00·008d·913e·0000·2973··sume.......>..)s00000330:·6d65·8ea4·0b00·008d·913e·0000·2973·706f··me.......>..)spo
00000340:·706f·6f6c·9104·b996·7431·3131·3239·332e··pool....t111293.00000340:·6f6c·9104·b996·7431·3131·3239·332e·6f75··ol....t111293.ou
00000350:·6f75·7470·7574·8ea1·8d91·3e00·0029·7365··output....>..)se00000350:·7470·7574·8ea1·8d91·3e00·0029·7365·7496··tput....>..)set.
00000360:·7496·04b9·966d·6573·7361·6765·9374·6573··t....message.tes00000360:·04b9·966d·6573·7361·6765·9374·6573·7493··...message.test.
00000370:·7493·6f6e·8ea1·8d91·3e00·0029·7365·7496··t.on....>..)set.00000370:·6f6e·8ea1·8d91·3e00·0029·7365·7496·04b9··on....>..)set...
00000380:·04b9·966d·6573·7361·6765·9361·7574·6f93··...message.auto.00000380:·966d·6573·7361·6765·9361·7574·6f93·6f66··.message.auto.of
00000390:·6f66·668e·a18d·913e·0000·2963·6c65·6172··off....>..)clear00000390:·668e·a18d·913e·0000·2963·6c65·6172·9104··f....>..)clear..
000003a0:·9104·b996·616c·6c8e·a19f·136b·618d·9176··....all....ka..v000003a0:·b996·616c·6c8e·a19f·136b·618d·9176·e7cf··..all....ka..v..
000003b0:·e7cf·db7c·7c7c·2d8e·a40c·0000·8d91·3e00··...|||-.......>.000003b0:·db7c·7c7c·2d8e·a40c·0000·8d91·3e00·00c2··.|||-.......>...
000003c0:·00c2·5468·6973·9603·5555·0c6c·6593·7465··..This..UU.le.te000003c0:·5468·6973·9603·5555·0c6c·6593·7465·7374··This..UU.le.test
000003d0:·7374·7393·7468·696e·6773·930c·7865·6493··sts.things..xed.000003d0:·7393·7468·696e·6773·930c·7865·6493·6f6e··s.things..xed.on
000003e0:·6f6e·936f·7293·6162·9047·1d6f·7574·934e··on.or.ab.G.out.N000003e0:·936f·7293·6162·9047·1d6f·7574·934e·6f90··.or.ab.G.out.No.
000003f0:·6f90·b8e3·7693·3132·2c93·3139·3933·8ea1··o...v.12,.1993..000003f0:·b8e3·7693·3132·2c93·3139·3933·8ea1·8d91··..v.12,.1993....
00000400:·8d91·4d00·0075·6e69·6f6e·7396·0355·5561··..M..unions..UUa00000400:·4d00·0075·6e69·6f6e·7396·0355·5561·6e64··M..unions..UUand
00000410:·6e64·9372·6563·6f72·6473·9369·6e93·6675··nd.records.in.fu00000410:·9372·6563·6f72·6473·9369·6e93·6675·6e63··.records.in.func
00000420:·6e63·7469·6f6e·9370·9047·1d6f·7369·7469··nction.p.G.ositi00000420:·7469·6f6e·9370·9047·1d6f·7369·7469·6f6e··tion.p.G.osition
00000430:·6f6e·8ea1·8d91·76e7·cfdb·7c96·03d5·542a··on....v...|...T*00000430:·8ea1·8d91·76e7·cfdb·7c96·03d5·542a·937c··....v...|...T*.|
00000440:·937c·8ea6·8d91·3e00·00dc·2d2d·5396·04b9··.|....>...--S...00000440:·8ea6·8d91·3e00·00dc·2d2d·5396·04b9·9631··....>...--S....1
00000450:·9631·936f·6693·3133·8ea4·0b00·008d·913e··.1.of.13.......>00000450:·936f·6693·3133·8ea4·0b00·008d·913e·0000··.of.13.......>..
00000460:·0000·7996·04b9·963a·3d93·6f70·6572·6174··..y....:=.operat00000460:·7996·04b9·963a·3d93·6f70·6572·6174·6f72··y....:=.operator
00000470:·6f72·9379·8ea1·8d91·3e00·002d·2d52·8ea1··or.y....>..--R..00000470:·9379·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··.y....>..--R....
00000480:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-00000480:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
00000490:·2d52·910e·2cc2·2831·2991·0973·2c79·8ea1··-R..,.(1)..s,y..00000490:·910e·2cc2·2831·2991·0973·2c79·8ea1·8d91··..,.(1)..s,y....
000004a0:·8d91·3e00·002d·2d52·9201·120b·fc54·7970··..>..--R.....Typ000004a0:·3e00·002d·2d52·9201·120b·fc54·7970·653a··>..--R.....Type:
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000004c0:·746f·728e·a18d·913e·0000·2d2d·4591·04b9··tor....>..--E...000004c0:·728e·a18d·913e·0000·2d2d·4591·04b9·9631··r....>..--E....1
000004d0:·9631·8ea1·a18d·913e·0000·2d2d·5396·04b9··.1.....>..--S...000004d0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9632··.....>..--S....2
000004e0:·9632·936f·6693·3133·8ea1·8d91·3e00·0064··.2.of.13....>..d000004e0:·936f·6693·3133·8ea1·8d91·3e00·0064·6571··.of.13....>..deq
000004f0:·6571·9604·b996·3a3d·9364·6966·6665·7265··eq....:=.differe000004f0:·9604·b996·3a3d·9364·6966·6665·7265·6e74··....:=.different
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00000510:·2993·2b93·6469·6666·6572·656e·7469·6174··).+.differentiat00000510:·2b93·6469·6666·6572·656e·7469·6174·6528··+.differentiate(
00000520:·6528·7993·782c·9378·2993·2b93·7993·788e··e(y.x,.x).+.y.x.00000520:·7993·782c·9378·2993·2b93·7993·788e·a18d··y.x,.x).+.y.x...
00000530:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..00000530:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
00000540:·2d2d·528e·a18d·913e·0000·2d2d·5291·2a86··--R....>..--R.*.00000540:·528e·a18d·913e·0000·2d2d·5291·2a86·462c··R....>..--R.*.F,
00000550:·462c·2c91·2113·1a2c·8ea1·8d91·3e00·002d··F,,.!..,....>..-00000550:·2c91·2113·1a2c·8ea1·8d91·3e00·002d·2d52··,.!..,....>..--R
00000560:·2d52·910e·2cc2·2832·2996·0973·2c79·9328··-R..,.(2)..s,y.(00000560:·910e·2cc2·2832·2996·0973·2c79·9328·7829··..,.(2)..s,y.(x)
00000570:·7829·9604·b996·2b93·7993·2878·2993·2b93··x)....+.y.(x).+.00000570:·9604·b996·2b93·7993·2878·2993·2b93·7928··....+.y.(x).+.y(
00000580:·7928·7829·8ea1·8d91·3e00·002d·2d52·8ea1··y(x)....>..--R..00000580:·7829·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··x)....>..--R....
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000005a0:·653a·9104·b996·4578·7072·6573·7369·6f6e··e:....Expression000005a0:·9104·b996·4578·7072·6573·7369·6f6e·2849··....Expression(I
000005b0:·2849·6e74·6567·6572·298e·a18d·913e·0000··(Integer)....>..000005b0:·6e74·6567·6572·298e·a18d·913e·0000·2d2d··nteger)....>..--
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000005d0:·2d2d·5396·04b9·9633·936f·6693·3133·8ea1··--S....3.of.13..000005d0:·5396·04b9·9633·936f·6693·3133·8ea1·8d91··S....3.of.13....
000005e0:·8d91·3e00·0073·6f6c·7665·2864·6571·2c96··..>..solve(deq,.000005e0:·3e00·0073·6f6c·7665·2864·6571·2c96·04b9··>..solve(deq,...
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00000610:·2d52·8ea1·8d91·3e00·002d·2d52·916c·ac7a··-R....>..--R.l.z00000610:·8ea1·8d91·3e00·002d·2d52·916c·ac7a·7891··....>..--R.l.zx.
00000620:·7891·179f·ee78·8ea1·8d91·3e00·002d·2d52··x....x....>..--R00000620:·179f·ee78·8ea1·8d91·3e00·002d·2d52·9146··...x....>..--R.F
00000630:·9146·dfca·2b2d·2b96·0e2c·c22d·9b04·b996··.F..+-+..,.-....00000630:·dfca·2b2d·2b96·0e2c·c22d·9b04·b996·2d93··..+-+..,.-....-.
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00000650:·3e00·002d·2d52·913d·6c9e·785c·7c33·911c··>..--R.=l.x\|3..00000650:·002d·2d52·913d·6c9e·785c·7c33·911c·5984··.--R.=l.x\|3..Y.
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00000670:·8ea1·8d91·3e00·002d·2d52·960e·2cc2·2833··....>..--R..,.(300000670:·8d91·3e00·002d·2d52·960e·2cc2·2833·2991··..>..--R..,.(3).
00000680:·2991·0973·2c5b·636f·7328·2d2d·2d2d·2d29··)..s,[cos(-----)00000680:·0973·2c5b·636f·7328·2d2d·2d2d·2d29·2565··.s,[cos(-----)%e
00000690:·2565·932c·2565·9373·696e·282d·2d2d·2d2d··%e.,%e.sin(-----00000690:·932c·2565·9373·696e·282d·2d2d·2d2d·295d··.,%e.sin(-----)]
000006a0:·295d·8ea1·8d91·3e00·002d·2d52·9146·dfca··)]....>..--R.F..000006a0:·8ea1·8d91·3e00·002d·2d52·9146·dfca·3291··....>..--R.F..2.
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00000710:·0000·0000·0000·0000·0000·0000·0000·0000··................00000710:·0000·0000·0000·0000·0000·0000·0000·0000··................
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table.input.dvi
    
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00000510:·7371·723a·9604·b996·284d·522c·5652·2993··sqr:....(MR,VR). 
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00000530:·6669·743a·9604·b996·2856·522c·5652·2c4e··fit:....(VR,VR,N 
00000540:·4e49·2993·2d3e·9356·528e·a18d·9147·732c··NI).->.VR....Gs, 
00000550:·3d3d·9104·b996·6164·648e·a18d·9150·e658··==....add....P.X 
00000560:·696d·706f·7274·9104·b996·5665·6374·6f72··import....Vector 
00000570:·4675·6e63·7469·6f6e·7332·2852·2c46·298e··Functions2(R,F). 
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000005a0:·7472·616e·7370·6f73·6528·6d61·7028·636f··transpose(map(co 
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000005f0:·7567·6174·6528·7669·2924·522c·7629·2456··ugate(vi)$R,v)$V 
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00000610:·6f72·2864·696d·2991·04b9·963d·3d8e·a18d··or(dim)....==... 
00000620:·915a·5984·6f75·7496·04b9·963a·3d93·6e65··.ZY.out....:=.ne 
00000630:·7728·6469·6d2c·3040·5229·2456·528e·a18d··w(dim,0@R)$VR... 
00000640:·915a·5984·6f75·7428·3129·9604·b996·3a3d··.ZY.out(1)....:= 
00000650:·9331·4052·8ea1·8d91·5a59·846f·7574·8ea1··.1@R....ZY.out.. 
00000660:·8d91·50e6·5861·3a52·9604·b996·2f93·6d3a··..P.Xa:R..../.m: 
00000670:·4d52·933d·3d93·6d61·7028·286d·696a·3a52··MR.==.map((mij:R 
00000680:·293a·5293·2b2d·3e93·612f·6d69·6a2c·6d29··):R.+->.a/mij,m) 
00000690:·244d·528e·a18d·9150·e658·613a·5296·04b9··$MR....P.Xa:R... 
000006a0:·962f·9376·3a56·5293·3d3d·936d·6170·2828··./.v:VR.==.map(( 
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000006d0:·5296·04b9·962f·9361·3a52·933d·3d93·6d61··R..../.a:R.==.ma 
000006e0:·7028·2876·693a·5229·3a52·932b·2d3e·9376··p((vi:R):R.+->.v 
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00000700:·763a·5652·9604·b996·2a2a·936e·3a4e·6f6e··v:VR....**.n:Non 
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 00000350:·6528·463a·4a6f·696e·2846·6965·6c64·2c52··e(F:Join(Field,R
 00000360:·6164·6963·616c·4361·7465·676f·7279·2c54··adicalCategory,T
 00000370:·7261·6e73·6365·6e64·656e·7461·6c46·756e··ranscendentalFun
 00000380:·6374·696f·6e43·6174·6567·6f72·7929·2c5f··ctionCategory),_
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 000003b0:·9677·6974·688e·a18d·9150·e658·7472·616e··.with....P.Xtran
 000003c0:·7370·6f73·6548·3a96·04b9·964d·5293·2d3e··sposeH:....MR.->
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 000003e0:·6374·6f72·3a96·04b9·964e·4e49·932d·3e93··ctor:....NNI.->.
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 00000400:·b996·5652·932d·3e93·468e·a18d·9150·e658··..VR.->.F....P.X
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26.7 KB
./usr/share/doc/axiom-doc/src/input/testprob.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 198 lines modifiedOffset 12, 198 lines modified
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000000d0:·7075·7491·0537·7474·6573·7470·726f·622e··put..7ttestprob.000000d0:·7075·7491·0537·7474·6573·7470·726f·622e··put..7ttestprob.
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 00000460:·2d2d·5291·38b3·0837·9133·f972·338e·a18d··--R.8..7.3.r3...
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00000450:·298e·a18d·913e·0000·2d2d·528e·a18d·913e··)....>..--R....> 
00000460:·0000·2d2d·5291·38b3·0837·9133·f972·338e··..--R.8..7.3.r3. 
00000470:·a18d·913e·0000·2d2d·5291·0e2c·c228·3229··...>..--R..,.(2) 
00000480:·9109·732c·6c6f·6728·2d29·9604·b996·3d3d··..s,log(-)....== 
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./usr/share/doc/axiom-doc/src/input/tsetcatchemical.input.dvi
    
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00000250:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....00000250:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?.......
00000260:·e400·009f·0c00·008d·9176·e7cf·f330·1af2··.........v...0..00000260:·009f·0c00·008d·9176·e7cf·f330·1af2·2256··.......v...0.."V
00000270:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx00000270:·000a·0000·000a·0000·0006·636d·6278·3130··..........cmbx10
00000280:·3130·db7c·9603·d554·2a93·7c8e·9f13·0000··10.|...T*.|.....00000280:·db7c·9603·d554·2a93·7c8e·9f13·0000·8d91··.|...T*.|.......
00000290:·8d91·3e00·00f3·31df·a44e·0000·0900·0000··..>...1..N......00000290:·3e00·00f3·31df·a44e·0000·0900·0000·0900··>...1..N........
000002a0:·0900·0000·0563·6d74·7439·dc2d·2d2d·2d2d··.....cmtt9.-----000002a0:·0000·0563·6d74·7439·dc2d·2d2d·2d2d·2d2d··...cmtt9.-------
000002b0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000002b0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000002c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000002c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000002d0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000002d0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000002e0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000002e0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000002f0:·2d2d·2d2d·2d2d·2d2d·8ea4·0b00·008d·913e··--------.......>000002f0:·2d2d·2d2d·2d2d·8ea4·0b00·008d·913e·0000··------.......>..
00000300:·0000·2d2d·2596·04b9·9644·6f6d·6169·6e73··..--%....Domains00000300:·2d2d·2596·04b9·9644·6f6d·6169·6e73·9344··--%....Domains.D
00000310:·9344·6566·696e·6974·696f·6e73·8ea1·8d91··.Definitions....00000310:·6566·696e·6974·696f·6e73·8ea1·8d91·3e00··efinitions....>.
00000320:·3e00·002d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··>..-------------00000320:·002d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··.---------------
00000330:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000330:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000340:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000340:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000350:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000350:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000360:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000360:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1··--------------..
00000370:·8ea1·a18d·913e·0000·2963·6c65·6172·9104··.....>..)clear..00000370:·a18d·913e·0000·2963·6c65·6172·9104·b996··...>..)clear....
00000380:·b996·616c·6c8e·a18d·913e·0000·6c73·9604··..all....>..ls..00000380:·616c·6c8e·a18d·913e·0000·6c73·9604·b996··all....>..ls....
00000390:·b996·3a93·4c69·7374·9353·796d·626f·6c93··..:.List.Symbol.00000390:·3a93·4c69·7374·9353·796d·626f·6c93·3a3d··:.List.Symbol.:=
000003a0:·3a3d·935b·7834·2c78·332c·7832·2c78·312c··:=.[x4,x3,x2,x1,000003a0:·935b·7834·2c78·332c·7832·2c78·312c·745d··.[x4,x3,x2,x1,t]
000003b0:·745d·3b8e·a18d·913e·0000·5696·04b9·963a··t];....>..V....:000003b0:·3b8e·a18d·913e·0000·5696·04b9·963a·3d93··;....>..V....:=.
000003c0:·3d93·4f56·4152·286c·7329·3b8e·a18d·913e··=.OVAR(ls);....>000003c0:·4f56·4152·286c·7329·3b8e·a18d·913e·0000··OVAR(ls);....>..
000003d0:·0000·5296·04b9·963a·3d93·496e·7465·6765··..R....:=.Intege000003d0:·5296·04b9·963a·3d93·496e·7465·6765·723b··R....:=.Integer;
000003e0:·723b·8ea1·8d91·3e00·0045·9604·b996·3a3d··r;....>..E....:=000003e0:·8ea1·8d91·3e00·0045·9604·b996·3a3d·9349··....>..E....:=.I
000003f0:·9349·6e64·6578·6564·4578·706f·6e65·6e74··.IndexedExponent000003f0:·6e64·6578·6564·4578·706f·6e65·6e74·7393··ndexedExponents.
00000400:·7393·568e·a18d·913e·0000·5096·04b9·963a··s.V....>..P....:00000400:·568e·a18d·913e·0000·5096·04b9·963a·3d93··V....>..P....:=.
00000410:·3d93·4e53·4d50·2852·2c93·5629·3b8e·a18d··=.NSMP(R,.V);...00000410:·4e53·4d50·2852·2c93·5629·3b8e·a18d·913e··NSMP(R,.V);....>
00000420:·913e·0000·4c50·9604·b996·3a3d·934c·6973··.>..LP....:=.Lis00000420:·0000·4c50·9604·b996·3a3d·934c·6973·7428··..LP....:=.List(
00000430:·7428·5029·3b8e·a1a1·8d91·3e00·002d·2d2d··t(P);.....>..---00000430:·5029·3b8e·a1a1·8d91·3e00·002d·2d2d·2d2d··P);.....>..-----
00000440:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000440:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000450:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000450:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000460:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000460:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000470:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000470:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000480:·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1·8d91·3e00··----------....>.00000480:·2d2d·2d2d·2d2d·2d2d·8ea1·8d91·3e00·002d··--------....>..-
00000490:·002d·2d25·9104·b996·496e·6974·6961·6c69··.--%....Initiali00000490:·2d25·9104·b996·496e·6974·6961·6c69·7361··-%....Initialisa
000004a0:·7361·7469·6f6e·738e·a18d·913e·0000·2d2d··sations....>..--000004a0:·7469·6f6e·738e·a18d·913e·0000·2d2d·2d2d··tions....>..----
000004b0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000004b0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000004c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000004c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000004d0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000004d0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000004e0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000004e0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000004f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d8e·a1a1·8d91··-----------.....000004f0:·2d2d·2d2d·2d2d·2d2d·2d8e·a1a1·8d91·3e00··---------.....>.
00000500:·3e00·0078·313a·9604·b996·5093·3a3d·9327··>..x1:....P.:=.' 
00000510:·7831·3b8e·a18d·913e·0000·7832·3a96·04b9··x1;....>..x2:... 
00000520:·9650·933a·3d93·2778·323b·8ea1·8d91·3e00··.P.:=.'x2;....>. 
00000530:·0078·333a·9604·b996·5093·3a3d·9327·7833··.x3:....P.:=.'x300000500:·0078·313a·9604·b996·5093·3a3d·9327·7831··.x1:....P.:=.'x1
00000540:·3b8e·a18d·913e·0000·7834·3a96·04b9·9650··;....>..x4:....P00000510:·3b8e·a18d·913e·0000·7832·3a96·04b9·9650··;....>..x2:....P
00000550:·933a·3d93·2778·343b·8ea1·8d91·3e00·0074··.:=.'x4;....>..t00000520:·933a·3d93·2778·323b·8ea1·8d91·3e00·0078··.:=.'x2;....>..x
 00000530:·333a·9604·b996·5093·3a3d·9327·7833·3b8e··3:....P.:=.'x3;.
 00000540:·a18d·913e·0000·7834·3a96·04b9·9650·933a··...>..x4:....P.:
 00000550:·3d93·2778·343b·8ea1·8d91·3e00·0074·3a96··=.'x4;....>..t:.
00000560:·3a96·04b9·9650·933a·3d93·2774·3b8e·a1a1··:....P.:=.'t;...00000560:·04b9·9650·933a·3d93·2774·3b8e·a1a1·a18d··...P.:=.'t;.....
00000570:·a18d·913e·0000·7031·9604·b996·3a3d·9332··...>..p1....:=.200000570:·913e·0000·7031·9604·b996·3a3d·9332·932d··.>..p1....:=.2.-
00000580:·932d·9337·932a·9378·3193·2b93·7831·935e··.-.7.*.x1.+.x1.^00000580:·9337·932a·9378·3193·2b93·7831·935e·9332··.7.*.x1.+.x1.^.2
00000590:·9332·932a·9378·3293·2b93·7493·2a93·2878··.2.*.x2.+.t.*.(x00000590:·932a·9378·3293·2b93·7493·2a93·2878·3393··.*.x2.+.t.*.(x3.
000005a0:·3393·2d93·7831·2993·3b8e·a18d·913e·0000··3.-.x1).;....>..000005a0:·2d93·7831·2993·3b8e·a18d·913e·0000·7032··-.x1).;....>..p2
000005b0:·7032·9604·b996·3a3d·9336·932a·9378·3193··p2....:=.6.*.x1.000005b0:·9604·b996·3a3d·9336·932a·9378·3193·2d93··....:=.6.*.x1.-.
000005c0:·2d93·7831·935e·9332·932a·9378·3293·2b93··-.x1.^.2.*.x2.+.000005c0:·7831·935e·9332·932a·9378·3293·2b93·3130··x1.^.2.*.x2.+.10
000005d0:·3130·932a·9374·932a·9328·7834·932d·9378··10.*.t.*.(x4.-.x000005d0:·932a·9374·932a·9328·7834·932d·9378·3229··.*.t.*.(x4.-.x2)
000005e0:·3229·933b·8ea1·8d91·3e00·0070·3396·04b9··2).;....>..p3...000005e0:·933b·8ea1·8d91·3e00·0070·3396·04b9·963a··.;....>..p3....:
000005f0:·963a·3d93·3293·2d93·3793·2a93·7833·932b··.:=.2.-.7.*.x3.+000005f0:·3d93·3293·2d93·3793·2a93·7833·932b·9378··=.2.-.7.*.x3.+.x
00000600:·9378·3393·5e93·3293·2a93·7834·932b·9374··.x3.^.2.*.x4.+.t00000600:·3393·5e93·3293·2a93·7834·932b·9374·932a··3.^.2.*.x4.+.t.*
00000610:·932a·9328·7831·932d·9378·3329·933b·8ea1··.*.(x1.-.x3).;..00000610:·9328·7831·932d·9378·3329·933b·8ea1·8d91··.(x1.-.x3).;....
00000620:·8d91·3e00·0070·3496·04b9·963a·3d93·3693··..>..p4....:=.6.00000620:·3e00·0070·3496·04b9·963a·3d93·3693·2a93··>..p4....:=.6.*.
00000630:·2a93·7833·932d·9378·3393·5e32·932a·9378··*.x3.-.x3.^2.*.x00000630:·7833·932d·9378·3393·5e32·932a·9378·3491··x3.-.x3.^2.*.x4.
00000640:·3491·0973·2c2b·9331·932d·9374·932a·9328··4..s,+.1.-.t.*.(00000640:·0973·2c2b·9331·932d·9374·932a·9328·7832··.s,+.1.-.t.*.(x2
00000650:·7832·932d·9378·3429·933b·8ea1·a18d·913e··x2.-.x4).;.....>00000650:·932d·9378·3429·933b·8ea1·a18d·913e·0000··.-.x4).;.....>..
00000660:·0000·6c70·9604·b996·3a3d·935b·7031·2c70··..lp....:=.[p1,p00000660:·6c70·9604·b996·3a3d·935b·7031·2c70·322c··lp....:=.[p1,p2,
00000670:·322c·7033·2c70·345d·3b8e·a1a1·a18d·913e··2,p3,p4];......>00000670:·7033·2c70·345d·3b8e·a1a1·a18d·913e·0000··p3,p4];......>..
00000680:·0000·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··..--------------00000680:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000690:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000690:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000006a0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000006a0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000006b0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000006b0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000006c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d8e··---------------.000006c0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d8e·a18d··-------------...
000006d0:·a18d·913e·0000·2d2d·2591·04b9·9643·6f6d··...>..--%....Com000006d0:·913e·0000·2d2d·2591·04b9·9643·6f6d·7075··.>..--%....Compu
000006e0:·7075·7461·7469·6f6e·738e·a18d·913e·0000··putations....>..000006e0:·7461·7469·6f6e·738e·a18d·913e·0000·2d2d··tations....>..--
000006f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------000006f0:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000700:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000700:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000710:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000710:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000720:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000720:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000730:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d8e·a1a1··-------------...00000730:·2d2d·2d2d·2d2d·2d2d·2d2d·2d8e·a1a1·8d91··-----------.....
00000740:·8d91·3e00·0054·9604·b996·3a3d·9357·5554··..>..T....:=.WUT00000740:·3e00·0054·9604·b996·3a3d·9357·5554·5345··>..T....:=.WUTSE
00000750:·5345·5428·522c·452c·562c·5029·8ea1·a18d··SET(R,E,V,P)....00000750:·5428·522c·452c·562c·5029·8ea1·a18d·913e··T(R,E,V,P).....>
00000760:·913e·0000·6d65·6469·616c·5365·7428·6c70··.>..medialSet(lp00000760:·0000·6d65·6469·616c·5365·7428·6c70·2924··..medialSet(lp)$
00000770:·2924·548e·a1a1·8d91·3e00·0063·6861·7261··)$T.....>..chara00000770:·548e·a1a1·8d91·3e00·0063·6861·7261·6374··T.....>..charact
00000780:·6374·6572·6973·7469·6353·6574·286c·7029··cteristicSet(lp)00000780:·6572·6973·7469·6353·6574·286c·7029·2454··eristicSet(lp)$T
00000790:·2454·8ea1·a18d·913e·0000·6368·6172·6163··$T.....>..charac00000790:·8ea1·a18d·913e·0000·6368·6172·6163·7465··.....>..characte
000007a0:·7465·7269·7374·6963·5365·7269·6528·6c70··teristicSerie(lp000007a0:·7269·7374·6963·5365·7269·6528·6c70·2924··risticSerie(lp)$
000007b0:·2924·548e·a1a1·8d91·3e00·007a·6572·6f53··)$T.....>..zeroS000007b0:·548e·a1a1·8d91·3e00·007a·6572·6f53·6574··T.....>..zeroSet
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./usr/share/doc/axiom-doc/src/input/tsetcatvermeer.input.dvi.gz
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tsetcatvermeer.input.dvi
    
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24.1 KB
./usr/share/doc/axiom-doc/src/input/tuplebug.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 183 lines modifiedOffset 12, 182 lines modified
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000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7474·7570·6c65·6275·672e··put..7ttuplebug.000000d0:·7075·7491·0537·7474·7570·6c65·6275·672e··put..7ttuplebug.
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00000150:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm00000150:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000160:·6278·39d8·4162·7374·7261·6374·8e9f·0fac··bx9.Abstract....00000160:·39d8·4162·7374·7261·6374·8e9f·0fac·d18e··9.Abstract......
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000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000340:·2d3e·9354·7570·6c65·2852·2993·3d3d·9370··->.Tuple(R).==.p00000340:·9354·7570·6c65·2852·2993·3d3d·9370·932b··.Tuple(R).==.p.+
00000350:·932b·2d3e·9370·8e9f·1255·568d·9176·e7cf··.+->.p...UV..v..00000350:·2d3e·9370·8e9f·1255·568d·9176·e7cf·db7c··->.p...UV..v...|
00000360:·db7c·7c7c·2d8e·a6a6·8d91·76e7·cf7c·9603··.|||-.....v..|..00000360:·7c7c·2d8e·a6a6·8d91·76e7·cf7c·9603·d554··||-.....v..|...T
00000370:·d554·2a93·7c8e·9f11·5555·8d91·3e00·00dc··.T*.|...UU..>...00000370:·2a93·7c8e·9f11·5555·8d91·3e00·00dc·2973··*.|...UU..>...)s
00000380:·2973·6574·9604·b996·6272·6561·6b93·7265··)set....break.re00000380:·6574·9604·b996·6272·6561·6b93·7265·7375··et....break.resu
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000003b0:·7470·7574·8ea1·8d91·3e00·0029·7365·7496··tput....>..)set.000003b0:·7574·8ea1·8d91·3e00·0029·7365·7496·04b9··ut....>..)set...
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 00000430:·6562·7567·2e69·6e70·7574·2e70·616d·7068··ebug.input.pamph
 00000440:·6c65·7493·2e8e·a18d·913e·0000·296c·6973··let......>..)lis
 00000450:·7096·04b9·9628·7461·6e67·6c65·9322·7475··p....(tangle."tu
00000430:·706c·6562·7567·2e69·6e70·7574·2e70·616d··plebug.input.pam00000460:·706c·6562·7567·2e69·6e70·7574·2e70·616d··plebug.input.pam
00000440:·7068·6c65·7493·2e8e·a18d·913e·0000·296c··phlet......>..)l 
00000450:·6973·7096·04b9·9628·7461·6e67·6c65·9322··isp....(tangle." 
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00000480:·7567·2e73·7061·6422·9322·7475·706c·6562··ug.spad"."tupleb00000480:·2e73·7061·6422·9322·7475·706c·6562·7567··.spad"."tuplebug
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000004b0:·8d91·3e00·0029·636f·9104·b996·7475·706c··..>..)co....tupl000004b0:·3e00·0029·636f·9104·b996·7475·706c·6562··>..)co....tupleb
000004c0:·6562·7567·8ea1·8d91·3e00·002d·2d52·8ea1··ebug....>..--R..000004c0:·7567·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··ug....>..--R....
000004d0:·8d91·3e00·002d·2d49·910e·2cc2·436f·6d70··..>..--I..,.Comp000004d0:·3e00·002d·2d49·910e·2cc2·436f·6d70·696c··>..--I..,.Compil
000004e0:·696c·696e·6796·04b9·9641·5849·4f4d·9373··iling....AXIOM.s000004e0:·696e·6796·04b9·9641·5849·4f4d·9373·6f75··ing....AXIOM.sou
000004f0:·6f75·7263·6593·636f·6465·9366·726f·6d93··ource.code.from.000004f0:·7263·6593·636f·6465·9366·726f·6d93·2f72··rce.code.from./r
00000500:·2f72·6573·6561·7263·682f·7465·7374·2f69··/research/test/i00000500:·6573·6561·7263·682f·7465·7374·2f69·6e74··esearch/test/int
00000510:·6e74·2f69·6e70·7574·2f74·7570·6c65·6275··nt/input/tuplebu00000510:·2f69·6e70·7574·2f74·7570·6c65·6275·672e··/input/tuplebug.
00000520:·672e·7370·6164·8ea1·8d91·3e00·002d·2d52··g.spad....>..--R00000520:·7370·6164·8ea1·8d91·3e00·002d·2d52·910e··spad....>..--R..
00000530:·910e·2cc2·4255·4796·04b9·9661·6262·7265··..,.BUG....abbre00000530:·2cc2·4255·4796·04b9·9661·6262·7265·7669··,.BUG....abbrevi
00000540:·7669·6174·6573·9370·6163·6b61·6765·9342··viates.package.B00000540:·6174·6573·9370·6163·6b61·6765·9342·7567··ates.package.Bug
00000550:·7567·8ea1·8d91·3e00·002d·2d52·2d2d·2d2d··ug....>..--R----00000550:·8ea1·8d91·3e00·002d·2d52·2d2d·2d2d·2d2d··....>..--R------
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00000570:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000570:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000580:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000580:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
00000590:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000590:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
000005a0:·2d2d·2d2d·8ea1·8d91·3e00·002d·2d52·910e··----....>..--R..000005a0:·2d2d·8ea1·8d91·3e00·002d·2d52·910e·2cc2··--....>..--R..,.
000005b0:·2cc2·696e·6974·6961·6c69·7a69·6e67·9604··,.initializing..000005b0:·696e·6974·6961·6c69·7a69·6e67·9604·b996··initializing....
000005c0:·b996·6e72·6c69·6293·4255·4793·666f·7293··..nrlib.BUG.for.000005c0:·6e72·6c69·6293·4255·4793·666f·7293·4275··nrlib.BUG.for.Bu
000005d0:·4275·678e·a18d·913e·0000·2d2d·5291·0e2c··Bug....>..--R..,000005d0:·678e·a18d·913e·0000·2d2d·5291·0e2c·c263··g....>..--R..,.c
000005e0:·c263·6f6d·7069·6c69·6e67·9604·b996·696e··.compiling....in000005e0:·6f6d·7069·6c69·6e67·9604·b996·696e·746f··ompiling....into
000005f0:·746f·936e·726c·6962·9342·5547·8ea1·8d91··to.nrlib.BUG....000005f0:·936e·726c·6962·9342·5547·8ea1·8d91·3e00··.nrlib.BUG....>.
00000600:·3e00·002d·2d52·910e·2cc2·636f·6d70·696c··>..--R..,.compil00000600:·002d·2d52·910e·2cc2·636f·6d70·696c·696e··.--R..,.compilin
00000610:·696e·6796·04b9·9665·7870·6f72·7465·6493··ing....exported.00000610:·6796·04b9·9665·7870·6f72·7465·6493·6275··g....exported.bu
00000620:·6275·6793·3a93·5293·2d3e·9354·7570·6c65··bug.:.R.->.Tuple00000620:·6793·3a93·5293·2d3e·9354·7570·6c65·9352··g.:.R.->.Tuple.R
00000630:·9352·932d·3e93·5475·706c·6593·528e·a18d··.R.->.Tuple.R...00000630:·932d·3e93·5475·706c·6593·528e·a18d·913e··.->.Tuple.R....>
00000640:·913e·0000·2d2d·4954·696d·653a·9604·b996··.>..--ITime:....00000640:·0000·2d2d·4954·696d·653a·9604·b996·302e··..--ITime:....0.
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./usr/share/doc/axiom-doc/src/input/tutchap2.input.dvi.gz
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tutchap2.input.dvi
    
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000004a0:·2878·292c·7829·8ea1·8d91·3e00·0044·2866··(x),x)....>..D(f000004a0:·292c·7829·8ea1·8d91·3e00·0044·2866·2878··),x)....>..D(f(x
000004b0:·2878·292f·6728·7829·2c78·298e·a18d·913e··(x)/g(x),x)....>000004b0:·292f·6728·7829·2c78·298e·a18d·913e·0000··)/g(x),x)....>..
000004c0:·0000·4428·6628·6728·7829·292c·7829·8ea1··..D(f(g(x)),x)..000004c0:·4428·6628·6728·7829·292c·7829·8ea1·8d91··D(f(g(x)),x)....
000004d0:·8d91·3e00·0072·9604·b996·3a3d·936f·7065··..>..r....:=.ope 
000004e0:·7261·746f·7293·2772·3b93·7468·6574·6193··rator.'r;.theta. 
000004f0:·3a3d·936f·7065·7261·746f·7293·2774·6865··:=.operator.'the 
00000500:·7461·933b·8ea1·8d91·3e00·0078·2874·2996··ta.;....>..x(t). 
00000510:·04b9·963d·3d93·7228·7429·2a63·6f73·9374··...==.r(t)*cos.t 
00000520:·6865·7461·9374·8ea1·8d91·3e00·0079·2874··heta.t....>..y(t 
00000530:·2996·04b9·963d·3d93·7228·7429·2a73·696e··)....==.r(t)*sin 
00000540:·9374·6865·7461·9374·8ea1·8d91·3e00·0044··.theta.t....>..D 
00000550:·2878·2874·292c·7429·8ea1·8d91·3e00·0044··(x(t),t)....>..D 
00000560:·2879·2874·292c·7429·8ea1·8d91·3e00·0029··(y(t),t)....>..) 
00000570:·636c·6561·7291·04b9·9661·6c6c·8ea1·8d91··clear....all.... 
00000580:·3e00·0072·9604·b996·3a3d·936f·7065·7261··>..r....:=.opera000004d0:·3e00·0072·9604·b996·3a3d·936f·7065·7261··>..r....:=.opera
00000590:·746f·7293·2772·3b93·7468·6574·6193·3a3d··tor.'r;.theta.:=000004e0:·746f·7293·2772·3b93·7468·6574·6193·3a3d··tor.'r;.theta.:=
000005a0:·936f·7065·7261·746f·7293·2774·6865·7461··.operator.'theta000004f0:·936f·7065·7261·746f·7293·2774·6865·7461··.operator.'theta
 00000500:·933b·8ea1·8d91·3e00·0078·2874·2996·04b9··.;....>..x(t)...
 00000510:·963d·3d93·7228·7429·2a63·6f73·9374·6865··.==.r(t)*cos.the
 00000520:·7461·9374·8ea1·8d91·3e00·0079·2874·2996··ta.t....>..y(t).
 00000530:·04b9·963d·3d93·7228·7429·2a73·696e·9374··...==.r(t)*sin.t
 00000540:·6865·7461·9374·8ea1·8d91·3e00·0044·2878··heta.t....>..D(x
 00000550:·2874·292c·7429·8ea1·8d91·3e00·0044·2879··(t),t)....>..D(y
 00000560:·2874·292c·7429·8ea1·8d91·3e00·0029·636c··(t),t)....>..)cl
 00000570:·6561·7291·04b9·9661·6c6c·8ea1·8d91·3e00··ear....all....>.
 00000580:·0072·9604·b996·3a3d·936f·7065·7261·746f··.r....:=.operato
 00000590:·7293·2772·3b93·7468·6574·6193·3a3d·936f··r.'r;.theta.:=.o
 000005a0:·7065·7261·746f·7293·2774·6865·7461·3b8e··perator.'theta;.
000005b0:·3b8e·a18d·913e·0000·7296·04b9·963a·3d93··;....>..r....:=.000005b0:·a18d·913e·0000·7296·04b9·963a·3d93·7228··...>..r....:=.r(
000005c0:·7228·7429·3b93·7468·6574·6193·3a3d·9374··r(t);.theta.:=.t000005c0:·7429·3b93·7468·6574·6193·3a3d·9374·6865··t);.theta.:=.the
000005d0:·6865·7461·2874·293b·8ea1·8d91·3e00·0078··heta(t);....>..x000005d0:·7461·2874·293b·8ea1·8d91·3e00·0078·9604··ta(t);....>..x..
000005e0:·9604·b996·3d3d·9372·2a63·6f73·9374·6865··....==.r*cos.the000005e0:·b996·3d3d·9372·2a63·6f73·9374·6865·7461··..==.r*cos.theta
000005f0:·7461·3b93·7993·3d3d·9372·2a73·696e·9374··ta;.y.==.r*sin.t000005f0:·3b93·7993·3d3d·9372·2a73·696e·9374·6865··;.y.==.r*sin.the
00000600:·6865·7461·3b8e·a18d·913e·0000·6178·9604··heta;....>..ax..00000600:·7461·3b8e·a18d·913e·0000·6178·9604·b996··ta;....>..ax....
00000610:·b996·3a3d·9344·2878·2c74·2c32·293b·9361··..:=.D(x,t,2);.a00000610:·3a3d·9344·2878·2c74·2c32·293b·9361·7993··:=.D(x,t,2);.ay.
00000620:·7993·3a3d·9344·2879·2c74·2c32·293b·8ea1··y.:=.D(y,t,2);..00000620:·3a3d·9344·2879·2c74·2c32·293b·8ea1·8d91··:=.D(y,t,2);....
00000630:·8d91·3e00·0065·7661·6c28·6178·2c74·6865··..>..eval(ax,the00000630:·3e00·0065·7661·6c28·6178·2c74·6865·7461··>..eval(ax,theta
00000640:·7461·3d30·298e·a18d·913e·0000·6576·616c··ta=0)....>..eval00000640:·3d30·298e·a18d·913e·0000·6576·616c·2861··=0)....>..eval(a
00000650:·2861·792c·7468·6574·613d·3029·8ea1·8d91··(ay,theta=0)....00000650:·792c·7468·6574·613d·3029·8ea1·8d91·3e00··y,theta=0)....>.
00000660:·3e00·0066·9604·b996·3a3d·936f·7065·7261··>..f....:=.opera00000660:·0066·9604·b996·3a3d·936f·7065·7261·746f··.f....:=.operato
00000670:·746f·7293·2766·8ea1·8d91·3e00·0044·2866··tor.'f....>..D(f00000670:·7293·2766·8ea1·8d91·3e00·0044·2866·2872··r.'f....>..D(f(r
00000680:·2872·2c74·6865·7461·292c·7429·8ea1·8d91··(r,theta),t)....00000680:·2c74·6865·7461·292c·7429·8ea1·8d91·3e00··,theta),t)....>.
00000690:·3e00·0044·2866·2872·2c74·6865·7461·292c··>..D(f(r,theta),00000690:·0044·2866·2872·2c74·6865·7461·292c·742c··.D(f(r,theta),t,
000006a0:·742c·3229·8ea1·8d91·3e00·0029·636c·6561··t,2)....>..)clea000006a0:·3229·8ea1·8d91·3e00·0029·636c·6561·7296··2)....>..)clear.
000006b0:·7296·04b9·9670·9378·932d·2d93·7369·6e63··r....p.x.--.sinc000006b0:·04b9·9670·9378·932d·2d93·7369·6e63·6593··...p.x.--.since.
000006c0:·6593·7893·6861·7393·6193·7661·6c75·658e··e.x.has.a.value.000006c0:·7893·6861·7393·6193·7661·6c75·658e·a18d··x.has.a.value...
000006d0:·a18d·913e·0000·696e·7465·6772·6174·6528··...>..integrate(000006d0:·913e·0000·696e·7465·6772·6174·6528·785e··.>..integrate(x^
000006e0:·785e·322c·7829·8ea1·8d91·3e00·0069·6e74··x^2,x)....>..int000006e0:·322c·7829·8ea1·8d91·3e00·0069·6e74·6567··2,x)....>..integ
000006f0:·6567·7261·7465·2825·655e·782c·7829·8ea1··egrate(%e^x,x)..000006f0:·7261·7465·2825·655e·782c·7829·8ea1·8d91··rate(%e^x,x)....
00000700:·8d91·3e00·0069·6e74·6567·7261·7465·2831··..>..integrate(100000700:·3e00·0069·6e74·6567·7261·7465·2831·2f78··>..integrate(1/x
00000710:·2f78·2c78·298e·a18d·913e·0000·696e·7465··/x,x)....>..inte00000710:·2c78·298e·a18d·913e·0000·696e·7465·6772··,x)....>..integr
00000720:·6772·6174·6528·7369·6e91·04b9·9678·2c78··grate(sin....x,x00000720:·6174·6528·7369·6e91·04b9·9678·2c78·298e··ate(sin....x,x).
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./usr/share/doc/axiom-doc/src/input/tutchap4.input.dvi
    
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00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.00000010:·5465·5820·6f75·7470·7574·2032·3032·342e··TeX·output·2024.
00000020:·3032·2e32·303a·3133·3436·8b00·0000·0100··02.20:1346......00000020:·3031·2e32·303a·3131·3034·8b00·0000·0100··01.20:1104......
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00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9058··..?............X00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9058··..?............X
00000090:·8cf3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·8cf3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
Offset 12, 103 lines modifiedOffset 12, 103 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7474·7574·4368·6170·342e··put..7ttutChap4.000000d0:·7075·7491·0537·7474·7574·4368·6170·342e··put..7ttutChap4.
000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........000000e0:·696e·7075·748e·9f22·faff·8d8d·8d8d·8d92··input.."........
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00000100:·0000·0005·636d·7231·32ce·5468·6596·03ea··....cmr12.The...00000100:·0000·0005·636d·7231·32ce·5468·6596·03ea··....cmr12.The...
00000110:·a841·7869·6f6d·9354·91ff·0556·6561·6d8e··.Axiom.T...Veam.00000110:·a841·7869·6f6d·9354·91ff·0556·6561·6d8e··.Axiom.T...Veam.
00000120:·8e8e·8e8e·9f17·888b·8d92·00d7·bc64·4691··.............dF.00000120:·8e8e·8e8e·9f17·666a·8d92·00da·2f0d·4a61··......fj..../.Ja
00000130:·ff05·5665·6272·7561·7279·9603·eaa8·3230··..Vebruary....2000000130:·6e90·ac72·7561·7279·9603·eaa8·3230·2c93··n..ruary....20,.
00000140:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......00000140:·3230·3234·8e9f·2400·018d·9200·f1a1·4bf3··2024..$.......K.
00000150:·4bf3·2d74·0c89·3a00·0900·0000·0900·0000··K.-t..:.........00000150:·2d74·0c89·3a00·0900·0000·0900·0000·0563··-t..:..........c
00000160:·0563·6d62·7839·d841·6273·7472·6163·748e··.cmbx9.Abstract.00000160:·6d62·7839·d841·6273·7472·6163·748e·9f0f··mbx9.Abstract...
00000170:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f317··................
00000180:·f317·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm
00000190:·636d·7231·30c2·318e·8e8e·8c8b·0000·0002··cmr10.1.........00000190:·7231·30c2·318e·8e8e·8c8b·0000·0002·0000··r10.1...........
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......
000001d0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.
000001e0:·3e00·00f3·2fc2·d64e·a000·0e66·6600·0c00··>.../..N...ff...000001e0:·00f3·2fc2·d64e·a000·0e66·6600·0c00·0000··../..N...ff.....
000001f0:·0000·0663·6d62·7831·32da·436f·6e95·8ccc··...cmbx12.Con...000001f0:·0663·6d62·7831·32da·436f·6e95·8ccc·7465··.cmbx12.Con...te
00000200:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............
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00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000240:·0000·0000·019b·a002·7900·008d·a0fd·a300··........y.......00000240:·0000·0199·a002·7900·008d·a0fd·a300·00a0··......y.........
00000250:·00a0·023f·0000·8da0·fde4·0000·8d8d·913e··...?...........>00000250:·023f·0000·8da0·fde4·0000·8d8d·913e·0000··.?...........>..
00000260:·0000·da31·8e91·564c·cb4c·6963·656e·7365··...1..VL.License00000260:·da31·8e91·564c·cb4c·6963·656e·7365·8e9f··.1..VL.License..
00000270:·8e9f·15e7·1ba4·0c00·008d·9176·e7cf·f330··...........v...000000270:·15e7·1ba4·0c00·008d·9176·e7cf·f330·1af2··.........v...0..
00000280:·1af2·2256·000a·0000·000a·0000·0006·636d··.."V..........cm00000280:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx
00000290:·6278·3130·db7c·9603·d554·6c69·6365·6e73··bx10.|...Tlicens00000290:·3130·db7c·9603·d554·6c69·6365·6e73·6593··10.|...Tlicense.
000002a0:·6593·7c8e·a913·0000·8d91·3e00·00f3·31df··e.|.......>...1.000002a0:·7c8e·a913·0000·8d91·3e00·00f3·31df·a44e··|.......>...1..N
000002b0:·a44e·0000·0900·0000·0900·0000·0563·6d74··.N...........cmt000002b0:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt9
000002c0:·7439·dc2d·2d43·6f70·7972·6967·6874·9604··t9.--Copyright..000002c0:·dc2d·2d43·6f70·7972·6967·6874·9604·b996··.--Copyright....
000002d0:·b996·5468·6593·4e75·6d65·7269·6361·6c93··..The.Numerical.000002d0:·5468·6593·4e75·6d65·7269·6361·6c93·416c··The.Numerical.Al
000002e0:·416c·676f·7269·7468·6d73·9347·726f·7570··Algorithms.Group000002e0:·676f·7269·7468·6d73·9347·726f·7570·934c··gorithms.Group.L
000002f0:·934c·696d·6974·6564·9331·3939·362e·8e9f··.Limited.1996...000002f0:·696d·6974·6564·9331·3939·362e·8e9f·1400··imited.1996.....
00000300:·1400·008d·9176·e7cf·db7c·7c7c·2d8e·a1a1··.....v...|||-...00000300:·008d·9176·e7cf·db7c·7c7c·2d8e·a1a1·8d91··...v...|||-.....
00000310:·8d91·76e7·cf7c·9603·d554·2a93·7c8e·a68d··..v..|...T*.|...00000310:·76e7·cf7c·9603·d554·2a93·7c8e·a68d·913e··v..|...T*.|....>
00000320:·913e·0000·dc5c·6765·7463·6875·6e6b·7b6c··.>...\getchunk{l00000320:·0000·dc5c·6765·7463·6875·6e6b·7b6c·6963··...\getchunk{lic
00000330:·6963·656e·7365·7d8e·a40b·0000·8d91·3e00··icense}.......>.00000330:·656e·7365·7d8e·a40b·0000·8d91·3e00·0073··ense}.......>..s
00000340:·0073·9604·b996·3a3d·936f·7065·7261·746f··.s....:=.operato00000340:·9604·b996·3a3d·936f·7065·7261·746f·7293··....:=.operator.
00000350:·7293·2773·8ea1·8d91·3e00·0073·6f6c·7665··r.'s....>..solve 
00000360:·2844·2873·2874·292c·742c·3229·9604·b996··(D(s(t),t,2).... 
00000370:·3d93·2d6b·5e32·2a73·2874·292c·9373·2c93··=.-k^2*s(t),.s,. 
00000380:·7429·8ea1·8d91·3e00·0073·6f6c·7665·2844··t)....>..solve(D00000350:·2773·8ea1·8d91·3e00·0073·6f6c·7665·2844··'s....>..solve(D
00000390:·2873·2874·292c·742c·3229·9604·b996·3d93··(s(t),t,2)....=.00000360:·2873·2874·292c·742c·3229·9604·b996·3d93··(s(t),t,2)....=.
000003a0:·2d6b·5e32·2a73·2874·292c·9373·2c93·743d··-k^2*s(t),.s,.t=00000370:·2d6b·5e32·2a73·2874·292c·9373·2c93·7429··-k^2*s(t),.s,.t)
 00000380:·8ea1·8d91·3e00·0073·6f6c·7665·2844·2873··....>..solve(D(s
 00000390:·2874·292c·742c·3229·9604·b996·3d93·2d6b··(t),t,2)....=.-k
 000003a0:·5e32·2a73·2874·292c·9373·2c93·743d·302c··^2*s(t),.s,.t=0,
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55.9 KB
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55.8 KB
tutchap67.input.dvi
    
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Offset 12, 526 lines modifiedOffset 12, 526 lines modified
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000000d0:·7075·7491·0537·7474·958c·7179·7090·738e··put..7tt..qyp.s.000000d0:·7075·7491·0537·7474·958c·7179·7090·738e··put..7tt..qyp.s.
000000e0:·6574·6f93·7793·6572·2e69·6e70·7574·8e9f··eto.w.er.input..000000e0:·6574·6f93·7793·6572·2e69·6e70·7574·8e9f··eto.w.er.input..
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00000110:·3132·ce52·616c·6691·03ea·a848·656d·6d65··12.Ralf....Hemme00000110:·3132·ce52·616c·6691·03ea·a848·656d·6d65··12.Ralf....Hemme
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 000004f0:·6491·04b9·9633·8ea1·8d91·3e00·002d·2d52··d....3....>..--R
 00000500:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 00000510:·002d·2d52·910e·2cc2·2831·2991·0973·2c50··.--R..,.(1)..s,P
 00000520:·7269·6d65·4669·656c·6428·3329·8ea1·8d91··rimeField(3)....
 00000530:·3e00·002d·2d52·9201·331f·1654·7970·653a··>..--R..3..Type:
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 00000550:·002d·2d45·9104·b996·318e·a1a1·8d91·3e00··.--E....1.....>.
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 00000580:·6174·6550·6f6c·796e·6f6d·6961·6c28·782c··atePolynomial(x,
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 000005a0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 000005b0:·910e·2cc2·2832·2991·0973·2c55·6e69·7661··..,.(2)..s,Univa
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00000560:·3e00·002d·2d53·9604·b996·3293·6f66·9331··>..--S....2.of.1 
00000570:·378e·a18d·913e·0000·503a·3d55·6e69·7661··7....>..P:=Univa 
00000580:·7269·6174·6550·6f6c·796e·6f6d·6961·6c28··riatePolynomial(000005c0:·7269·6174·6550·6f6c·796e·6f6d·6961·6c28··riatePolynomial(
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 000005e0:·8ea1·8d91·3e00·002d·2d52·9201·331f·1654··....>..--R..3..T
 000005f0:·7970·653a·9104·b996·446f·6d61·696e·8ea1··ype:....Domain..
 00000600:·8d91·3e00·002d·2d45·9104·b996·328e·a1a1··..>..--E....2...
 00000610:·8d91·3e00·002d·2d53·9604·b996·3393·6f66··..>..--S....3.of
 00000620:·9331·378e·a18d·913e·0000·533a·3d53·7175··.17....>..S:=Squ
 00000630:·6172·654d·6174·7269·7828·322c·5029·8ea1··areMatrix(2,P)..
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000005b0:·2d52·910e·2cc2·2832·2991·0973·2c55·6e69··-R..,.(2)..s,Uni 
000005c0:·7661·7269·6174·6550·6f6c·796e·6f6d·6961··variatePolynomia 
000005d0:·6c28·782c·5072·696d·6546·6965·6c64·2833··l(x,PrimeField(3 
000005e0:·2929·8ea1·8d91·3e00·002d·2d52·9201·331f··))....>..--R..3. 
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00000610:·a1a1·8d91·3e00·002d·2d53·9604·b996·3393··....>..--S....3. 
00000620:·6f66·9331·378e·a18d·913e·0000·533a·3d53··of.17....>..S:=S 
00000630:·7175·6172·654d·6174·7269·7828·322c·5029··quareMatrix(2,P) 
00000640:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
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Offset 12, 730 lines modifiedOffset 12, 730 lines modified
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00000500:·726f·6d70·7454·7970·657c·9327·7c70·6c61··romptType|.'|pla 
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 00000390:·9604·b996·2869·6465·6e74·6974·7993·7c24··....(identity.|$
 000003a0:·696e·7075·7450·726f·6d70·7454·7970·657c··inputPromptType|
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 00000410:·937c·2469·6e70·7574·5072·6f6d·7074·5479··.|$inputPromptTy
 00000420:·7065·7c93·277c·6e6f·6e65·7c29·8ea1·8d91··pe|.'|none|)....
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 00000440:·5661·6c75·6596·04b9·963d·937c·6e6f·6e65··Value....=.|none
 00000450:·7c8e·a18d·913e·0000·2d2d·4591·04b9·9632··|....>..--E....2
 00000460:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9633··.....>..--S....3
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./usr/share/doc/axiom-doc/src/input/unittest4.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 169 lines modifiedOffset 12, 169 lines modified
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usingfunctions.input.dvi
    
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00000640:·6c75·652e·8ea1·8d91·3e00·002d·2d45·9104··lue.....>..--E..00000640:·652e·8ea1·8d91·3e00·002d·2d45·9104·b996··e.....>..--E....
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000006f0:·a0fd·e400·008d·913e·0000·d92d·2d53·9604··.......>...--S..000006f0:·e400·008d·913e·0000·d92d·2d53·9604·b996··.....>...--S....
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7.75 KB
./usr/share/doc/axiom-doc/src/input/wiggle.input.dvi
    
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Offset 12, 57 lines modifiedOffset 12, 57 lines modified
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000000d0:·7075·7491·0537·7477·6967·676c·652e·696e··put..7twiggle.in000000d0:·7075·7491·0537·7477·6967·676c·652e·696e··put..7twiggle.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........
000000f0:·cc36·f323·58ab·510b·000c·0000·000c·0000··.6.#X.Q.........000000f0:·cc36·f323·58ab·510b·000c·0000·000c·0000··.6.#X.Q.........
00000100:·0005·636d·7231·32ce·5468·6596·03ea·a841··..cmr12.The....A00000100:·0005·636d·7231·32ce·5468·6596·03ea·a841··..cmr12.The....A
00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...
00000120:·8e8e·9f17·888b·8d92·00d7·bc64·4691·ff05··...........dF...00000120:·8e8e·9f17·666a·8d92·00da·2f0d·4a61·6e90··....fj..../.Jan.
00000130:·5665·6272·7561·7279·9603·eaa8·3230·2c93··Vebruary....20,.00000130:·ac72·7561·7279·9603·eaa8·3230·2c93·3230··.ruary....20,.20
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00000150:·2d74·0c89·3a00·0900·0000·0900·0000·0563··-t..:..........c00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb
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00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f317··................00000170:·8e9f·1e00·008d·8d92·0103·8000·f317·4bf1··..............K.
00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·6079·000a·0000·000a·0000·0005·636d·7231··`y..........cmr1
00000190:·7231·30c2·318e·8e8e·8c8b·0000·0002·0000··r10.1...........00000190:·30c2·318e·8e8e·8c8b·0000·0002·0000·0000··0.1.............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......000001c0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y.........
000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.000001d0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...
000001e0:·00f3·2fc2·d64e·a000·0e66·6600·0c00·0000··../..N...ff.....000001e0:·2fc2·d64e·a000·0e66·6600·0c00·0000·0663··/..N...ff......c
000001f0:·0663·6d62·7831·32da·436f·6e95·8ccc·7465··.cmbx12.Con...te000001f0:·6d62·7831·32da·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten.
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00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000290:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt00000290:·0009·0000·0009·0000·0005·636d·7474·39dc··..........cmtt9.
000002a0:·39dc·6472·6177·2863·6f73·2878·2a79·292c··9.draw(cos(x*y),000002a0:·6472·6177·2863·6f73·2878·2a79·292c·7896··draw(cos(x*y),x.
000002b0:·7896·04b9·963d·932d·332e·2e33·2c93·7993··x....=.-3..3,.y.000002b0:·04b9·963d·932d·332e·2e33·2c93·7993·3d93··...=.-3..3,.y.=.
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00000310:·0000·0000·0002·17a0·0279·0000·8da0·fda3··.........y......00000310:·0000·0002·15a0·0279·0000·8da0·fda3·0000··.......y........
00000320:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........>00000320:·a002·3f00·008d·a0fd·e400·008d·913e·0000··..?..........>..
00000330:·0000·da52·6566·6572·656e·6365·738e·9f15··...References...00000330:·da52·6566·6572·656e·6365·738e·9f15·e71b··.References.....
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000003e0:·2358·ab51·0b00·0c00·0000·0c00·0000·0563··#X.Q...........c000003e0:·ab51·0b00·0c00·0000·0c00·0000·0563·6d72··.Q...........cmr
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00000430:·0563·6d72·3130·f900·0003·6c02·dfdf·dfdf··.cmr10....l.....00000430:·6d72·3130·f900·0003·6a02·dfdf·dfdf·dfdf··mr10....j.......
11.8 KB
./usr/share/doc/axiom-doc/src/input/wutset.input.dvi
    
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00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................00000030:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................00000040:·0000·0000·0000·0000·0000·0000·0000·0000··................
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00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips00000060:·3d6c·3362·6163·6b65·6e64·2d64·7669·7073··=l3backend-dvips
00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........00000070:·2e70·726f·8ea0·0279·0000·8da0·fda3·0000··.pro...y........
00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·8dc8··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·8dc8··..?.............
00000090:·e5f3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..00000090:·e5f3·22de·9119·c600·1147·ae00·1147·ae00··.."......G...G..
Offset 12, 87 lines modifiedOffset 12, 87 lines modified
000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17000000b0:·7400·1147·ae00·1147·ae00·0563·6d72·3137··t..G...G...cmr17
000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·cc53·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7457·5554·5345·542e·696e··put..7tWUTSET.in000000d0:·7075·7491·0537·7457·5554·5345·542e·696e··put..7tWUTSET.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........
000000f0:·cc36·f323·58ab·510b·000c·0000·000c·0000··.6.#X.Q.........000000f0:·cc36·f323·58ab·510b·000c·0000·000c·0000··.6.#X.Q.........
00000100:·0005·636d·7231·32ce·5468·6596·03ea·a841··..cmr12.The....A00000100:·0005·636d·7231·32ce·5468·6596·03ea·a841··..cmr12.The....A
00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...
00000120:·8e8e·9f17·888b·8d92·00d7·bc64·4691·ff05··...........dF...00000120:·8e8e·9f17·666a·8d92·00da·2f0d·4a61·6e90··....fj..../.Jan.
00000130:·5665·6272·7561·7279·9603·eaa8·3230·2c93··Vebruary....20,.00000130:·ac72·7561·7279·9603·eaa8·3230·2c93·3230··.ruary....20,.20
00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.00000140:·3234·8e9f·2400·018d·9200·f1a1·4bf3·2d74··24..$.......K.-t
00000150:·2d74·0c89·3a00·0900·0000·0900·0000·0563··-t..:..........c00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb
00000160:·6d62·7839·d841·6273·7472·6163·748e·9f0f··mbx9.Abstract...00000160:·7839·d841·6273·7472·6163·748e·9f0f·acd1··x9.Abstract.....
00000170:·acd1·8e9f·1e00·008d·8d92·0103·8000·f317··................00000170:·8e9f·1e00·008d·8d92·0103·8000·f317·4bf1··..............K.
00000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000180:·6079·000a·0000·000a·0000·0005·636d·7231··`y..........cmr1
00000190:·7231·30c2·318e·8e8e·8c8b·0000·0002·0000··r10.1...........00000190:·30c2·318e·8e8e·8c8b·0000·0002·0000·0000··0.1.............
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......000001c0:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y.........
000001d0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.000001d0:·023f·0000·8da0·fde4·0000·8d91·3e00·00f3··.?..........>...
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000002c0:·9357·7557·656e·5473·756e·5472·6961·6e67··.WuWenTsunTriang000002c0:·7557·656e·5473·756e·5472·6961·6e67·756c··uWenTsunTriangul
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000003a0:·b996·5093·3a3d·9327·798e·a18d·913e·0000··..P.:=.'y....>..000003a0:·5093·3a3d·9327·798e·a18d·913e·0000·7a3a··P.:=.'y....>..z:
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 000003f0:·913e·0000·7031·9604·b996·3a3d·9378·935e··.>..p1....:=.x.^
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 00000420:·3a3d·9378·935e·9338·9109·732c·2d93·7a8e··:=.x.^.8..s,-.z.
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00000490:·5365·7453·706c·6974·286c·7029·2454·8e9f··SetSplit(lp)$T..00000490:·7453·706c·6974·286c·7029·2454·8e9f·1400··tSplit(lp)$T....
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00000500:·e400·008d·913e·0000·da52·6566·6572·656e··.....>...Referen00000500:·008d·913e·0000·da52·6566·6572·656e·6365··...>...Reference
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00000580:·0000·0006·636d·6278·3130·f32f·c2d6·4ea0··....cmbx10./..N.00000580:·0006·636d·6278·3130·f32f·c2d6·4ea0·000e··..cmbx10./..N...
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000005e0:·3238·f321·44d3·ed74·0011·47ae·0011·47ae··28.!D..t..G...G.000005e0:·f321·44d3·ed74·0011·47ae·0011·47ae·0005··.!D..t..G...G...
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10.7 KB
./usr/share/doc/axiom-doc/src/input/xpoly.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 79 lines modifiedOffset 12, 79 lines modified
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000000d0:·7075·7491·0537·7458·504f·4c93·592e·696e··put..7tXPOL.Y.in000000d0:·7075·7491·0537·7458·504f·4c93·592e·696e··put..7tXPOL.Y.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00d8··put.."..........
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00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...00000110:·7869·6f6d·9354·91ff·0556·6561·6d8e·8e8e··xiom.T...Veam...
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00000130:·5665·6272·7561·7279·9603·eaa8·3230·2c93··Vebruary....20,.00000130:·ac72·7561·7279·9603·eaa8·3230·2c93·3230··.ruary....20,.20
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00000160:·6d62·7839·d841·6273·7472·6163·748e·9f0f··mbx9.Abstract...00000160:·7839·d841·6273·7472·6163·748e·9f0f·acd1··x9.Abstract.....
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00000260:·76e7·cff3·301a·f222·5600·0a00·0000·0a00··v...0.."V.......00000260:·cff3·301a·f222·5600·0a00·0000·0a00·0000··..0.."V.........
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00000340:·7064·2a70·648e·a18d·913e·0000·6578·7061··pd*pd....>..expa00000340:·2a70·648e·a18d·913e·0000·6578·7061·6e64··*pd....>..expand
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00000390:·8d91·42b9·9674·7275·6e63·2871·642c·3229··..B..trunc(qd,2)00000390:·42b9·9674·7275·6e63·2871·642c·3229·8ea1··B..trunc(qd,2)..
000003a0:·8ea1·8d91·3e00·0074·7275·6e63·2871·722c··....>..trunc(qr,000003a0:·8d91·3e00·0074·7275·6e63·2871·722c·3229··..>..trunc(qr,2)
000003b0:·3229·8ea1·8d91·3e00·0057·6f72·6496·04b9··2)....>..Word...000003b0:·8ea1·8d91·3e00·0057·6f72·6496·04b9·963a··....>..Word....:
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00000480:·008d·913e·0000·da52·6566·6572·656e·6365··...>...Reference00000480:·913e·0000·da52·6566·6572·656e·6365·738e··.>...References.
00000490:·738e·9f15·e71b·8d8d·8d91·4300·01c2·5b31··s.........C...[100000490:·9f15·e71b·8d8d·8d91·4300·01c2·5b31·5d8e··........C...[1].
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000004b0:·9f1e·0000·8d8d·9201·0380·0034·8e8e·8e8c··...........4....000004b0:·0000·8d8d·9201·0380·0034·8e8e·8e8c·f800··.........4......
000004c0:·f800·0004·3e01·8392·c01c·3b00·0000·0003··....>.....;.....000004c0:·0004·3c01·8392·c01c·3b00·0000·0003·e802··..<.....;.......
000004d0:·e802·7900·0001·ce00·0000·0700·04f3·31df··..y...........1.000004d0:·7900·0001·ce00·0000·0700·04f3·31df·a44e··y...........1..N
000004e0:·a44e·0000·0900·0000·0900·0000·0563·6d74··.N...........cmt000004e0:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt9
000004f0:·7439·f330·1af2·2256·000a·0000·000a·0000··t9.0.."V........000004f0:·f330·1af2·2256·000a·0000·000a·0000·0006··.0.."V..........
00000500:·0006·636d·6278·3130·f32f·c2d6·4ea0·000e··..cmbx10./..N...00000500:·636d·6278·3130·f32f·c2d6·4ea0·000e·6666··cmbx10./..N...ff
00000510:·6666·000c·0000·0006·636d·6278·3132·f32d··ff......cmbx12.-00000510:·000c·0000·0006·636d·6278·3132·f32d·740c··......cmbx12.-t.
00000520:·740c·893a·0009·0000·0009·0000·0005·636d··t..:..........cm00000520:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000530:·6278·39f3·2358·ab51·0b00·0c00·0000·0c00··bx9.#X.Q........00000530:·39f3·2358·ab51·0b00·0c00·0000·0c00·0000··9.#X.Q..........
00000540:·0000·0563·6d72·3132·f322·de91·19c6·0011··...cmr12."......00000540:·0563·6d72·3132·f322·de91·19c6·0011·47ae··.cmr12."......G.
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11.2 KB
./usr/share/doc/axiom-doc/src/input/xpr.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 81 lines modifiedOffset 12, 81 lines modified
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000000d0:·7075·7491·0537·7458·5052·2e69·6e70·7574··put..7tXPR.input000000d0:·7075·7491·0537·7458·5052·2e69·6e70·7574··put..7tXPR.input
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00000260:·3e00·0057·6f72·6496·04b9·963a·3d93·4f72··>..Word....:=.Or00000260:·0057·6f72·6496·04b9·963a·3d93·4f72·6465··.Word....:=.Orde
00000270:·6465·7265·6446·7265·654d·6f6e·6f69·6428··deredFreeMonoid(00000270:·7265·6446·7265·654d·6f6e·6f69·6428·5379··redFreeMonoid(Sy
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00000340:·7265·4d61·7472·6978·2832·2c46·7261·6374··reMatrix(2,Fract00000340:·4d61·7472·6978·2832·2c46·7261·6374·696f··Matrix(2,Fractio
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Offset 12, 116 lines modifiedOffset 12, 116 lines modified
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000002d0:·9604·b996·3a3d·935a·4453·4f4c·5645·2852··....:=.ZDSOLVE(R000002d0:·b996·3a3d·935a·4453·4f4c·5645·2852·2c6c··..:=.ZDSOLVE(R,l
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000003c0:·6c70·9604·b996·3a3d·935b·7031·2c93·7032··lp....:=.[p1,.p2000003c0:·9604·b996·3a3d·935b·7031·2c93·7032·2c93··....:=.[p1,.p2,.
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10101 per·QuotientFieldCategoryFunctions210101 per·QuotientFieldCategoryFunctions2
10102 exponentialexpansionetUsvertSplitn10102 exponentialexpansionetUsvertSplitn
10103 »       TrigonometricManipulationsQUOTE10103 »       TrigonometricManipulationsQUOTE
10104 first-build10104 second-build
10105 nonexistent10105 nonexistent
10106 $OutTrigonometricManipulationsUOTE10106 $OutTrigonometricManipulationsUOTE
10107 TRIGMNIPallSimpleCells10107 TRIGMNIPallSimpleCells
10108 htSayConstructorName/MFSlferror10108 htSayConstructorName/MFSlferror
10109 rootSplitree2TreTaggedr10109 rootSplitree2TreTaggedr
10110 DATABASE-P10110 DATABASE-P
10111 DATABASE-10111 DATABASE-
Offset 10637, 15 lines modifiedOffset 10637, 15 lines modified
10637 CMPcaar(#0)10637 CMPcaar(#0)
10638 caar(#0)Lcaar10638 caar(#0)Lcaar
10639 CMPcdar(#0)10639 CMPcdar(#0)
10640 cdar(#0)Lcdar10640 cdar(#0)Lcdar
10641 CMPcaaar(#0)10641 CMPcaaar(#0)
10642 caaar(#0)gy10642 caaar(#0)gy
10643 CMPcaadr(#0)10643 CMPcaadr(#0)
10644 GeneralDistributedMultivariatePolynomialh10644 GeneralDistributedMultivariatePolynomial82·
10645 GeneralDistributedMultivariatePolynomial$multivariateDomains10645 GeneralDistributedMultivariatePolynomial$multivariateDomains
10646 $useCoerceOrCroak10646 $useCoerceOrCroak
10647 transferPropsToNode10647 transferPropsToNode
10648 coerceOrCroaker10648 coerceOrCroaker
10649 selectLocalMms10649 selectLocalMms
10650 canCoerceUnion10650 canCoerceUnion
10651 called·with·2·non-UnionsUnexpected·error·or·improper·call·to·system·function·%1:·%210651 called·with·2·non-UnionsUnexpected·error·or·improper·call·to·system·function·%1:·%2
Offset 11422, 15 lines modifiedOffset 11422, 15 lines modified
11422 ,QUOTEputModeSetN»      11422 ,QUOTEputModeSetN»      
11423 -SgetBasicMode0TE11423 -SgetBasicMode0TE
11424 $useIntegerSubdomainE11424 $useIntegerSubdomainE
11425 .$EmptyModeETVV11425 .$EmptyModeETVV
11426 PositiveIntegerTpiWidth11426 PositiveIntegerTpiWidth
11427 AbelianSemiGroupABELSGr11427 AbelianSemiGroupABELSGr
11428 AbelianSemiGroupcommutativeOTE11428 AbelianSemiGroupcommutativeOTE
11429 =CHARNZk11429 =ABELMON
11430 SingleIntegerimiSINT`Sr11430 SingleIntegerimiSINT`Sr
11431 ROGNSingleInteger11431 ROGNSingleInteger
11432 ,QparseNotexptSuper-SETVV11432 ,QparseNotexptSuper-SETVV
11433 exptWidth2~%»   11433 exptWidth2~%»   
11434 -G16763711434 -G167637
11435 parseGreaterEqualUNKS11435 parseGreaterEqualUNKS
11436 parseLessEqualFI·<=·`Sr11436 parseLessEqualFI·<=·`Sr
Offset 11472, 15 lines modifiedOffset 11472, 15 lines modified
11472 PMPREDFSPMPREDl11472 PMPREDFSPMPREDl
11473 ,GcdDomain,QUOTE11473 ,GcdDomain,QUOTE
11474 squareFree-RESTAsolveLinearPolynomialEquationRTSXPR11474 squareFree-RESTAsolveLinearPolynomialEquationRTSXPR
11475 sizeLess?TVV11475 sizeLess?TVV
11476 shiftRightG»    11476 shiftRightG»    
11477 .SshiftLeft,QUOTE11477 .SshiftLeft,QUOTE
11478 separateprimePartETVV11478 separateprimePartETVV
11479 commonPart.*BREAretractIfCanSETVRADIX11479 commonPart.*BREAretractIfCanSETVOSI
11480 RetractableTo11480 RetractableTo
11481 .SERetractableToE11481 .SERetractableToE
11482 resultantrn·to·?CommutativeRingVCOMRING11482 resultantrn·to·?CommutativeRingVCOMRING
11483 CommutativeRingKreductumreducedSystemFUNMatrixr11483 CommutativeRingKreductumreducedSystemFUNMatrixr
11484 matWidthmatSupermatSubr11484 matWidthmatSupermatSubr
11485 MatrixCategoryOTMATCATr11485 MatrixCategoryOTMATCATr
11486 PMKERNELPMLSAGG11486 PMKERNELPMLSAGG
Offset 11531, 15 lines modifiedOffset 11531, 16 lines modified
11531 patternMatchOTE11531 patternMatchOTE
11532 PatternMatchResult11532 PatternMatchResult
11533 PatternMatchResult11533 PatternMatchResult
11534 PatternMatchablePATMABr11534 PatternMatchablePATMABr
11535 bookvol10.2.pamphletSPEC11535 bookvol10.2.pamphletSPEC
11536 .*PatternMatchableorderSr11536 .*PatternMatchableorderSr
11537 numberOfMonomials11537 numberOfMonomials
11538 ,QUOTEnextItem@W11538 ,QUOTEnextItem
 11539 <+14>-14
11539 CONSTRUCTORFORM11540 CONSTRUCTORFORM
11540 MODEMAPSP11541 MODEMAPSP
11541 /usr/bin/gcc··-c·-g·-ffile-prefix-map=/build/gcl-oJDdIr/gcl-2.6.14=.·-fstack-protector-strong·-Wformat·-Werror=format-security·-fsigned-char·-pipe·-fcommon·-fno-builtin-malloc·-fno-builtin-free·-fno-PIE·-fno-pie·-fno-PIC·-fno-pic·-Wall·-Wno-empty-body·-Wno-unused-but-set-variable·-I/usr/include/tirpc·-D_TIME_BITS=64·-D_FILE_OFFSET_BITS=64·-Wdate-time·-D_FORTIFY_SOURCE=2|pfFpostIfq11542 /usr/bin/gcc··-c·-g·-ffile-prefix-map=/build/gcl-oJDdIr/gcl-2.6.14=.·-fstack-protector-strong·-Wformat·-Werror=format-security·-fsigned-char·-pipe·-fcommon·-fno-builtin-malloc·-fno-builtin-free·-fno-PIE·-fno-pie·-fno-PIC·-fno-pic·-Wall·-Wno-empty-body·-Wno-unused-but-set-variable·-I/usr/include/tirpc·-D_TIME_BITS=64·-D_FILE_OFFSET_BITS=64·-Wdate-time·-D_FORTIFY_SOURCE=2|pfFpostIfq
11542 PARSE-Conditional|·BOOT:if11543 PARSE-Conditional|·BOOT:if
11543 Character·······11544 Character·······
11544 :|inCharacterimedNamreturn·the·name·of·the·intermediate·compiler·filechCurre/build/reproducible-path/axiom-20170501/mnt/linuxlve,fc|$SPADROOTnsertWOUNIX11545 :|inCharacterimedNamreturn·the·name·of·the·intermediate·compiler·filechCurre/build/reproducible-path/axiom-20170501/mnt/linuxlve,fc|$SPADROOTnsertWOUNIX
11545 $CURRENT-DIRECTORY|delet/11546 $CURRENT-DIRECTORY|delet/
Offset 15020, 15 lines modifiedOffset 15021, 15 lines modified
15020 setProperties15021 setProperties
15021 /build/reproducible-path/axiom-20170501/mnt/linux/algebra/O15022 /build/reproducible-path/axiom-20170501/mnt/linux/algebra/O
15022 BasicOperatorS15023 BasicOperatorS
15023 »       heightk15024 »       heightk
15024 symbolIfCan15025 symbolIfCan
15025 setPosition15026 setPosition
15026 position15027 position
15027 MODMONOMMYUP15028 MODMONOMISUPS
15028 »       4Kernelk15029 »       4Kernelk
15029 summation15030 summation
15030 SegmentBinding15031 SegmentBinding
15031 upequation15032 upequation
15032 )equationSegment15033 )equationSegment
15033 OrderedRingf15034 OrderedRingf
15034 OrderedRing15035 OrderedRing
Offset 15056, 24 lines modifiedOffset 15057, 23 lines modified
15056 leadingMonomial15057 leadingMonomial
15057 leadingCoefficientk15058 leadingCoefficientk
15058 eisTimes15059 eisTimes
15059 coefficients15060 coefficients
15060 coefficient15061 coefficient
15061 binomThmExpt15062 binomThmExpt
15062 SparseMultivariatePolynomial15063 SparseMultivariatePolynomial
 15064 padEXPEXPANminPoly
15063 mainKernel15065 mainKernel
15064 EXPEXPANli 
15065 integralfresnelSfresnelCfreeOf?15066 integralfresnelSfresnelCfreeOf?
15066 factorials15067 factorials
15067 factorial15068 factorial
15068 TEXTFILEOASGP15069 TEXTFILEOASGP
15069 distribute15070 distribute
15070 denominator15071 denominator
15071 commutator15072 commutator
15072 PADICRATbox 
15073 binomialbesselY15073 binomialbesselY
15074 applyQuote15074 applyQuote
15075 Expression15075 Expression
15076 PRINT-FULLPROGN»Information·vector·has·15076 PRINT-FULLPROGN»Information·vector·has·
15077 ·entriesdcData115077 ·entriesdcData1
15078 rightJustifyString15078 rightJustifyString
15079 dcSizeAllerenceCquiet15079 dcSizeAllerenceCquiet
Offset 15236, 14 lines modifiedOffset 15236, 15 lines modified
15236 UnivariateLaurentSeries15236 UnivariateLaurentSeries
15237 UnivariateLaurentSeries15237 UnivariateLaurentSeries
15238 UnivariatePuiseuxSeries15238 UnivariatePuiseuxSeries
15239 UnivariatePuiseuxSeries15239 UnivariatePuiseuxSeries
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