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2 (|CentralAttribute|)· 
3 ((|constructor|·(NIL·"Central·is·\\spad{true}·if,·given·an·algebra·over·a·ring·\\spad{R,}·the·image·of·\\spad{R}·is·the·center·of·the·algebra.·For·example,·the·set·of·members·of·the·algebra·which·commute·with·all·others·is·precisely·the·image·of·\\spad{R}·i[·...·truncated·by·diffoscope;·len:·17,·SHA:·968a400e8c7af8c18b425df8fe353ede328c7f6b0c151c56125275cfdb7df97e·...·])·2 (|ArbitraryExponentAttribute|)·
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 4 ((|nil|·.·T))·
 5 NIL·
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 7 ((|constructor|·(NIL·"An·approximation·to·the·real·numbers.")))·
4 ((|nil|·.·T))·8 ((|nil|·.·T))·
5 NIL·9 NIL·
6 (|ArbitraryPrecisionAttribute|)·10 (|ArbitraryPrecisionAttribute|)·
7 ((|constructor|·(NIL·"Approximate·numbers·for·which·the·user·can·set·the·precision·for·subsequent·calculations.")))·11 ((|constructor|·(NIL·"Approximate·numbers·for·which·the·user·can·set·the·precision·for·subsequent·calculations.")))·
8 ((|nil|·.·T))·12 ((|nil|·.·T))·
9 NIL·13 NIL·
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 15 ((|constructor|·(NIL·"Category·for·the·inverse·hyperbolic·trigonometric·functions."))·(|atanh|·(($·$)·"\\spad{atanh(x)}·returns·the·hyperbolic·arc-tangent·of·\\spad{x.}"))·(|asinh|·(($·$)·"\\spad{asinh(x)}·returns·the·hyperbolic·arc-sine·of·\\spad{x.}"))·(|asech|·(($·$)·"\\spad{asech(x)}·returns·the·hyperbolic·arc-secant·of·\\spad{x.}"))·(|acsch|·(($·$)·"\\spad{acsch(x)}·returns·the·hyperbolic·arc-cosecant·of·\\spad{x.}"))·(|acoth|·(($·$)·"\\spad{acoth(x)}·returns·the·hyperbolic·arc-cotangent·of·\\spad{x.}"))·(|acosh|·(($·$)·"\\spad{acosh(x)}·returns·the·hyperbolic·arc-cosine·of·\\spad{x.}")))·
10 (|ArbitraryExponentAttribute|)· 
11 ((|constructor|·(NIL·"Approximate·numbers·with·arbitrarily·large·exponents")))· 
12 ((|nil|·.·T))· 
13 NIL·16 NIL·
14 (|CanonicalClosedAttribute|)· 
15 ((|constructor|·(NIL·"The·class·of·all·integral·domains·such·that·\\spad{unitCanonical(a)*unitCanonical(b)·=·unitCanonical(a*b)}")))· 
16 ((|nil|·.·T))· 
17 NIL·17 NIL·
18 (|AdditiveValuationAttribute|)·18 (|AdditiveValuationAttribute|)·
19 ((|constructor|·(NIL·"The·class·of·all·euclidean·domains·such·that·\\spad{euclideanSize(a*b)·=·euclideanSize(a)+euclideanSize(b)}")))·19 ((|constructor|·(NIL·"The·class·of·all·euclidean·domains·such·that·\\spad{euclideanSize(a*b)·=·euclideanSize(a)+euclideanSize(b)}")))·
20 ((|nil|·.·T))·20 ((|nil|·.·T))·
21 NIL·21 NIL·
22 (|ApproximateAttribute|)· 
23 ((|constructor|·(NIL·"An·approximation·to·the·real·numbers.")))·22 (|CentralAttribute|)·
 23 ((|constructor|·(NIL·"Central·is·\\spad{true}·if,·given·an·algebra·over·a·ring·\\spad{R,}·the·image·of·\\spad{R}·is·the·center·of·the·algebra.·For·example,·the·set·of·members·of·the·algebra·which·commute·with·all·others·is·precisely·the·image·of·\\spad{R}·in·the·algebra.")))·
24 ((|nil|·.·T))·24 ((|nil|·.·T))·
25 NIL·25 NIL·
26 (|ArcHyperbolicFunctionCategory|)· 
27 ((|constructor|·(NIL·"Category·for·the·inverse·hyperbolic·trigonometric·functions."))·(|atanh|·(($·$)·"\\spad{atanh(x)}·returns·the·hyperbolic·arc-tangent·of·\\spad{x.}"))·(|asinh|·(($·$)·"\\spad{asinh(x)}·returns·the·hyperbolic·arc-sine·of·\\spad{x.}"))·(|asech|·(($·$)·"\\spad{asech(x)}·returns·the·hyperbolic·arc-secant·of·\\spad{x.}"))·(|acsch|·(($·$)·"\\spad{acsch(x)}·returns·the·hyperbolic·arc-cosecant·of·\\spad{x.}"))·(|acoth|·(($·$)·"\\spad{acoth(x)}·returns·the·hyperbolic·arc-cotangent·of·\\spad{x.}"))·(|acosh|·(($·$)·"\\spad{acosh(x)}·returns·the·hyperbolic·arc-cosine·of·\\spad{x.}")))· 
28 NIL· 
29 NIL· 
30 (|CommutativeStarAttribute|)·26 (|CommutativeStarAttribute|)·
31 ((|constructor|·(NIL·"The·class·of·all·commutative·semigroups·in·multiplicative·notation.·In·other·words·domain·\\spad{D}·with·\\spad{\"*\":·(D,D)·\\spad{->}·\\spad{D}}·which·is·commutative.·Typically·applied·to·rings.")))·27 ((|constructor|·(NIL·"The·class·of·all·commutative·semigroups·in·multiplicative·notation.·In·other·words·domain·\\spad{D}·with·\\spad{\"*\":·(D,D)·\\spad{->}·\\spad{D}}·which·is·commutative.·Typically·applied·to·rings.")))·
32 ((|nil|·.·T))·28 ((|nil|·.·T))·
33 NIL·29 NIL·
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34 (|CanonicalAttribute|)·34 (|CanonicalAttribute|)·
35 ((|constructor|·(NIL·"The·class·of·all·domains·which·have·canonical·represenntation,·that·is,·mathematically·equal·elements·have·the·same·data·structure.")))·35 ((|constructor|·(NIL·"The·class·of·all·domains·which·have·canonical·represenntation,·that·is,·mathematically·equal·elements·have·the·same·data·structure.")))·
36 ((|nil|·.·T))·36 ((|nil|·.·T))·
37 NIL·37 NIL·
38 (|FiniteAggregateAttribute|)·38 (|FiniteAggregateAttribute|)·
39 ((|constructor|·(NIL·"The·class·of·all·aggregates·with·a·finite·number·of·arguments")))·39 ((|constructor|·(NIL·"The·class·of·all·aggregates·with·a·finite·number·of·arguments")))·
40 ((|nil|·.·T))·40 ((|nil|·.·T))·
Offset 44, 54 lines modifiedOffset 44, 54 lines modified
44 ((|constructor|·(NIL·"The·class·of·all·integral·domains·such·that·we·can·choose·a·canonical·representative·for·each·class·of·associate·elements.·That·is,·\\spad{associates?(a,b)}·returns·\\spad{true}·if·and·only·if·\\spad{unitCanonical(a)}·=·\\spad{unitCanonical(b)}")))·44 ((|constructor|·(NIL·"The·class·of·all·integral·domains·such·that·we·can·choose·a·canonical·representative·for·each·class·of·associate·elements.·That·is,·\\spad{associates?(a,b)}·returns·\\spad{true}·if·and·only·if·\\spad{unitCanonical(a)}·=·\\spad{unitCanonical(b)}")))·
45 ((|nil|·.·T))·45 ((|nil|·.·T))·
46 NIL·46 NIL·
47 (|JacobiIdentityAttribute|)·47 (|JacobiIdentityAttribute|)·
48 ((|constructor|·(NIL·"JacobiIdentity·means·that·\\spad{[x,[y,z]]+[y,[z,x]]+[z,[x,y]]·=·0}·holds.·See·LieAlgebra.")))·48 ((|constructor|·(NIL·"JacobiIdentity·means·that·\\spad{[x,[y,z]]+[y,[z,x]]+[z,[x,y]]·=·0}·holds.·See·LieAlgebra.")))·
49 ((|nil|·.·T))·49 ((|nil|·.·T))·
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51 (|LazyRepresentationAttribute|)· 
52 ((|constructor|·(NIL·"The·class·of·all·domains·which·have·a·lazy·representation")))·51 (|MultiplicativeValuationAttribute|)·
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53 ((|nil|·.·T))·53 ((|nil|·.·T))·
54 NIL·54 NIL·
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56 ((|constructor|·(NIL·"LeftUnitary·is·\\spad{true}·if·\\spad{1·*·\\spad{x}·=·\\spad{x}}·for·all·\\spad{x.}")))·56 ((|constructor|·(NIL·"LeftUnitary·is·\\spad{true}·if·\\spad{1·*·\\spad{x}·=·\\spad{x}}·for·all·\\spad{x.}")))·
57 ((|nil|·.·T))·57 ((|nil|·.·T))·
58 NIL·58 NIL·
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59 (|MultiplicativeValuationAttribute|)· 
60 ((|constructor|·(NIL·"The·class·of·all·euclidean·domains·such·that·\\spad{euclideanSize(a*b)=euclideanSize(a)*euclideanSize(b)}")))· 
61 ((|nil|·.·T))· 
62 NIL· 
63 (|NoZeroDivisorsAttribute|)· 
64 ((|constructor|·(NIL·"The·class·of·all·semirings·such·that·\\spad{x·*·\\spad{y}·\\spad{~=}·0}·implies·both·\\spad{x}·and·\\spad{y}·are·non-zero.")))· 
65 ((|nil|·.·T))·61 ((|nil|·.·T))·
66 NIL·62 NIL·
67 (|PartiallyOrderedSetAttribute|)·63 (|PartiallyOrderedSetAttribute|)·
68 ((|constructor|·(NIL·"PartiallyOrderedSet·is·\\spad{true}·if·a·set·with·\\spad{<}·is·transitive,·but·\\spad{not(a·\\spad{<b}·or·a·=·b)}.·It·does·not·imply·\\spad{b·<·a}")))·64 ((|constructor|·(NIL·"PartiallyOrderedSet·is·\\spad{true}·if·a·set·with·\\spad{<}·is·transitive,·but·\\spad{not(a·\\spad{<b}·or·a·=·b)}.·It·does·not·imply·\\spad{b·<·a}")))·
69 ((|nil|·.·T))·65 ((|nil|·.·T))·
70 NIL·66 NIL·
71 (|NullSquareAttribute|)· 
72 ((|constructor|·(NIL·"NullSquare·means·that·\\spad{[x,x]·=·0}·holds.·See·LieAlgebra.")))· 
73 ((|nil|·.·T))· 
74 NIL· 
75 (|NotherianAttribute|)·67 (|NotherianAttribute|)·
76 ((|constructor|·(NIL·"Notherian·is·\\spad{true}·if·all·of·its·ideals·are·finitely·generated.")))·68 ((|constructor|·(NIL·"Notherian·is·\\spad{true}·if·all·of·its·ideals·are·finitely·generated.")))·
77 ((|nil|·.·T))·69 ((|nil|·.·T))·
78 NIL·70 NIL·
79 (|RightUnitaryAttribute|)· 
80 ((|constructor|·(NIL·"RightUnitary·is·\\spad{true}·if·\\spad{x·*·1·=·\\spad{x}}·for·all·\\spad{x.}")))·71 (|NoZeroDivisorsAttribute|)·
 72 ((|constructor|·(NIL·"The·class·of·all·semirings·such·that·\\spad{x·*·\\spad{y}·\\spad{~=}·0}·implies·both·\\spad{x}·and·\\spad{y}·are·non-zero.")))·
81 ((|nil|·.·T))·73 ((|nil|·.·T))·
82 NIL·74 NIL·
83 (|UnitsKnownAttribute|)· 
84 ((|constructor|·(NIL·"The·class·of·all·monoids·(multiplicative·semigroups·with·a·1)·such·that·the·operation·recop·can·only·return·\"failed\"·if·its·argument·is·not·a·unit.")))·75 (|NullSquareAttribute|)·
 76 ((|constructor|·(NIL·"NullSquare·means·that·\\spad{[x,x]·=·0}·holds.·See·LieAlgebra.")))·
 77 ((|nil|·.·T))·
 78 NIL·
 79 (|RightUnitaryAttribute|)·
 80 ((|constructor|·(NIL·"RightUnitary·is·\\spad{true}·if·\\spad{x·*·1·=·\\spad{x}}·for·all·\\spad{x.}")))·
85 ((|nil|·.·T))·81 ((|nil|·.·T))·
86 NIL·82 NIL·
87 (|ShallowlyMutableAttribute|)·83 (|ShallowlyMutableAttribute|)·
88 ((|constructor|·(NIL·"The·class·of·all·domains·which·have·immediate·components·that·are·updateable·in·place·(mutable).·The·properties·of·any·component·domain·are·irrevelant·to·the·ShallowlyMutableAttribute.")))·84 ((|constructor|·(NIL·"The·class·of·all·domains·which·have·immediate·components·that·are·updateable·in·place·(mutable).·The·properties·of·any·component·domain·are·irrevelant·to·the·ShallowlyMutableAttribute.")))·
89 ((|nil|·.·T))·85 ((|nil|·.·T))·
90 NIL·86 NIL·
 87 (|UnitsKnownAttribute|)·
 88 ((|constructor|·(NIL·"The·class·of·all·monoids·(multiplicative·semigroups·with·a·1)·such·that·the·operation·recop·can·only·return·\"failed\"·if·its·argument·is·not·a·unit.")))·
 89 ((|nil|·.·T))·
 90 NIL·
91 (|AttributeRegistry|)·91 (|AttributeRegistry|)·
92 ((|constructor|·(NIL·"This·category·exports·the·attributes·in·the·AXIOM·Library"))·(|approximate|·((|attribute|)·"\\spad{approximate}·means·\"is·an·approximation·to·the·real·numbers\"."))·(|canonical|·((|attribute|)·"\\spad{canonical}·is·\\spad{true}·if·and·only·if·distinct·elements·have·distinct·data·structures.·For·example,·a·domain·of·mathematical·objects·which·has·the·\\spad{canonical}·attribute·means·that·two·objects·are·mathematically·equal·if·and·only·if·their·data·structures·are·equal."))·(|multiplicativeValuation|·((|attribute|)·"\\spad{multiplicativeValuation}·implies·\\spad{euclideanSize(a*b)=euclideanSize(a)*euclideanSize(b)}."))·(|additiveValuation|·((|attribute|)·"\\spad{additiveValuation}·implies·\\spad{euclideanSize(a*b)=euclideanSize(a)+euclideanSize(b)}."))·(|noetherian|·((|attribute|)·"\\spad{noetherian}·is·\\spad{true}·if·all·of·its·ideals·are·finitely·generated."))·(|central|·((|attribute|)·"\\spad{central}·is·\\spad{true}·if,·given·an·algebra·over·a·ring·\\spad{R,}·the·image·of·\\spad{R}·is·the·center·of·the·algebra,·For·example,·the·set·of·members·of·the·algebra·which·commute·with·all·others·is·precisely·the·image·of·\\spad{R}·in·the·algebra."))·(|partiallyOrderedSet|·((|attribute|)·"\\spad{partiallyOrderedSet}·is·\\spad{true}·if·a·set·with·\\spadop{<}·which·is·transitive,·but·\\spad{not(a·<·\\spad{b}·or·a·=·\\spad{b)}}·does·not·necessarily·imply·\\spad{b<a}."))·(|arbitraryPrecision|·((|attribute|)·"\\spad{arbitraryPrecision}·means·the·user·can·set·the·precision·for·subsequent·calculations."))·(|canonicalsClosed|·((|attribute|)·"\\spad{canonicalsClosed}·is·\\spad{true}·if·\\spad{unitCanonical(a)*unitCanonical(b)·=·unitCanonical(a*b)}."))·(|canonicalUnitNormal|·((|attribute|)·"\\spad{canonicalUnitNormal}·is·\\spad{true}·if·we·can·choose·a·canonical·representative·for·each·class·of·associate·elements,·that·is·\\spad{associates?(a,b)}·returns·\\spad{true}·if·and·only·if·\\spad{unitCanonical(a)·=·unitCanonical(b)}."))·(|noZeroDivisors|·((|attribute|)·"\\spad{noZeroDivisors}·is·\\spad{true}·if·\\spad{x·*·\\spad{y}·\\~~=·0}·implies·both·\\spad{x}·and·\\spad{y}·are·non-zero."))·(|rightUnitary|·((|attribute|)·"\\spad{rightUnitary}·is·\\spad{true}·if·\\spad{x·*·1·=·\\spad{x}}·for·all·\\spad{x.}"))·(|leftUnitary|·((|attribute|)·"\\spad{leftUnitary}·is·\\spad{true}·if·\\spad{1·*·\\spad{x}·=·\\spad{x}}·for·all·\\spad{x.}"))·(|unitsKnown|·((|attribute|)·"\\spad{unitsKnown}·is·\\spad{true}·if·a·monoid·(a·multiplicative·semigroup·with·a·1)·has·\\spad{unitsKnown}·means·that·the·operation·\\spadfun{recip}·can·only·return·\"failed\"·if·its·argument·is·not·a·unit."))·(|shallowlyMutable|·((|attribute|)·"\\spad{shallowlyMutable}·is·\\spad{true}·if·its·values·have·immediate·components·that·are·updateable·(mutable).·Note·that·the·properties·of·any·component·domain·are·irrevelant·to·the·\\spad{shallowlyMutable}·proper."))·(|commutative|·((|attribute|·"*")·"\\spad{commutative(\"*\")}·is·\\spad{true}·if·it·has·an·operation·\\spad{\"*\":·(D,D)·\\spad{->}·\\spad{D}}·which·is·commutative."))·(|finiteAggregate|·((|attribute|)·"\\spad{finiteAggregate}·is·\\spad{true}·if·it·is·an·aggregate·with·a·finite·number·of·elements.")))·92 ((|constructor|·(NIL·"This·category·exports·the·attributes·in·the·AXIOM·Library"))·(|approximate|·((|attribute|)·"\\spad{approximate}·means·\"is·an·approximation·to·the·real·numbers\"."))·(|canonical|·((|attribute|)·"\\spad{canonical}·is·\\spad{true}·if·and·only·if·distinct·elements·have·distinct·data·structures.·For·example,·a·domain·of·mathematical·objects·which·has·the·\\spad{canonical}·attribute·means·that·two·objects·are·mathematically·equal·if·and·only·if·their·data·structures·are·equal."))·(|multiplicativeValuation|·((|attribute|)·"\\spad{multiplicativeValuation}·implies·\\spad{euclideanSize(a*b)=euclideanSize(a)*euclideanSize(b)}."))·(|additiveValuation|·((|attribute|)·"\\spad{additiveValuation}·implies·\\spad{euclideanSize(a*b)=euclideanSize(a)+euclideanSize(b)}."))·(|noetherian|·((|attribute|)·"\\spad{noetherian}·is·\\spad{true}·if·all·of·its·ideals·are·finitely·generated."))·(|central|·((|attribute|)·"\\spad{central}·is·\\spad{true}·if,·given·an·algebra·over·a·ring·\\spad{R,}·the·image·of·\\spad{R}·is·the·center·of·the·algebra,·For·example,·the·set·of·members·of·the·algebra·which·commute·with·all·others·is·precisely·the·image·of·\\spad{R}·in·the·algebra."))·(|partiallyOrderedSet|·((|attribute|)·"\\spad{partiallyOrderedSet}·is·\\spad{true}·if·a·set·with·\\spadop{<}·which·is·transitive,·but·\\spad{not(a·<·\\spad{b}·or·a·=·\\spad{b)}}·does·not·necessarily·imply·\\spad{b<a}."))·(|arbitraryPrecision|·((|attribute|)·"\\spad{arbitraryPrecision}·means·the·user·can·set·the·precision·for·subsequent·calculations."))·(|canonicalsClosed|·((|attribute|)·"\\spad{canonicalsClosed}·is·\\spad{true}·if·\\spad{unitCanonical(a)*unitCanonical(b)·=·unitCanonical(a*b)}."))·(|canonicalUnitNormal|·((|attribute|)·"\\spad{canonicalUnitNormal}·is·\\spad{true}·if·we·can·choose·a·canonical·representative·for·each·class·of·associate·elements,·that·is·\\spad{associates?(a,b)}·returns·\\spad{true}·if·and·only·if·\\spad{unitCanonical(a)·=·unitCanonical(b)}."))·(|noZeroDivisors|·((|attribute|)·"\\spad{noZeroDivisors}·is·\\spad{true}·if·\\spad{x·*·\\spad{y}·\\~~=·0}·implies·both·\\spad{x}·and·\\spad{y}·are·non-zero."))·(|rightUnitary|·((|attribute|)·"\\spad{rightUnitary}·is·\\spad{true}·if·\\spad{x·*·1·=·\\spad{x}}·for·all·\\spad{x.}"))·(|leftUnitary|·((|attribute|)·"\\spad{leftUnitary}·is·\\spad{true}·if·\\spad{1·*·\\spad{x}·=·\\spad{x}}·for·all·\\spad{x.}"))·(|unitsKnown|·((|attribute|)·"\\spad{unitsKnown}·is·\\spad{true}·if·a·monoid·(a·multiplicative·semigroup·with·a·1)·has·\\spad{unitsKnown}·means·that·the·operation·\\spadfun{recip}·can·only·return·\"failed\"·if·its·argument·is·not·a·unit."))·(|shallowlyMutable|·((|attribute|)·"\\spad{shallowlyMutable}·is·\\spad{true}·if·its·values·have·immediate·components·that·are·updateable·(mutable).·Note·that·the·properties·of·any·component·domain·are·irrevelant·to·the·\\spad{shallowlyMutable}·proper."))·(|commutative|·((|attribute|·"*")·"\\spad{commutative(\"*\")}·is·\\spad{true}·if·it·has·an·operation·\\spad{\"*\":·(D,D)·\\spad{->}·\\spad{D}}·which·is·commutative."))·(|finiteAggregate|·((|attribute|)·"\\spad{finiteAggregate}·is·\\spad{true}·if·it·is·an·aggregate·with·a·finite·number·of·elements.")))·
93 ((|finiteAggregate|·.·T)·((|commutative|·"*")·.·T)·(|shallowlyMutable|·.·T)·(|unitsKnown|·.·T)·(|leftUnitary|·.·T)·(|rightUnitary|·.·T)·(|noZeroDivisors|·.·T)·(|canonicalUnitNormal|·.·T)·(|canonicalsClosed|·.·T)·(|arbitraryPrecision|·.·T)·(|partiallyOrderedSet|·.·T)·(|central|·.·T)·(|noetherian|·.·T)·(|additiveValuation|·.·T)·(|multiplicativeValuation|·.·T)·(|NullSquare|·.·T)·(|JacobiIdentity|·.·T)·(|canonical|·.·T)·(|approximate|·.·T))·93 ((|finiteAggregate|·.·T)·((|commutative|·"*")·.·T)·(|shallowlyMutable|·.·T)·(|unitsKnown|·.·T)·(|leftUnitary|·.·T)·(|rightUnitary|·.·T)·(|noZeroDivisors|·.·T)·(|canonicalUnitNormal|·.·T)·(|canonicalsClosed|·.·T)·(|arbitraryPrecision|·.·T)·(|partiallyOrderedSet|·.·T)·(|central|·.·T)·(|noetherian|·.·T)·(|additiveValuation|·.·T)·(|multiplicativeValuation|·.·T)·(|NullSquare|·.·T)·(|JacobiIdentity|·.·T)·(|canonical|·.·T)·(|approximate|·.·T))·
94 NIL·94 NIL·
95 (|BasicType&|·S)·95 (|BasicType&|·S)·
96 ((|constructor|·(NIL·"BasicType·is·the·basic·category·for·describing·a·collection·of·elements·with·=·(equality)."))·(~=·(((|Boolean|)·$·$)·"\\spad{x~=y}·tests·if·\\spad{x}·and·\\spad{y}·are·not·equal."))·(=·(((|Boolean|)·$·$)·"\\spad{x=y}·tests·if·\\spad{x}·and·\\spad{y}·are·equal.")))·96 ((|constructor|·(NIL·"BasicType·is·the·basic·category·for·describing·a·collection·of·elements·with·=·(equality)."))·(~=·(((|Boolean|)·$·$)·"\\spad{x~=y}·tests·if·\\spad{x}·and·\\spad{y}·are·not·equal."))·(=·(((|Boolean|)·$·$)·"\\spad{x=y}·tests·if·\\spad{x}·and·\\spad{y}·are·equal.")))·
97 NIL·97 NIL·
Offset 100, 170 lines modifiedOffset 100, 170 lines modified
100 ((|constructor|·(NIL·"Category·for·the·usual·combinatorial·functions."))·(|permutation|·(($·$·$)·"\\spad{permutation(n,·\\spad{m)}}·returns·the·number·of·permutations·of·\\spad{n}·objects·taken·\\spad{m}·at·a·time.·Note·that·\\spad{permutation(n,m)·=·n!/(n-m)!}."))·(|factorial|·(($·$)·"\\spad{factorial(n)}·computes·the·factorial·of·\\spad{n}·(denoted·in·the·literature·by·\\spad{n!})·Note·that·\\spad{n!·=·\\spad{n}·(n-1)!·when·\\spad{n}·>·0};·also,·\\spad{0!·=·1}."))·(|binomial|·(($·$·$)·"\\spad{binomial(n,r)}·returns·the·\\spad{(n,r)}·binomial·coefficient·\\indented{1}{(often·denoted·in·the·literature·by·\\spad{C(n,r)}).}·\\indented{1}{Note·that·\\spad{C(n,r)·=·n!/(r!(n-r)!)}·where·\\spad{n·\\spad{>=}·\\spad{r}·\\spad{>=}·0}.}·\\blankline·\\spad{X}·[binomial(5,i)·for·\\spad{i}·in·0..5]")))·100 ((|constructor|·(NIL·"Category·for·the·usual·combinatorial·functions."))·(|permutation|·(($·$·$)·"\\spad{permutation(n,·\\spad{m)}}·returns·the·number·of·permutations·of·\\spad{n}·objects·taken·\\spad{m}·at·a·time.·Note·that·\\spad{permutation(n,m)·=·n!/(n-m)!}."))·(|factorial|·(($·$)·"\\spad{factorial(n)}·computes·the·factorial·of·\\spad{n}·(denoted·in·the·literature·by·\\spad{n!})·Note·that·\\spad{n!·=·\\spad{n}·(n-1)!·when·\\spad{n}·>·0};·also,·\\spad{0!·=·1}."))·(|binomial|·(($·$·$)·"\\spad{binomial(n,r)}·returns·the·\\spad{(n,r)}·binomial·coefficient·\\indented{1}{(often·denoted·in·the·literature·by·\\spad{C(n,r)}).}·\\indented{1}{Note·that·\\spad{C(n,r)·=·n!/(r!(n-r)!)}·where·\\spad{n·\\spad{>=}·\\spad{r}·\\spad{>=}·0}.}·\\blankline·\\spad{X}·[binomial(5,i)·for·\\spad{i}·in·0..5]")))·
101 NIL·101 NIL·
102 NIL·102 NIL·
103 (|Eltable|·S·|Index|)·103 (|Eltable|·S·|Index|)·
104 ((|constructor|·(NIL·"An·eltable·over·domains·\\spad{D}·and·\\spad{I}·is·a·structure·which·can·be·viewed·as·a·function·from·\\spad{D}·to·I.·Examples·of·eltable·structures·range·from·data·structures,·For·example,·those·of·type·List,·to·algebraic·structures·like·Polynomial."))·(|elt|·((|#2|·$·|#1|)·"\\spad{elt(u,i)}·(also·written:·\\spad{u}·.·i)·returns·the·element·of·\\spad{u}·indexed·by·i.·Error:·if·\\spad{i}·is·not·an·index·of·u.")))·104 ((|constructor|·(NIL·"An·eltable·over·domains·\\spad{D}·and·\\spad{I}·is·a·structure·which·can·be·viewed·as·a·function·from·\\spad{D}·to·I.·Examples·of·eltable·structures·range·from·data·structures,·For·example,·those·of·type·List,·to·algebraic·structures·like·Polynomial."))·(|elt|·((|#2|·$·|#1|)·"\\spad{elt(u,i)}·(also·written:·\\spad{u}·.·i)·returns·the·element·of·\\spad{u}·indexed·by·i.·Error:·if·\\spad{i}·is·not·an·index·of·u.")))·
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Offset 1, 9 lines modifiedOffset 1, 9 lines modified
  
1 (224437·.·3990203637)········1 (224437·.·3955795259)········
2 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·2 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·
3 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·3 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|))))·
4 (|has|·|#1|·(|CharacteristicZero|))·4 (|has|·|#1|·(|CharacteristicZero|))·
5 (|has|·|#1|·(|StepThrough|))·5 (|has|·|#1|·(|StepThrough|))·
6 ((((|Float|))·.·T))·6 ((((|Float|))·.·T))·
7 ((((|OutputForm|))·.·T))·7 ((((|OutputForm|))·.·T))·
8 ((((|OutputForm|))·.·T))·8 ((((|OutputForm|))·.·T))·
Offset 509, 16 lines modifiedOffset 509, 16 lines modified
509 ((($)·.·T)·((|#2|)·.·T))·509 ((($)·.·T)·((|#2|)·.·T))·
510 (|has|·|#1|·(|OrderedSet|))·510 (|has|·|#1|·(|OrderedSet|))·
511 ((((|Symbol|))·|has|·|#2|·(|PartialDifferentialRing|·(|Symbol|))))·511 ((((|Symbol|))·|has|·|#2|·(|PartialDifferentialRing|·(|Symbol|))))·
512 ((((|Symbol|)·(|Any|))·.·T))·512 ((((|Symbol|)·(|Any|))·.·T))·
513 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))·(((|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|)))·|has|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|))·(|Evalable|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|)))))·513 (((|#1|)·AND·(|has|·|#1|·(|Evalable|·|#1|))·(|has|·|#1|·(|SetCategory|)))·(((|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|)))·|has|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|))·(|Evalable|·(|Record|·(|:|·|key|·(|String|))·(|:|·|entry|·|#1|)))))·
514 (OR·(|has|·|#3|·(|AbelianSemiGroup|))·(|has|·|#3|·(|CancellationAbelianMonoid|))·(|has|·|#3|·(|CommutativeRing|))·(|has|·|#3|·(|Field|))·(|has|·|#3|·(|Finite|))·(|has|·|#3|·(|Monoid|))·(|has|·|#3|·(|OrderedAbelianMonoidSup|))·(|has|·|#3|·(|OrderedRing|))·(|has|·|#3|·(|Ring|))·(|has|·|#3|·(|SetCategory|)))·514 (OR·(|has|·|#3|·(|AbelianSemiGroup|))·(|has|·|#3|·(|CancellationAbelianMonoid|))·(|has|·|#3|·(|CommutativeRing|))·(|has|·|#3|·(|Field|))·(|has|·|#3|·(|Finite|))·(|has|·|#3|·(|Monoid|))·(|has|·|#3|·(|OrderedAbelianMonoidSup|))·(|has|·|#3|·(|OrderedRing|))·(|has|·|#3|·(|Ring|))·(|has|·|#3|·(|SetCategory|)))·
515 (((|#1|·(|IndexedOneDimensionalArray|·|#1|·|#3|)·(|IndexedOneDimensionalArray|·|#1|·|#2|))·.·T))·515 (((|#1|·(|IndexedOneDimensionalArray|·|#1|·|#3|)·(|IndexedOneDimensionalArray|·|#1|·|#2|))·.·T))·
516 (((|#1|·(|IndexedVector|·|#1|·|#3|)·(|IndexedVector|·|#1|·|#2|))·.·T))· 
517 (((|#1|)·.·T))·516 (((|#1|)·.·T))·
 517 (((|#1|·(|IndexedVector|·|#1|·|#3|)·(|IndexedVector|·|#1|·|#2|))·.·T))·
518 (|has|·|#1|·(|CharacteristicZero|))·518 (|has|·|#1|·(|CharacteristicZero|))·
519 (|has|·|#1|·(|CharacteristicZero|))·519 (|has|·|#1|·(|CharacteristicZero|))·
520 (((|#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|)))))·520 (((|#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|)))))·
521 (((|#3|)·|has|·|#3|·(|CommutativeRing|)))·521 (((|#3|)·|has|·|#3|·(|CommutativeRing|)))·
522 (((|#1|)·.·T))·522 (((|#1|)·.·T))·
523 (((|#1|)·.·T))·523 (((|#1|)·.·T))·
524 (((|#2|)·|has|·|#2|·(|SetCategory|)))·524 (((|#2|)·|has|·|#2|·(|SetCategory|)))·
Offset 959, 16 lines modifiedOffset 959, 16 lines modified
959 ((((|InputForm|))·|has|·|#1|·(|ConvertibleTo|·(|InputForm|))))·959 ((((|InputForm|))·|has|·|#1|·(|ConvertibleTo|·(|InputForm|))))·
960 (|has|·|#1|·(|Field|))·960 (|has|·|#1|·(|Field|))·
961 (((|#1|)·.·T))·961 (((|#1|)·.·T))·
962 ((($)·OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|IntegralDomain|)))·((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·962 ((($)·OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|IntegralDomain|)))·((|#1|)·.·T)·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·
963 (AND·(|has|·|#1|·(|IntegerNumberSystem|))·(|has|·|#1|·(|OpenMath|)))·963 (AND·(|has|·|#1|·(|IntegerNumberSystem|))·(|has|·|#1|·(|OpenMath|)))·
964 (((|#1|)·.·T))·964 (((|#1|)·.·T))·
965 ((($)·.·T)·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|#1|)·.·T))·965 ((($)·.·T)·(((|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·((|#1|)·.·T))·
966 ((((|DoubleFloat|))·.·T))· 
967 ((((|DoubleFloat|)·(|DoubleFloatVector|)·(|DoubleFloatVector|))·.·T))·966 ((((|DoubleFloat|)·(|DoubleFloatVector|)·(|DoubleFloatVector|))·.·T))·
 967 ((((|DoubleFloat|))·.·T))·
968 (((|#2|)·.·T))·968 (((|#2|)·.·T))·
969 (((|#2|)·.·T)·(((|Integer|))·|has|·|#2|·(|LinearlyExplicitRingOver|·(|Integer|))))·969 (((|#2|)·.·T)·(((|Integer|))·|has|·|#2|·(|LinearlyExplicitRingOver|·(|Integer|))))·
970 ((((|Integer|)·|#1|)·.·T))·970 ((((|Integer|)·|#1|)·.·T))·
971 ((((|Character|))·.·T))·971 ((((|Character|))·.·T))·
972 (((|#1|)·.·T))·972 (((|#1|)·.·T))·
973 (|has|·|#2|·(|Group|))·973 (|has|·|#2|·(|Group|))·
974 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·974 (|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|))))·
Offset 2592, 16 lines modifiedOffset 2592, 16 lines modified
2592 ((((|Fraction|·(|Integer|)))·.·T)·(((|Integer|))·.·T))·2592 ((((|Fraction|·(|Integer|)))·.·T)·(((|Integer|))·.·T))·
2593 ((((|OutputForm|))·.·T))·2593 ((((|OutputForm|))·.·T))·
2594 (|has|·|#1|·(|CharacteristicZero|))·2594 (|has|·|#1|·(|CharacteristicZero|))·
2595 ((($)·|has|·|#1|·(|IntegralDomain|)))·2595 ((($)·|has|·|#1|·(|IntegralDomain|)))·
2596 ((((|OutputForm|))·.·T))·2596 ((((|OutputForm|))·.·T))·
2597 ((((|SparseUnivariateTaylorSeries|·|#1|·|#2|·|#3|))·|has|·|#1|·(|Field|)))·2597 ((((|SparseUnivariateTaylorSeries|·|#1|·|#2|·|#3|))·|has|·|#1|·(|Field|)))·
2598 ((((|Symbol|))·AND·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·2598 ((((|Symbol|))·AND·(|has|·|#1|·(SIGNATURE·*·(|#1|·(|NonNegativeInteger|)·|#1|)))·(|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|)))))·
2599 ((($·$)·OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|IntegralDomain|)))·((|#1|·|#1|)·.·T)·(((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))· 
2600 (((|#2|)·.·T))·2599 (((|#2|)·.·T))·
 2600 ((($·$)·OR·(|has|·|#1|·(|CommutativeRing|))·(|has|·|#1|·(|IntegralDomain|)))·((|#1|·|#1|)·.·T)·(((|Fraction|·(|Integer|))·(|Fraction|·(|Integer|)))·|has|·|#1|·(|Algebra|·(|Fraction|·(|Integer|)))))·
2601 (((|#1|·|#2|)·.·T))·2601 (((|#1|·|#2|)·.·T))·
2602 (OR·(|has|·|#1|·(|CharacteristicNonZero|))·(|has|·|#1|·(|Finite|)))·2602 (OR·(|has|·|#1|·(|CharacteristicNonZero|))·(|has|·|#1|·(|Finite|)))·
2603 ((((|Symbol|))·|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|))))·2603 ((((|Symbol|))·|has|·|#1|·(|PartialDifferentialRing|·(|Symbol|))))·
2604 (((|#1|·(|Integer|)·(|SingletonAsOrderedSet|))·.·T))·2604 (((|#1|·(|Integer|)·(|SingletonAsOrderedSet|))·.·T))·
2605 (|has|·|#1|·(|CharacteristicZero|))·2605 (|has|·|#1|·(|CharacteristicZero|))·
2606 ((((|Boolean|))·.·T))·2606 ((((|Boolean|))·.·T))·
2607 (((|#1|)·|has|·|#1|·(|CommutativeRing|))·(($)·.·T))·2607 (((|#1|)·|has|·|#1|·(|CommutativeRing|))·(($)·.·T))·
Offset 2973, 16 lines modifiedOffset 2973, 16 lines modified
2973 ((((|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|))·|has|·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|)·(|Evalable|·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|))))·2973 ((((|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|))·|has|·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|)·(|Evalable|·(|UnivariatePuiseuxSeriesWithExponentialSingularity|·|#1|·|#2|·|#3|·|#4|))))·
2974 (((|#1|·|#2|·|#3|·|#4|)·.·T))·2974 (((|#1|·|#2|·|#3|·|#4|)·.·T))·
2975 ((((|InputForm|))·|has|·(|NewSparseMultivariatePolynomial|·|#1|·(|OrderedVariableList|·|#2|))·(|ConvertibleTo|·(|InputForm|))))·2975 ((((|InputForm|))·|has|·(|NewSparseMultivariatePolynomial|·|#1|·(|OrderedVariableList|·|#2|))·(|ConvertibleTo|·(|InputForm|))))·
2976 (((|#1|)·.·T))·2976 (((|#1|)·.·T))·
2977 (((|#1|·|#1|)·.·T))·2977 (((|#1|·|#1|)·.·T))·
2978 (((|#1|)·.·T)·(($)·.·T)·(((|Fraction|·(|Integer|)))·.·T))·2978 (((|#1|)·.·T)·(($)·.·T)·(((|Fraction|·(|Integer|)))·.·T))·
2979 (((|#1|)·.·T))·2979 (((|#1|)·.·T))·
2980 (((|#1|)·.·T))· 
2981 (((|#1|·|#2|)·.·T))·2980 (((|#1|·|#2|)·.·T))·
 2981 (((|#1|)·.·T))·
2982 (((|#1|·|#2|)·.·T))·2982 (((|#1|·|#2|)·.·T))·
2983 (OR·(AND·(|has|·(|UnivariateTaylorSeries|·|#1|·|#2|·|#3|)·(|CharacteristicNonZero|))·(|has|·|#1|·(|Field|)))·(|has|·|#1|·(|CharacteristicNonZero|)))·2983 (OR·(AND·(|has|·(|UnivariateTaylorSeries|·|#1|·|#2|·|#3|)·(|CharacteristicNonZero|))·(|has|·|#1|·(|Field|)))·(|has|·|#1|·(|CharacteristicNonZero|)))·
2984 (((|#1|)·.·T))·2984 (((|#1|)·.·T))·
2985 (OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·2985 (OR·(|has|·|#1|·(|Field|))·(|has|·|#1|·(|IntegralDomain|)))·
2986 (((|#1|·|#2|·|#3|·|#4|)·.·T))·2986 (((|#1|·|#2|·|#3|·|#4|)·.·T))·
2987 (((|#1|·|#2|·|#3|·|#4|·|#5|·|#6|·|#7|·|#8|·|#9|)·.·T))·2987 (((|#1|·|#2|·|#3|·|#4|·|#5|·|#6|·|#7|·|#8|·|#9|)·.·T))·
2988 (OR·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|GcdDomain|))·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|PolynomialFactorizationExplicit|)))·2988 (OR·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|GcdDomain|))·(|has|·|#2|·(|IntegralDomain|))·(|has|·|#2|·(|PolynomialFactorizationExplicit|)))·
Offset 3562, 8 lines modifiedOffset 3562, 8 lines modified
3562 ((((|OutputForm|))·.·T))·3562 ((((|OutputForm|))·.·T))·
3563 (OR·(|has|·|#2|·(|AbelianSemiGroup|))·(|has|·|#2|·(|CancellationAbelianMonoid|))·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|Finite|))·(|has|·|#2|·(|Monoid|))·(|has|·|#2|·(|OrderedAbelianMonoidSup|))·(|has|·|#2|·(|OrderedRing|))·(|has|·|#2|·(|Ring|))·(|has|·|#2|·(|SetCategory|)))·3563 (OR·(|has|·|#2|·(|AbelianSemiGroup|))·(|has|·|#2|·(|CancellationAbelianMonoid|))·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|Finite|))·(|has|·|#2|·(|Monoid|))·(|has|·|#2|·(|OrderedAbelianMonoidSup|))·(|has|·|#2|·(|OrderedRing|))·(|has|·|#2|·(|Ring|))·(|has|·|#2|·(|SetCategory|)))·
3564 ((((|OutputForm|))·|has|·|#1|·(|SetCategory|)))·3564 ((((|OutputForm|))·|has|·|#1|·(|SetCategory|)))·
3565 (((|#1|·(|IndexedExponents|·|#2|)·|#2|)·.·T))·3565 (((|#1|·(|IndexedExponents|·|#2|)·|#2|)·.·T))·
3566 (((|#1|)·.·T))·3566 (((|#1|)·.·T))·
3567 (OR·(|has|·|#2|·(|CancellationAbelianMonoid|))·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|OrderedAbelianMonoidSup|))·(|has|·|#2|·(|OrderedRing|))·(|has|·|#2|·(|Ring|)))·3567 (OR·(|has|·|#2|·(|CancellationAbelianMonoid|))·(|has|·|#2|·(|CommutativeRing|))·(|has|·|#2|·(|Field|))·(|has|·|#2|·(|OrderedAbelianMonoidSup|))·(|has|·|#2|·(|OrderedRing|))·(|has|·|#2|·(|Ring|)))·
3568 (OR·(|has|·|#2|·(|OrderedAbelianMonoidSup|))·(|has|·|#2|·(|OrderedRing|)))·3568 (OR·(|has|·|#2|·(|OrderedAbelianMonoidSup|))·(|has|·|#2|·(|OrderedRing|)))·
3569 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ommutativeRing|)·196202)·((|d01amfAnnaType|·.·|NumericalIntegrationCategory|)·T)·((|IndexedDirectProductOrderedAbelianMonoidSup|·.·|AbelianMonoid|)·T)·((|SparseUnivariatePolynomial|·.·|SemiGroup|)·T)·((|NewSparseMultivariatePolynomial|·.·|IntegralDomain|)·196088)·((|SquareFreeRegularTriangularSet|·.·|HomogeneousAggregate|)·196072)·((|UnivariateLaurentSeriesConstructor|·.·|SetCategory|)·T)·((|AlgebraicFunctionField|·.·|AbelianMonoid|)·T)·((|FreeAbelianGroup|·.·|BasicType|)·T)·((|RectangularMatrix|·.·|Module|)·196001)·((|InnerSparseUnivariatePowerSeries|·.·|PartialDifferentialRing|)·195876)·((|DistributedMultivariatePolynomial|·.·|CoercibleTo|)·195850)·((|LinearOrdinaryDifferentialOperator2|·.·|BasicType|)·T)·((|IntegerMod|·.·|RightModule|)·195837)·((|Equation|·.·|SetCategory|)·195534)·((|UnivariatePuiseuxSeriesConstructor|·.·|LeftOreRing|)·195510)·((|d01gbfAnnaType|·.·|BasicType|)·T)·((|e04gcfAnnaType|·.·|SetCategory|)·T)·((|InnerFiniteField|·.·|CharacteristicNonZero|)·T)·((|MoebiusTransform|·.·|SetCategory|)·T)·((|SparseMultivariateTaylorSeries|·.·|BiModule|)·195311)·((|UnivariatePuiseuxSeriesConstructor|·.·|PrincipalIdealDomain|)·195287)·((|KeyedAccessFile|·.·|BasicType|)·T)·((|AlgebraicFunctionField|·.·|FieldOfPrimeCharacteristic|)·NIL)·((|WuWenTsunTriangularSet|·.·|TriangularSetCategory|)·195256)·((|ModularField|·.·|Ring|)·T)·((|SymmetricPolynomial|·.·|SetCategory|)·T)·((|SequentialDifferentialPolynomial|·.·|Algebra|)·195019)·((|U8Vector|·.·|Collection|)·194996)·((|BalancedPAdicInteger|·.·|Module|)·194983)·((|BinaryTournament|·.·|HomogeneousAggregate|)·194967)·((|SparseUnivariatePuiseuxSeries|·.·|EuclideanDomain|)·194943)·((|InnerPrimeField|·.·|CommutativeRing|)·T)·((|MachineComplex|·.·|CharacteristicNonZero|)·NIL)·((|UnivariateLaurentSeries|·.·|DifferentialRing|)·194786)·((|MyExpression|·.·|PartialDifferentialRing|)·194764)·((|PartialFraction|·.·|BasicType|)·T)·((|OrdinaryDifferentialRing|·.·|EuclideanDomain|)·194740)·((|RadicalFunctionField|·.·|RetractableTo|)·194545)·((|NewSparseUnivariatePolynomial|·.·|SemiGroup|)·T)·((|RightOpenIntervalRootCharacterization|·.·|RealRootCharacterizationCategory|)·194524)·((|Complex|·.·|IntegralDomain|)·194393)·((|PAdicRationalConstructor|·.·|LeftOreRing|)·T)·((|InnerSparseUnivariatePowerSeries|·.·|Ring|)·T)·((|ArrayStack|·.·|Type|)·T)·((|Set|·.·|FiniteSetAggregate|)·194377)·((|RegularChain|·.·|Collection|)·194296)·((|FortranScalarType|·.·|CoercibleTo|)·194270)·((|SparseUnivariatePolynomialExpressions|·.·|RetractableTo|)·194080)·((|AlgebraicFunctionField|·.·|BasicType|)·T)·((|ExponentialExpansion|·.·|Algebra|)·193952)·((|Multiset|·.·|Aggregate|)·T)·((|Float|·.·|RealNumberSystem|)·T)·((|Result|·.·|Collection|)·193885)·((|AssociationList|·.·|Aggregate|)·T)·((|NewSparseMultivariatePolynomial|·.·|CharacteristicNonZero|)·193845)·((|Quaternion|·.·|Algebra|)·193779)·((|MyExpression|·.·|SemiGroup|)·T)·((|PartialFraction|·.·|CoercibleTo|)·193753)·((|ResidueRing|·.·|AbelianMonoid|)·T)·((|PrimeField|·.·|Module|)·193707)·((|Point|·.·|InnerEvalable|)·193626)·((|UnivariateLaurentSeriesConstructor|·.·|SemiGroup|)·T)·((|EuclideanModularRing|·.·|AbelianGroup|)·T)·((|Expression|·.·|CancellationAbelianMonoid|)·193428)·((|NeitherSparseOrDensePowerSeries|·.·|Eltable|)·193345)·((|Library|·.·|DictionaryOperations|)·193278)·((|HomogeneousDistributedMultivariatePolynomial|·.·|UniqueFactorizationDomain|)·193228)·((|PositiveInteger|·.·|SemiGroup|)·T)·((|IndexedBits|·.·|Collection|)·193205)·((|UnivariateTaylorSeries|·.·|Algebra|)·193049)·((|IndexedDirectProductOrderedAbelianMonoidSup|·.·|CoercibleTo|)·193023)·((|Asp74|·.·|FortranProgramCategory|)·T)·((|U16Vector|·.·|ConvertibleTo|)·192998)·((|SquareMatrix|·.·|DifferentialRing|)·192963)·((|Quaternion|·.·|AbelianGroup|)·T)·((|DirectProduct|·.·|RightModule|)·192833)·((|Quaternion|·.·|DifferentialExtension|)·192817)·((|PolynomialRing|·.·|FullyRetractableTo|)·192801)·((|PseudoAlgebraicClosureOfAlgExtOfRationalNumber|·.·|CoercibleTo|)·192775)·((|UnivariateLaurentSeriesConstructor|·.·|OrderedAbelianSemiGroup|)·192706)·((|SparseMultivariateTaylorSeries|·.·|TrigonometricFunctionCategory|)·192655)·((|U8Matrix|·.·|HomogeneousAggregate|)·192632)·((|FortranExpression|·.·|RightModule|)·192616)·((|FiniteFieldCyclicGroupExtensionByPolynomial|·.·|Field|)·T)·((|Fraction|·.·|FullyEvalableOver|)·192600)·((|FiniteFieldNormalBasisExtensionByPolynomial|·.·|AbelianMonoid|)·T)·((|Quaternion|·.·|EntireRing|)·192543)·((|SetOfMIntegersInOneToN|·.·|SetCategory|)·T)·((|FiniteFieldExtensionByPolynomial|·.·|SemiGroup|)·T)·((|e04ucfAnnaType|·.·|BasicType|)·T)·((|SparseUnivariatePuiseuxSeries|·.·|LeftOreRing|)·192519)·((|PatternMatchListResult|·.·|BasicType|)·T)·((|FiniteFieldNormalBasis|·.·|Module|)·192445)·((|GeneralDistributedMultivariatePolynomial|·.·|AbelianSemiGroup|)·T)·((|DirectProductMatrixModule|·.·|BiModule|)·192308)·((|Interval|·.·|EntireRing|)·T)·((|BinaryExpansion|·.·|ConvertibleTo|)·192209)·((|DirectProductModule|·.·|BasicType|)·T)·((|FreeAbelianGroup|·.·|BiModule|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ariateLaurentSeriesConstructor|·.·|Rng|)·T)·((|Asp35|·.·|Type|)·T)·((|ComplexDoubleFloatVector|·.·|CoercibleTo|)·189308)·((|UnivariateSkewPolynomial|·.·|Module|)·189265)·((|Complex|·.·|AbelianGroup|)·T)·((|Equation|·.·|Rng|)·189185)·((|NewSparseUnivariatePolynomial|·.·|StepThrough|)·189155)·((|Fraction|·.·|AbelianGroup|)·T)·((|MyExpression|·.·|Field|)·189122)·((|SparseUnivariatePuiseuxSeries|·.·|GcdDomain|)·189098)·((|PAdicRationalConstructor|·.·|RetractableTo|)·188900)·((|ModuleOperator|·.·|BiModule|)·188852)·((|e04dgfAnnaType|·.·|BasicType|)·T)·((|InnerPrimeField|·.·|FiniteAlgebraicExtensionField|)·188839)·((|ModuleOperator|·.·|CancellationAbelianMonoid|)·T)·((|Asp6|·.·|Type|)·T)·((|WeightedPolynomials|·.·|BasicType|)·T)·((|PrimeField|·.·|Algebra|)·188793)·((|Float|·.·|AbelianGroup|)·T)·((|LieSquareMatrix|·.·|Monad|)·T)·((|DecimalExpansion|·.·|CommutativeRing|)·T)·((|PAdicInteger|·.·|SetCategory|)·T)·((|AlgebraicFunctionField|·.·|Monoid|)·T)·((|UnivariateFormalPowerSeries|·.·|AbelianMonoidRing|)·188754)·((|CardinalNumber|·.·|BasicType|)·T)·((|OrderedDirectProduct|·.·|OrderedAbelianMonoidSup|)·188712)·((|SplitHomogeneousDirectProduct|·.·|OrderedSet|)·188636)·((|SparseMultivariatePolynomial|·.·|Rng|)·T)·((|AssociationList|·.·|Type|)·T)·((|FiniteFieldCyclicGroupExtension|·.·|AbelianSemiGroup|)·T)·((|Polynomial|·.·|LeftOreRing|)·188554)·((|FiniteFieldExtensionByPolynomial|·.·|EuclideanDomain|)·T)·((|Permutation|·.·|OrderedSet|)·188496)·((|HomogeneousDirectProduct|·.·|DifferentialExtension|)·188464)·((|DecimalExpansion|·.·|PatternMatchable|)·188441)·((|NeitherSparseOrDensePowerSeries|·.·|IndexedAggregate|)·188370)·((|List|·.·|Eltable|)·188342)·((|OrderlyDifferentialPolynomial|·.·|InnerEvalable|)·188117)·((|FiniteFieldNormalBasisExtensionByPolynomial|·.·|Module|)·188058)·((|MyUnivariatePolynomial|·.·|FiniteAbelianMonoidRing|)·188019)·((|ComplexDoubleFloatVector|·.·|VectorCategory|)·187980)·((|ComplexDoubleFloatMatrix|·.·|MatrixCategory|)·187883)·((|Vector|·.·|VectorCategory|)·187867)·((|FiniteFieldCyclicGroup|·.·|AbelianGroup|)·T)·((|SingleInteger|·.·|Rng|)·T)·((|PositiveInteger|·.·|AbelianSemiGroup|)·T)·((|DistributedMultivariatePolynomial|·.·|AbelianMonoidRing|)·187799)·((|Pi|·.·|BasicType|)·T)·((|Integer|·.·|LinearlyExplicitRingOver|)·187776)·((|OrderlyDifferentialPolynomial|·.·|PolynomialFactorizationExplicit|)·187726)·((|SparseUnivariateLaurentSeries|·.·|RadicalCategory|)·187675)·((|ArrayStack|·.·|HomogeneousAggregate|)·187659)·((|HexadecimalExpansion|·.·|PolynomialFactorizationExplicit|)·NIL)·((|d01aqfAnnaType|·.·|CoercibleTo|)·187633)·((|KeyedAccessFile|·.·|InnerEvalable|)·187317)·((|Fraction|·.·|CharacteristicNonZero|)·187277)·((|FlexibleArray|·.·|LinearAggregate|)·187261)·((|PAdicInteger|·.·|RightModule|)·187248)·((|KeyedAccessFile|·.·|CoercibleTo|)·187222)·((|UnivariateSkewPolynomial|·.·|BasicType|)·T)·((|Factored|·.·|FullyEvalableOver|)·187206)·((|Product|·.·|Finite|)·187151)·((|ProjectiveSpace|·.·|SetCategoryWithDegree|)·T)·((|MyUnivariatePolynomial|·.·|EntireRing|)·187014)·((|PAdicRational|·.·|DifferentialRing|)·NIL)·((|AlgebraGivenByStructuralConstants|·.·|SetCategory|)·T)·((|DoubleFloat|·.·|SpecialFunctionCategory|)·T)·((|InfinitlyClosePoint|·.·|InfinitlyClosePointCategory|)·186958)·((|U8Matrix|·.·|SetCategory|)·T)·((|SquareFreeRegularTriangularSet|·.·|SquareFreeRegularTriangularSetCategory|)·186927)·((|PAdicRationalConstructor|·.·|IntegralDomain|)·T)·((|PseudoAlgebraicClosureOfAlgExtOfRationalNumber|·.·|PseudoAlgebraicClosureOfAlgExtOfRationalNumberCategory|)·T)·((|ModularField|·.·|DivisionRing|)·T)·((|UnivariateLaurentSeriesConstructor|·.·|EntireRing|)·186866)·((|FiniteFieldNormalBasisExtensionByPolynomial|·.·|Monoid|)·T)·((|AlgebraicNumber|·.·|CharacteristicZero|)·T)·((|UnivariateLaurentSeries|·.·|UnivariateLaurentSeriesCategory|)·186850)·((|UnivariateLaurentSeries|·.·|CharacteristicNonZero|)·186700)·((|UnivariateLaurentSeriesConstructor|·.·|UnivariateLaurentSeriesConstructorCategory|)·186679)·((|UnivariatePuiseuxSeriesConstructor|·.·|UnivariatePuiseuxSeriesConstructorCategory|)·186658)·((|UnivariateTaylorSeries|·.·|UnivariateTaylorSeriesCategory|)·186642)·((|InnerSparseUnivariatePowerSeries|·.·|AbelianGroup|)·T)·((|Asp77|·.·|Type|)·T)·((|Asp55|·.·|Type|)·T)[·...·truncated·by·diffoscope;·len:·248770,·SHA:·9316ff46571acb4e82f135958026dbcf736250f76eba6980dbcf7fcf80eebe2b·...·]|)·T)·((|SplitHomogeneousDirectProduct|·.·|AbelianGroup|)·13441)·((|SplitHomogeneousDirectProduct|·.·|InnerEvalable|)·13360)·((|PseudoAlgebraicClosureOfRationalNumber|·.·|BiModule|)·13287)·((|AlgebraicFunctionField|·.·|BiModule|)·13170)·((|GeneralPolynomialSet|·.·|Type|)·T)·((|SquareMatrix|·.·|Rng|)·T)·((|InnerTaylorSeries|·.·|IntegralDomain|)·13137)·((|Integer|·.·|Rng|)·T)·((|UnivariatePuiseuxSeries|·.·|TrigonometricFunctionCategory|)·13086)·((|SimpleAlgebraicExtension|·.·|Ring|)·T)·((|DenavitHartenbergMatrix|·.·|HomogeneousAggregate|)·13070)·((|Asp9|·.·|Type|)·T)·((|IndexedList|·.·|LinearAggregate|)·13054)·((|StringTable|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ommutativeRing|)·196202)·((|d01amfAnnaType|·.·|NumericalIntegrationCategory|)·T)·((|IndexedDirectProductOrderedAbelianMonoidSup|·.·|AbelianMonoid|)·T)·((|SparseUnivariatePolynomial|·.·|SemiGroup|)·T)·((|NewSparseMultivariatePolynomial|·.·|IntegralDomain|)·196088)·((|SquareFreeRegularTriangularSet|·.·|HomogeneousAggregate|)·196072)·((|UnivariateLaurentSeriesConstructor|·.·|SetCategory|)·T)·((|AlgebraicFunctionField|·.·|AbelianMonoid|)·T)·((|FreeAbelianGroup|·.·|BasicType|)·T)·((|RectangularMatrix|·.·|Module|)·196001)·((|InnerSparseUnivariatePowerSeries|·.·|PartialDifferentialRing|)·195876)·((|DistributedMultivariatePolynomial|·.·|CoercibleTo|)·195850)·((|LinearOrdinaryDifferentialOperator2|·.·|BasicType|)·T)·((|IntegerMod|·.·|RightModule|)·195837)·((|Equation|·.·|SetCategory|)·195534)·((|UnivariatePuiseuxSeriesConstructor|·.·|LeftOreRing|)·195510)·((|d01gbfAnnaType|·.·|BasicType|)·T)·((|e04gcfAnnaType|·.·|SetCategory|)·T)·((|InnerFiniteField|·.·|CharacteristicNonZero|)·T)·((|MoebiusTransform|·.·|SetCategory|)·T)·((|SparseMultivariateTaylorSeries|·.·|BiModule|)·195311)·((|UnivariatePuiseuxSeriesConstructor|·.·|PrincipalIdealDomain|)·195287)·((|KeyedAccessFile|·.·|BasicType|)·T)·((|AlgebraicFunctionField|·.·|FieldOfPrimeCharacteristic|)·NIL)·((|WuWenTsunTriangularSet|·.·|TriangularSetCategory|)·195256)·((|ModularField|·.·|Ring|)·T)·((|SymmetricPolynomial|·.·|SetCategory|)·T)·((|SequentialDifferentialPolynomial|·.·|Algebra|)·195019)·((|U8Vector|·.·|Collection|)·194996)·((|BalancedPAdicInteger|·.·|Module|)·194983)·((|BinaryTournament|·.·|HomogeneousAggregate|)·194967)·((|SparseUnivariatePuiseuxSeries|·.·|EuclideanDomain|)·194943)·((|InnerPrimeField|·.·|CommutativeRing|)·T)·((|MachineComplex|·.·|CharacteristicNonZero|)·NIL)·((|UnivariateLaurentSeries|·.·|DifferentialRing|)·194786)·((|MyExpression|·.·|PartialDifferentialRing|)·194764)·((|PartialFraction|·.·|BasicType|)·T)·((|OrdinaryDifferentialRing|·.·|EuclideanDomain|)·194740)·((|RadicalFunctionField|·.·|RetractableTo|)·194545)·((|NewSparseUnivariatePolynomial|·.·|SemiGroup|)·T)·((|RightOpenIntervalRootCharacterization|·.·|RealRootCharacterizationCategory|)·194524)·((|Complex|·.·|IntegralDomain|)·194393)·((|PAdicRationalConstructor|·.·|LeftOreRing|)·T)·((|InnerSparseUnivariatePowerSeries|·.·|Ring|)·T)·((|ArrayStack|·.·|Type|)·T)·((|Set|·.·|FiniteSetAggregate|)·194377)·((|RegularChain|·.·|Collection|)·194296)·((|FortranScalarType|·.·|CoercibleTo|)·194270)·((|SparseUnivariatePolynomialExpressions|·.·|RetractableTo|)·194080)·((|AlgebraicFunctionField|·.·|BasicType|)·T)·((|ExponentialExpansion|·.·|Algebra|)·193952)·((|Multiset|·.·|Aggregate|)·T)·((|Float|·.·|RealNumberSystem|)·T)·((|Result|·.·|Collection|)·193885)·((|AssociationList|·.·|Aggregate|)·T)·((|NewSparseMultivariatePolynomial|·.·|CharacteristicNonZero|)·193845)·((|Quaternion|·.·|Algebra|)·193779)·((|MyExpression|·.·|SemiGroup|)·T)·((|PartialFraction|·.·|CoercibleTo|)·193753)·((|ResidueRing|·.·|AbelianMonoid|)·T)·((|PrimeField|·.·|Module|)·193707)·((|Point|·.·|InnerEvalable|)·193626)·((|UnivariateLaurentSeriesConstructor|·.·|SemiGroup|)·T)·((|EuclideanModularRing|·.·|AbelianGroup|)·T)·((|Expression|·.·|CancellationAbelianMonoid|)·193428)·((|NeitherSparseOrDensePowerSeries|·.·|Eltable|)·193345)·((|Library|·.·|DictionaryOperations|)·193278)·((|HomogeneousDistributedMultivariatePolynomial|·.·|UniqueFactorizationDomain|)·193228)·((|PositiveInteger|·.·|SemiGroup|)·T)·((|IndexedBits|·.·|Collection|)·193205)·((|UnivariateTaylorSeries|·.·|Algebra|)·193049)·((|IndexedDirectProductOrderedAbelianMonoidSup|·.·|CoercibleTo|)·193023)·((|Asp74|·.·|FortranProgramCategory|)·T)·((|U16Vector|·.·|ConvertibleTo|)·192998)·((|SquareMatrix|·.·|DifferentialRing|)·192963)·((|Quaternion|·.·|AbelianGroup|)·T)·((|DirectProduct|·.·|RightModule|)·192833)·((|Quaternion|·.·|DifferentialExtension|)·192817)·((|PolynomialRing|·.·|FullyRetractableTo|)·192801)·((|PseudoAlgebraicClosureOfAlgExtOfRationalNumber|·.·|CoercibleTo|)·192775)·((|UnivariateLaurentSeriesConstructor|·.·|OrderedAbelianSemiGroup|)·192706)·((|SparseMultivariateTaylorSeries|·.·|TrigonometricFunctionCategory|)·192655)·((|U8Matrix|·.·|HomogeneousAggregate|)·192632)·((|FortranExpression|·.·|RightModule|)·192616)·((|FiniteFieldCyclicGroupExtensionByPolynomial|·.·|Field|)·T)·((|Fraction|·.·|FullyEvalableOver|)·192600)·((|FiniteFieldNormalBasisExtensionByPolynomial|·.·|AbelianMonoid|)·T)·((|Quaternion|·.·|EntireRing|)·192543)·((|SetOfMIntegersInOneToN|·.·|SetCategory|)·T)·((|FiniteFieldExtensionByPolynomial|·.·|SemiGroup|)·T)·((|e04ucfAnnaType|·.·|BasicType|)·T)·((|SparseUnivariatePuiseuxSeries|·.·|LeftOreRing|)·192519)·((|PatternMatchListResult|·.·|BasicType|)·T)·((|FiniteFieldNormalBasis|·.·|Module|)·192445)·((|GeneralDistributedMultivariatePolynomial|·.·|AbelianSemiGroup|)·T)·((|DirectProductMatrixModule|·.·|BiModule|)·192308)·((|Interval|·.·|EntireRing|)·T)·((|BinaryExpansion|·.·|ConvertibleTo|)·192209)·((|DirectProductModule|·.·|BasicType|)·T)·((|FreeAbelianGroup|·.·|BiModule|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ariateLaurentSeriesConstructor|·.·|Rng|)·T)·((|Asp35|·.·|Type|)·T)·((|ComplexDoubleFloatVector|·.·|CoercibleTo|)·189308)·((|UnivariateSkewPolynomial|·.·|Module|)·189265)·((|Complex|·.·|AbelianGroup|)·T)·((|Equation|·.·|Rng|)·189185)·((|NewSparseUnivariatePolynomial|·.·|StepThrough|)·189155)·((|Fraction|·.·|AbelianGroup|)·T)·((|MyExpression|·.·|Field|)·189122)·((|SparseUnivariatePuiseuxSeries|·.·|GcdDomain|)·189098)·((|PAdicRationalConstructor|·.·|RetractableTo|)·188900)·((|ModuleOperator|·.·|BiModule|)·188852)·((|e04dgfAnnaType|·.·|BasicType|)·T)·((|InnerPrimeField|·.·|FiniteAlgebraicExtensionField|)·188839)·((|ModuleOperator|·.·|CancellationAbelianMonoid|)·T)·((|Asp6|·.·|Type|)·T)·((|WeightedPolynomials|·.·|BasicType|)·T)·((|PrimeField|·.·|Algebra|)·188793)·((|Float|·.·|AbelianGroup|)·T)·((|LieSquareMatrix|·.·|Monad|)·T)·((|DecimalExpansion|·.·|CommutativeRing|)·T)·((|PAdicInteger|·.·|SetCategory|)·T)·((|AlgebraicFunctionField|·.·|Monoid|)·T)·((|UnivariateFormalPowerSeries|·.·|AbelianMonoidRing|)·188754)·((|CardinalNumber|·.·|BasicType|)·T)·((|OrderedDirectProduct|·.·|OrderedAbelianMonoidSup|)·188712)·((|SplitHomogeneousDirectProduct|·.·|OrderedSet|)·188636)·((|SparseMultivariatePolynomial|·.·|Rng|)·T)·((|AssociationList|·.·|Type|)·T)·((|FiniteFieldCyclicGroupExtension|·.·|AbelianSemiGroup|)·T)·((|Polynomial|·.·|LeftOreRing|)·188554)·((|FiniteFieldExtensionByPolynomial|·.·|EuclideanDomain|)·T)·((|Permutation|·.·|OrderedSet|)·188496)·((|HomogeneousDirectProduct|·.·|DifferentialExtension|)·188464)·((|DecimalExpansion|·.·|PatternMatchable|)·188441)·((|NeitherSparseOrDensePowerSeries|·.·|IndexedAggregate|)·188370)·((|List|·.·|Eltable|)·188342)·((|OrderlyDifferentialPolynomial|·.·|InnerEvalable|)·188117)·((|FiniteFieldNormalBasisExtensionByPolynomial|·.·|Module|)·188058)·((|MyUnivariatePolynomial|·.·|FiniteAbelianMonoidRing|)·188019)·((|ComplexDoubleFloatVector|·.·|VectorCategory|)·187980)·((|ComplexDoubleFloatMatrix|·.·|MatrixCategory|)·187883)·((|Vector|·.·|VectorCategory|)·187867)·((|FiniteFieldCyclicGroup|·.·|AbelianGroup|)·T)·((|SingleInteger|·.·|Rng|)·T)·((|PositiveInteger|·.·|AbelianSemiGroup|)·T)·((|DistributedMultivariatePolynomial|·.·|AbelianMonoidRing|)·187799)·((|Pi|·.·|BasicType|)·T)·((|Integer|·.·|LinearlyExplicitRingOver|)·187776)·((|OrderlyDifferentialPolynomial|·.·|PolynomialFactorizationExplicit|)·187726)·((|SparseUnivariateLaurentSeries|·.·|RadicalCategory|)·187675)·((|ArrayStack|·.·|HomogeneousAggregate|)·187659)·((|HexadecimalExpansion|·.·|PolynomialFactorizationExplicit|)·NIL)·((|d01aqfAnnaType|·.·|CoercibleTo|)·187633)·((|KeyedAccessFile|·.·|InnerEvalable|)·187317)·((|Fraction|·.·|CharacteristicNonZero|)·187277)·((|FlexibleArray|·.·|LinearAggregate|)·187261)·((|PAdicInteger|·.·|RightModule|)·187248)·((|KeyedAccessFile|·.·|CoercibleTo|)·187222)·((|UnivariateSkewPolynomial|·.·|BasicType|)·T)·((|Factored|·.·|FullyEvalableOver|)·187206)·((|Product|·.·|Finite|)·187151)·((|ProjectiveSpace|·.·|SetCategoryWithDegree|)·T)·((|MyUnivariatePolynomial|·.·|EntireRing|)·187014)·((|PAdicRational|·.·|DifferentialRing|)·NIL)·((|AlgebraGivenByStructuralConstants|·.·|SetCategory|)·T)·((|DoubleFloat|·.·|SpecialFunctionCategory|)·T)·((|InfinitlyClosePoint|·.·|InfinitlyClosePointCategory|)·186958)·((|U8Matrix|·.·|SetCategory|)·T)·((|SquareFreeRegularTriangularSet|·.·|SquareFreeRegularTriangularSetCategory|)·186927)·((|PAdicRationalConstructor|·.·|IntegralDomain|)·T)·((|PseudoAlgebraicClosureOfAlgExtOfRationalNumber|·.·|PseudoAlgebraicClosureOfAlgExtOfRationalNumberCategory|)·T)·((|ModularField|·.·|DivisionRing|)·T)·((|UnivariateLaurentSeriesConstructor|·.·|EntireRing|)·186866)·((|FiniteFieldNormalBasisExtensionByPolynomial|·.·|Monoid|)·T)·((|AlgebraicNumber|·.·|CharacteristicZero|)·T)·((|UnivariateLaurentSeries|·.·|UnivariateLaurentSeriesCategory|)·186850)·((|UnivariateLaurentSeries|·.·|CharacteristicNonZero|)·186700)·((|UnivariateLaurentSeriesConstructor|·.·|UnivariateLaurentSeriesConstructorCategory|)·186679)·((|UnivariateTaylorSeries|·.·|UnivariateTaylorSeriesCategory|)·186663)·((|UnivariateTaylorSeries|·.·|Rng|)·T)·((|InnerSparseUnivariatePowerSeries|·.·|AbelianGroup|)·T)·((|Asp77|·.·|Type|)·T)·((|Asp55|·.·|Type|)·T)·((|Asp33|·.·|Type|)·T)·((|UnivariatePuiseuxSeriesConstr[·...·truncated·by·diffoscope;·len:·248770,·SHA:·d592426d1723d0a9fc29d5c034fb9f99eeb57430beae4620e1219b75e1d6bbd4·...·]|)·T)·((|SplitHomogeneousDirectProduct|·.·|AbelianGroup|)·13441)·((|SplitHomogeneousDirectProduct|·.·|InnerEvalable|)·13360)·((|PseudoAlgebraicClosureOfRationalNumber|·.·|BiModule|)·13287)·((|AlgebraicFunctionField|·.·|BiModule|)·13170)·((|GeneralPolynomialSet|·.·|Type|)·T)·((|SquareMatrix|·.·|Rng|)·T)·((|InnerTaylorSeries|·.·|IntegralDomain|)·13137)·((|Integer|·.·|Rng|)·T)·((|UnivariatePuiseuxSeries|·.·|TrigonometricFunctionCategory|)·13086)·((|SimpleAlgebraicExtension|·.·|Ring|)·T)·((|DenavitHartenbergMatrix|·.·|HomogeneousAggregate|)·13070)·((|Asp9|·.·|Type|)·T)·((|IndexedList|·.·|LinearAggregate|)·13054)·((|StringTable|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7.38 MB
./usr/share/axiom-20210105dp1/algebra/interp.daase
    
Offset 1, 39 lines modifiedOffset 1, 39 lines modified
  
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4 NIL·4 NIL·
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6 NIL·6 NIL·
7 (((|ArbitraryPrecisionAttribute|)·(|Category|))·(T·|ArbitraryPrecisionAttribute|))·7 (((|ApproximateAttribute|)·(|Category|))·(T·|ApproximateAttribute|))·
8 NIL·8 NIL·
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13 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·13 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
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 15 (((|ArcHyperbolicFunctionCategory|)·(|Category|))·(T·|ArcHyperbolicFunctionCategory|))·
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27 (((|ArcHyperbolicFunctionCategory|)·(|Category|))·(T·|ArcHyperbolicFunctionCategory|))· 
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29 (|Join|·(CATEGORY·|domain|·(SIGNATURE·|acosh|·($·$))·(SIGNATURE·|acoth|·($·$))·(SIGNATURE·|acsch|·($·$))·(SIGNATURE·|asech|·($·$))·(SIGNATURE·|asinh|·($·$))·(SIGNATURE·|atanh|·($·$))))· 
30 NIL·30 NIL·
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34 NIL·34 NIL·
35 (((|CanonicalAttribute|)·(|Category|))·(T·|CanonicalAttribute|))·35 (((|CanonicalAttribute|)·(|Category|))·(T·|CanonicalAttribute|))·
36 NIL·36 NIL·
37 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·37 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
38 NIL·38 NIL·
Offset 45, 51 lines modifiedOffset 45, 51 lines modified
45 NIL·45 NIL·
46 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·46 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
47 NIL·47 NIL·
48 (((|JacobiIdentityAttribute|)·(|Category|))·(T·|JacobiIdentityAttribute|))·48 (((|JacobiIdentityAttribute|)·(|Category|))·(T·|JacobiIdentityAttribute|))·
49 NIL·49 NIL·
50 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·50 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
51 NIL·51 NIL·
52 (((|LazyRepresentationAttribute|)·(|Category|))·(T·|LazyRepresentationAttribute|))·52 (((|MultiplicativeValuationAttribute|)·(|Category|))·(T·|MultiplicativeValuationAttribute|))·
53 NIL·53 NIL·
54 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·54 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
55 NIL·55 NIL·
56 (((|LeftUnitaryAttribute|)·(|Category|))·(T·|LeftUnitaryAttribute|))·56 (((|LeftUnitaryAttribute|)·(|Category|))·(T·|LeftUnitaryAttribute|))·
57 NIL·57 NIL·
58 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·58 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
59 NIL·59 NIL·
60 (((|MultiplicativeValuationAttribute|)·(|Category|))·(T·|MultiplicativeValuationAttribute|))·60 (((|LazyRepresentationAttribute|)·(|Category|))·(T·|LazyRepresentationAttribute|))·
61 NIL·61 NIL·
62 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·62 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
63 NIL·63 NIL·
64 (((|NoZeroDivisorsAttribute|)·(|Category|))·(T·|NoZeroDivisorsAttribute|))·64 (((|PartiallyOrderedSetAttribute|)·(|Category|))·(T·|PartiallyOrderedSetAttribute|))·
65 NIL·65 NIL·
66 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·66 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
67 NIL·67 NIL·
68 (((|PartiallyOrderedSetAttribute|)·(|Category|))·(T·|PartiallyOrderedSetAttribute|))·68 (((|NotherianAttribute|)·(|Category|))·(T·|NotherianAttribute|))·
69 NIL·69 NIL·
70 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·70 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
71 NIL·71 NIL·
72 (((|NullSquareAttribute|)·(|Category|))·(T·|NullSquareAttribute|))·72 (((|NoZeroDivisorsAttribute|)·(|Category|))·(T·|NoZeroDivisorsAttribute|))·
73 NIL·73 NIL·
74 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·74 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
75 NIL·75 NIL·
76 (((|NotherianAttribute|)·(|Category|))·(T·|NotherianAttribute|))·76 (((|NullSquareAttribute|)·(|Category|))·(T·|NullSquareAttribute|))·
77 NIL·77 NIL·
78 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·78 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
79 NIL·79 NIL·
80 (((|RightUnitaryAttribute|)·(|Category|))·(T·|RightUnitaryAttribute|))·80 (((|RightUnitaryAttribute|)·(|Category|))·(T·|RightUnitaryAttribute|))·
81 NIL·81 NIL·
82 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·82 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
83 NIL·83 NIL·
84 (((|UnitsKnownAttribute|)·(|Category|))·(T·|UnitsKnownAttribute|))·84 (((|ShallowlyMutableAttribute|)·(|Category|))·(T·|ShallowlyMutableAttribute|))·
85 NIL·85 NIL·
86 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·86 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
87 NIL·87 NIL·
88 (((|ShallowlyMutableAttribute|)·(|Category|))·(T·|ShallowlyMutableAttribute|))·88 (((|UnitsKnownAttribute|)·(|Category|))·(T·|UnitsKnownAttribute|))·
89 NIL·89 NIL·
90 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·90 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|nil|)))·
91 NIL·91 NIL·
92 (((|AttributeRegistry|)·(|Category|))·(T·|AttributeRegistry|))·92 (((|AttributeRegistry|)·(|Category|))·(T·|AttributeRegistry|))·
93 NIL·93 NIL·
94 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|finiteAggregate|)·(ATTRIBUTE·(|commutative|·"*"))·(ATTRIBUTE·|shallowlyMutable|)·(ATTRIBUTE·|unitsKnown|)·(ATTRIBUTE·|leftUnitary|)·(ATTRIBUTE·|rightUnitary|)·(ATTRIBUTE·|noZeroDivisors|)·(ATTRIBUTE·|canonicalUnitNormal|)·(ATTRIBUTE·|canonicalsClosed|)·(ATTRIBUTE·|arbitraryPrecision|)·(ATTRIBUTE·|partiallyOrderedSet|)·(ATTRIBUTE·|central|)·(ATTRIBUTE·|noetherian|)·(ATTRIBUTE·|additiveValuation|)·(ATTRIBUTE·|multiplicativeValuation|)·(ATTRIBUTE·|NullSquare|)·(ATTRIBUTE·|JacobiIdentity|)·(ATTRIBUTE·|canonical|)·(ATTRIBUTE·|approximate|)))·94 (|Join|·(CATEGORY·|package|·(ATTRIBUTE·|finiteAggregate|)·(ATTRIBUTE·(|commutative|·"*"))·(ATTRIBUTE·|shallowlyMutable|)·(ATTRIBUTE·|unitsKnown|)·(ATTRIBUTE·|leftUnitary|)·(ATTRIBUTE·|rightUnitary|)·(ATTRIBUTE·|noZeroDivisors|)·(ATTRIBUTE·|canonicalUnitNormal|)·(ATTRIBUTE·|canonicalsClosed|)·(ATTRIBUTE·|arbitraryPrecision|)·(ATTRIBUTE·|partiallyOrderedSet|)·(ATTRIBUTE·|central|)·(ATTRIBUTE·|noetherian|)·(ATTRIBUTE·|additiveValuation|)·(ATTRIBUTE·|multiplicativeValuation|)·(ATTRIBUTE·|NullSquare|)·(ATTRIBUTE·|JacobiIdentity|)·(ATTRIBUTE·|canonical|)·(ATTRIBUTE·|approximate|)))·
95 ((~=·(((|Boolean|)·$·$)·9)))·95 ((~=·(((|Boolean|)·$·$)·9)))·
Offset 100, 177 lines modifiedOffset 100, 177 lines modified
100 (((|CombinatorialFunctionCategory|)·(|Category|))·(T·|CombinatorialFunctionCategory|))·100 (((|CombinatorialFunctionCategory|)·(|Category|))·(T·|CombinatorialFunctionCategory|))·
101 ((|permutation|·(*1·*1·*1·*1)·(|ofCategory|·*1·(|CombinatorialFunctionCategory|)))·(|factorial|·(*1·*1·*1)·(|ofCategory|·*1·(|CombinatorialFunctionCategory|)))·(|binomial|·(*1·*1·*1·*1)·(|ofCategory|·*1·(|CombinatorialFunctionCategory|))))·101 ((|permutation|·(*1·*1·*1·*1)·(|ofCategory|·*1·(|CombinatorialFunctionCategory|)))·(|factorial|·(*1·*1·*1)·(|ofCategory|·*1·(|CombinatorialFunctionCategory|)))·(|binomial|·(*1·*1·*1·*1)·(|ofCategory|·*1·(|CombinatorialFunctionCategory|))))·
102 (|Join|·(CATEGORY·|domain|·(SIGNATURE·|binomial|·($·$·$))·(SIGNATURE·|factorial|·($·$))·(SIGNATURE·|permutation|·($·$·$))))·102 (|Join|·(CATEGORY·|domain|·(SIGNATURE·|binomial|·($·$·$))·(SIGNATURE·|factorial|·($·$))·(SIGNATURE·|permutation|·($·$·$))))·
103 ((|elt|·((|#2|·$·|#1|)·6)))·103 ((|elt|·((|#2|·$·|#1|)·6)))·
104 (((|Eltable|·|#1|·|#2|)·(|Category|)·(|SetCategory|)·(|Type|))·(T·|Eltable|))·104 (((|Eltable|·|#1|·|#2|)·(|Category|)·(|SetCategory|)·(|Type|))·(T·|Eltable|))·
105 ((|elt|·(*1·*2·*1·*3)·(AND·(|ofCategory|·*1·(|Eltable|·*3·*2))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*2·(|Type|)))))·105 ((|elt|·(*1·*2·*1·*3)·(AND·(|ofCategory|·*1·(|Eltable|·*3·*2))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*2·(|Type|)))))·
106 (|Join|·(CATEGORY·|domain|·(SIGNATURE·|elt|·(|t#2|·$·|t#1|))))·106 (|Join|·(CATEGORY·|domain|·(SIGNATURE·|elt|·(|t#2|·$·|t#1|))))·
107 ((|bitTruth|·(((|Boolean|)·(|Integer|)·(|Integer|))·10))·(|bitLength|·(((|Integer|)·(|Integer|))·7))·(|bitCoef|·(((|Integer|)·(|Integer|)·(|Integer|))·8)))· 
108 (((|IntegerBits|)·(CATEGORY·|package|·(SIGNATURE·|bitLength|·((|Integer|)·(|Integer|)))·(SIGNATURE·|bitCoef|·((|Integer|)·(|Integer|)·(|Integer|)))·(SIGNATURE·|bitTruth|·((|Boolean|)·(|Integer|)·(|Integer|)))))·(T·|IntegerBits|))· 
109 ((|bitTruth|·(*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|IntegerBits|))))·(|bitCoef|·(*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|IntegerBits|))))·(|bitLength|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|IntegerBits|)))))· 
110 (CATEGORY·|package|·(SIGNATURE·|bitLength|·((|Integer|)·(|Integer|)))·(SIGNATURE·|bitCoef|·((|Integer|)·(|Integer|)·(|Integer|)))·(SIGNATURE·|bitTruth|·((|Boolean|)·(|Integer|)·(|Integer|))))· 
111 ((|in?|·(((|Boolean|)·(|DoubleFloat|))·10)))· 
112 (((|ExpertSystemContinuityPackage1|·|#1|·|#2|)·(CATEGORY·|package|·(SIGNATURE·|in?|·((|Boolean|)·(|DoubleFloat|))))·(|DoubleFloat|)·(|DoubleFloat|))·(T·|ExpertSystemContinuityPackage1|))· 
113 ((|in?|·(*1·*2·*3)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ExpertSystemContinuityPackage1|·*4·*5))·(|ofType|·*4·*3)·(|ofType|·*5·*3))))· 
114 (CATEGORY·|package|·(SIGNATURE·|in?|·((|Boolean|)·(|DoubleFloat|))))· 
115 ((~=·(((|Boolean|)·$·$)·7))·(=·(((|Boolean|)·$·$)·6)))· 
116 (((|BasicType|)·(|Category|))·(T·|BasicType|))· 
117 ((~=·(*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|BasicType|))·(|isDomain|·*2·(|Boolean|))))·(=·(*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|BasicType|))·(|isDomain|·*2·(|Boolean|)))))· 
118 (|Join|·(CATEGORY·|domain|·(SIGNATURE·=·((|Boolean|)·$·$))·(SIGNATURE·~=·((|Boolean|)·$·$))))· 
119 ((|screenResolution|·(((|Integer|)·(|Integer|))·30)·(((|Integer|))·22))·(|minPoints|·(((|Integer|)·(|Integer|))·26)·(((|Integer|))·18))·(|maxPoints|·(((|Integer|)·(|Integer|))·28)·(((|Integer|))·20))·(|drawToScale|·(((|Boolean|)·(|Boolean|))·12)·(((|Boolean|))·10))·(|clipPointsDefault|·(((|Boolean|)·(|Boolean|))·11)·(((|Boolean|))·9))·(|adaptive|·(((|Boolean|)·(|Boolean|))·24)·(((|Boolean|))·15)))·107 ((|screenResolution|·(((|Integer|)·(|Integer|))·30)·(((|Integer|))·22))·(|minPoints|·(((|Integer|)·(|Integer|))·26)·(((|Integer|))·18))·(|maxPoints|·(((|Integer|)·(|Integer|))·28)·(((|Integer|))·20))·(|drawToScale|·(((|Boolean|)·(|Boolean|))·12)·(((|Boolean|))·10))·(|clipPointsDefault|·(((|Boolean|)·(|Boolean|))·11)·(((|Boolean|))·9))·(|adaptive|·(((|Boolean|)·(|Boolean|))·24)·(((|Boolean|))·15)))·
120 (((|GraphicsDefaults|)·(CATEGORY·|package|·(SIGNATURE·|clipPointsDefault|·((|Boolean|)))·(SIGNATURE·|drawToScale|·((|Boolean|)))·(SIGNATURE·|clipPointsDefault|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|drawToScale|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|adaptive|·((|Boolean|)))·(SIGNATURE·|maxPoints|·((|Integer|)))·(SIGNATURE·|minPoints|·((|Integer|)))·(SIGNATURE·|screenResolution|·((|Integer|)))·(SIGNATURE·|adaptive|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|maxPoints|·((|Integer|)·(|Integer|)))·(SIGNATURE·|minPoints|·((|Integer|)·(|Integer|)))·(SIGNATURE·|screenResolution|·((|Integer|)·(|Integer|)))))·(T·|GraphicsDefaults|))·108 (((|GraphicsDefaults|)·(CATEGORY·|package|·(SIGNATURE·|clipPointsDefault|·((|Boolean|)))·(SIGNATURE·|drawToScale|·((|Boolean|)))·(SIGNATURE·|clipPointsDefault|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|drawToScale|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|adaptive|·((|Boolean|)))·(SIGNATURE·|maxPoints|·((|Integer|)))·(SIGNATURE·|minPoints|·((|Integer|)))·(SIGNATURE·|screenResolution|·((|Integer|)))·(SIGNATURE·|adaptive|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|maxPoints|·((|Integer|)·(|Integer|)))·(SIGNATURE·|minPoints|·((|Integer|)·(|Integer|)))·(SIGNATURE·|screenResolution|·((|Integer|)·(|Integer|)))))·(T·|GraphicsDefaults|))·
121 ((|screenResolution|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|minPoints|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|maxPoints|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|adaptive|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|screenResolution|·(*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|minPoints|·(*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|maxPoints|·(*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|adaptive|·(*1·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|drawToScale|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|clipPointsDefault|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|drawToScale|·(*1·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|clipPointsDefault|·(*1·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|GraphicsDefaults|)))))·109 ((|screenResolution|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|minPoints|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|maxPoints|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|adaptive|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|screenResolution|·(*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|minPoints|·(*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|maxPoints|·(*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|adaptive|·(*1·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|drawToScale|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|clipPointsDefault|·(*1·*2·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|drawToScale|·(*1·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|GraphicsDefaults|))))·(|clipPointsDefault|·(*1·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|GraphicsDefaults|)))))·
122 (CATEGORY·|package|·(SIGNATURE·|clipPointsDefault|·((|Boolean|)))·(SIGNATURE·|drawToScale|·((|Boolean|)))·(SIGNATURE·|clipPointsDefault|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|drawToScale|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|adaptive|·((|Boolean|)))·(SIGNATURE·|maxPoints|·((|Integer|)))·(SIGNATURE·|minPoints|·((|Integer|)))·(SIGNATURE·|screenResolution|·((|Integer|)))·(SIGNATURE·|adaptive|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|maxPoints|·((|Integer|)·(|Integer|)))·(SIGNATURE·|minPoints|·((|Integer|)·(|Integer|)))·(SIGNATURE·|screenResolution|·((|Integer|)·(|Integer|))))·110 (CATEGORY·|package|·(SIGNATURE·|clipPointsDefault|·((|Boolean|)))·(SIGNATURE·|drawToScale|·((|Boolean|)))·(SIGNATURE·|clipPointsDefault|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|drawToScale|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|adaptive|·((|Boolean|)))·(SIGNATURE·|maxPoints|·((|Integer|)))·(SIGNATURE·|minPoints|·((|Integer|)))·(SIGNATURE·|screenResolution|·((|Integer|)))·(SIGNATURE·|adaptive|·((|Boolean|)·(|Boolean|)))·(SIGNATURE·|maxPoints|·((|Integer|)·(|Integer|)))·(SIGNATURE·|minPoints|·((|Integer|)·(|Integer|)))·(SIGNATURE·|screenResolution|·((|Integer|)·(|Integer|))))·
123 ((|coerce|·((|#1|·$)·6)))· 
124 (((|CoercibleTo|·|#1|)·(|Category|)·(|Type|))·(T·|CoercibleTo|))· 
125 ((|coerce|·(*1·*2·*1)·(AND·(|ofCategory|·*1·(|CoercibleTo|·*2))·(|ofCategory|·*2·(|Type|)))))· 
126 (|Join|·(CATEGORY·|domain|·(SIGNATURE·|coerce|·(|t#1|·$))))·111 ((~=·(((|Boolean|)·$·$)·7))·(=·(((|Boolean|)·$·$)·6)))·
 112 (((|BasicType|)·(|Category|))·(T·|BasicType|))·
 113 ((~=·(*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|BasicType|))·(|isDomain|·*2·(|Boolean|))))·(=·(*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|BasicType|))·(|isDomain|·*2·(|Boolean|)))))·
 114 (|Join|·(CATEGORY·|domain|·(SIGNATURE·=·((|Boolean|)·$·$))·(SIGNATURE·~=·((|Boolean|)·$·$))))·
 115 ((|in?|·(((|Boolean|)·(|DoubleFloat|))·10)))·
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./usr/share/axiom-20210105dp1/algebra/operation.daase
    
Offset 1, 9 lines modifiedOffset 1, 9 lines modified
  
1 (1579299·.·3990203636)·······1 (1579299·.·3955795258)·······
2 (((*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|TheSymbolTable|)))))·2 (((*1·*2)·(AND·(|isDomain|·*2·(|Symbol|))·(|isDomain|·*1·(|TheSymbolTable|)))))·
3 (((*1·*2·*1)·(|partial|·AND·(|ofCategory|·*3·(|AbelianSemiGroup|))·(|ofCategory|·*3·(|OrderedSet|))·(|isDomain|·*2·(|Record|·(|:|·|coef|·(|Integer|))·(|:|·|var|·(|Kernel|·*1))))·(|ofCategory|·*1·(|FunctionSpace|·*3)))))·3 (((*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·*3·*4)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|Factored|·*6))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*2·(|List|·*6))·(|isDomain|·*1·(|GaloisGroupPolynomialUtilities|·*5·*6)))))·4 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*4·(|Factored|·*6))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*5·(|Ring|))·(|isDomain|·*2·(|List|·*6))·(|isDomain|·*1·(|GaloisGroupPolynomialUtilities|·*5·*6)))))·
5 (((*1·*2·*3·*3·*3)·(AND·(|isDomain|·*2·(|List|·(|Integer|)))·(|isDomain|·*1·(|SymmetricGroupCombinatoricFunctions|))·(|isDomain|·*3·(|Integer|)))))·5 (((*1·*2·*3·*3·*3)·(AND·(|isDomain|·*2·(|List|·(|Integer|)))·(|isDomain|·*1·(|SymmetricGroupCombinatoricFunctions|))·(|isDomain|·*3·(|Integer|)))))·
6 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Complex|·(|DoubleFloat|)))·(|isDomain|·*2·(|DoubleFloat|))·(|isDomain|·*1·(|BlasLevelOne|)))))·6 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Complex|·(|DoubleFloat|)))·(|isDomain|·*2·(|DoubleFloat|))·(|isDomain|·*1·(|BlasLevelOne|)))))·
7 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*2))·(|ofCategory|·*2·(|FunctionSpace|·*4))·(|isDomain|·*1·(|CombinatorialFunction|·*4·*2))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|IntegralDomain|))))))·7 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*2))·(|ofCategory|·*2·(|FunctionSpace|·*4))·(|isDomain|·*1·(|CombinatorialFunction|·*4·*2))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(|IntegralDomain|))))))·
8 (((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|List|·*6))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*1·(|WuWenTsunTriangularSet|·*3·*4·*5·*6))))·((*1·*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*2·(|List|·*8))·(|isDomain|·*3·(|Mapping|·(|Boolean|)·*8·*8))·(|isDomain|·*4·(|Mapping|·*8·*8·*8))·(|ofCategory|·*8·(|RecursivePolynomialCategory|·*5·*6·*7))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|isDomain|·*1·(|WuWenTsunTriangularSet|·*5·*6·*7·*8)))))·8 (((*1·*1·*2)·(|partial|·AND·(|isDomain|·*2·(|List|·*6))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*1·(|WuWenTsunTriangularSet|·*3·*4·*5·*6))))·((*1·*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*2·(|List|·*8))·(|isDomain|·*3·(|Mapping|·(|Boolean|)·*8·*8))·(|isDomain|·*4·(|Mapping|·*8·*8·*8))·(|ofCategory|·*8·(|RecursivePolynomialCategory|·*5·*6·*7))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|isDomain|·*1·(|WuWenTsunTriangularSet|·*5·*6·*7·*8)))))·
Offset 132, 15 lines modifiedOffset 132, 15 lines modified
132 (((*1·*2·*3·*3)·(AND·(|ofCategory|·*4·(|UniqueFactorizationDomain|))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|Record|·(|:|·|func|·*3)·(|:|·|poly|·*3)·(|:|·|c1|·(|Fraction|·*5))·(|:|·|c2|·(|Fraction|·*5))·(|:|·|deg|·(|NonNegativeInteger|))))·(|isDomain|·*1·(|ChangeOfVariable|·*4·*5·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Fraction|·*5))))))·132 (((*1·*2·*3·*3)·(AND·(|ofCategory|·*4·(|UniqueFactorizationDomain|))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|Record|·(|:|·|func|·*3)·(|:|·|poly|·*3)·(|:|·|c1|·(|Fraction|·*5))·(|:|·|c2|·(|Fraction|·*5))·(|:|·|deg|·(|NonNegativeInteger|))))·(|isDomain|·*1·(|ChangeOfVariable|·*4·*5·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·(|Fraction|·*5))))))·
133 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|OrderedSet|))·(|isDomain|·*1·(|BinaryTournament|·*3)))))·133 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·*3))·(|ofCategory|·*3·(|OrderedSet|))·(|isDomain|·*1·(|BinaryTournament|·*3)))))·
134 (((*1·*2·*3·*3·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·134 (((*1·*2·*3·*3·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·
135 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|OpenMathDevice|)))))·135 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|OpenMathDevice|)))))·
136 (((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|Divisor|·(|Places|·*4)))·(|ofCategory|·*4·(|Field|))·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*1·(|PackageForAlgebraicFunctionField|·*4·*5·*6))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|BlowUpMethodCategory|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Divisor|·(|Places|·*5)))·(|isDomain|·*4·(|List|·(|Places|·*5)))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*2·(|Matrix|·*5))·(|isDomain|·*1·(|PackageForAlgebraicFunctionField|·*5·*6·*7))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|BlowUpMethodCategory|))))·((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|Divisor|·(|PlacesOverPseudoAlgebraicClosureOfFiniteField|·*4)))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*1·(|PackageForAlgebraicFunctionFieldOverFiniteField|·*4·*5·*6))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|BlowUpMethodCategory|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Divisor|·(|PlacesOverPseudoAlgebraicClosureOfFiniteField|·*5)))·(|isDomain|·*4·(|List|·(|PlacesOverPseudoAlgebraicClosureOfFiniteField|·*5)))·(|ofCategory|·*5·(|FiniteFieldCategory|))·(|isDomain|·*2·(|Matrix|·*5))·(|isDomain|·*1·(|PackageForAlgebraicFunctionFieldOverFiniteField|·*5·*6·*7))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|BlowUpMethodCategory|)))))·136 (((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|Divisor|·(|Places|·*4)))·(|ofCategory|·*4·(|Field|))·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*1·(|PackageForAlgebraicFunctionField|·*4·*5·*6))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|BlowUpMethodCategory|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Divisor|·(|Places|·*5)))·(|isDomain|·*4·(|List|·(|Places|·*5)))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*2·(|Matrix|·*5))·(|isDomain|·*1·(|PackageForAlgebraicFunctionField|·*5·*6·*7))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|BlowUpMethodCategory|))))·((*1·*2·*3·*3)·(AND·(|isDomain|·*3·(|Divisor|·(|PlacesOverPseudoAlgebraicClosureOfFiniteField|·*4)))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*2·(|Matrix|·*4))·(|isDomain|·*1·(|PackageForAlgebraicFunctionFieldOverFiniteField|·*4·*5·*6))·(|ofType|·*5·(|List|·(|Symbol|)))·(|ofCategory|·*6·(|BlowUpMethodCategory|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Divisor|·(|PlacesOverPseudoAlgebraicClosureOfFiniteField|·*5)))·(|isDomain|·*4·(|List|·(|PlacesOverPseudoAlgebraicClosureOfFiniteField|·*5)))·(|ofCategory|·*5·(|FiniteFieldCategory|))·(|isDomain|·*2·(|Matrix|·*5))·(|isDomain|·*1·(|PackageForAlgebraicFunctionFieldOverFiniteField|·*5·*6·*7))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*7·(|BlowUpMethodCategory|)))))·
137 (((*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|SplittingNode|·*4·*5))·(|ofCategory|·*4·(|Join|·(|SetCategory|)·(|Aggregate|)))·(|ofCategory|·*5·(|Join|·(|SetCategory|)·(|Aggregate|)))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|SplittingTree|·*4·*5)))))·137 (((*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|SplittingNode|·*4·*5))·(|ofCategory|·*4·(|Join|·(|SetCategory|)·(|Aggregate|)))·(|ofCategory|·*5·(|Join|·(|SetCategory|)·(|Aggregate|)))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|SplittingTree|·*4·*5)))))·
138 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Field|))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*2·(|PolynomialCategory|·*3·*5·(|OrderedVariableList|·*4)))·(|ofCategory|·*5·(|DirectProductCategory|·(|#|·*4)·(|NonNegativeInteger|)))·(|ofCategory|·*6·(|ProjectiveSpaceCategory|·*3))·(|ofCategory|·*7·(|LocalPowerSeriesCategory|·*3))·(|ofCategory|·*8·(|PlacesCategory|·*3·*7))·(|ofCategory|·*9·(|DivisorCategory|·*8))·(|ofCategory|·*10·(|InfinitlyClosePointCategory|·*3·*4·*2·*5·*6·*7·*8·*9·*12))·(|ofCategory|·*12·(|BlowUpMethodCategory|))·(|isDomain|·*1·(|GeneralPackageForAlgebraicFunctionField|·*3·*4·*2·*5·*6·*7·*8·*9·*10·*11·*12))·(|ofCategory|·*11·(|DesingTreeCategory|·*10))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·*4·*3))·(|ofCategory|·*3·(|Field|))·(|ofType|·*4·(|List|·(|Symbol|)))·(|isDomain|·*1·(|PackageForAlgebraicFunctionField|·*3·*4·*5))·(|ofCategory|·*5·(|BlowUpMethodCategory|))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·*4·*3))·(|ofCategory|·*3·(|FiniteFieldCategory|))·(|ofType|·*4·(|List|·(|Symbol|)))·(|isDomain|·*1·(|PackageForAlgebraicFunctionFieldOverFiniteField|·*3·*4·*5))·(|ofCategory|·*5·(|BlowUpMethodCategory|)))))·138 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Field|))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*2·(|PolynomialCategory|·*3·*5·(|OrderedVariableList|·*4)))·(|ofCategory|·*5·(|DirectProductCategory|·(|#|·*4)·(|NonNegativeInteger|)))·(|ofCategory|·*6·(|ProjectiveSpaceCategory|·*3))·(|ofCategory|·*7·(|LocalPowerSeriesCategory|·*3))·(|ofCategory|·*8·(|PlacesCategory|·*3·*7))·(|ofCategory|·*9·(|DivisorCategory|·*8))·(|ofCategory|·*10·(|InfinitlyClosePointCategory|·*3·*4·*2·*5·*6·*7·*8·*9·*12))·(|ofCategory|·*12·(|BlowUpMethodCategory|))·(|isDomain|·*1·(|GeneralPackageForAlgebraicFunctionField|·*3·*4·*2·*5·*6·*7·*8·*9·*10·*11·*12))·(|ofCategory|·*11·(|DesingTreeCategory|·*10))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·*4·*3))·(|ofCategory|·*3·(|Field|))·(|ofType|·*4·(|List|·(|Symbol|)))·(|isDomain|·*1·(|PackageForAlgebraicFunctionField|·*3·*4·*5))·(|ofCategory|·*5·(|BlowUpMethodCategory|))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·*4·*3))·(|ofCategory|·*3·(|FiniteFieldCategory|))·(|ofType|·*4·(|List|·(|Symbol|)))·(|isDomain|·*1·(|PackageForAlgebraicFunctionFieldOverFiniteField|·*3·*4·*5))·(|ofCategory|·*5·(|BlowUpMethodCategory|)))))·
139 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*8·(|Mapping|·*4·*7))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·*6)·*6·(|Symbol|)))·(|:|·A·(|Mapping|·*5·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*5)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·*6·(|NonNegativeInteger|)·(|Symbol|)·*6))·(|:|·C·(|Mapping|·(|List|·*5)·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|Guess|·*4·*5·*6·*7·*8·*9))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*7)·(|RetractableTo|·(|Symbol|))·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·(|Symbol|))·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))·(|ofType|·*9·(|Mapping|·*6·*4))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*8·(|Mapping|·*4·*7))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·*6)·*6·*3))·(|:|·A·(|Mapping|·*5·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*5)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·*6·(|NonNegativeInteger|)·*3·*6))·(|:|·C·(|Mapping|·(|List|·*5)·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|Guess|·*4·*5·*6·*7·*8·*9))·(|ofCategory|·*4·(|RetractableTo|·*3))·(|ofCategory|·*5·(|RetractableTo|·*3))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*7)·(|RetractableTo|·*3)·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·*3)·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))·(|ofType|·*9·(|Mapping|·*6·*4))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·HPSPEC)·(|isDomain|·*1·(|GuessUnivariatePolynomial|·*4))·(|ofType|·*4·(|Symbol|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·HPSPEC·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessUnivariatePolynomial|·*4))·(|ofType|·*4·*3)))·[·...·truncated·by·diffoscope;·len:·7573,·SHA:·bd21efcf04d8f3364fe6ec342a2ef415b14d9ea98465202886637da0dc8b90e0·...·])))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·(|Symbol|)))·(|:|·A·(|Mapping|·*4·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*4)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·(|Symbol|)·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·*4)·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessFinite|·*4))·(|ofCategory|·*4·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|))))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·*3))·(|:|·A·(|Mapping|·*4·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*4)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·*3·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·*4)·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessFinite|·*4))·(|ofCategory|·*4·(|RetractableTo|·*3))·(|ofCategory|·*4·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|)))))))·139 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*8·(|Mapping|·*4·*7))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·*6)·*6·(|Symbol|)))·(|:|·A·(|Mapping|·*5·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*5)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·*6·(|NonNegativeInteger|)·(|Symbol|)·*6))·(|:|·C·(|Mapping|·(|List|·*5)·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|Guess|·*4·*5·*6·*7·*8·*9))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*7)·(|RetractableTo|·(|Symbol|))·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·(|Symbol|))·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))·(|ofType|·*9·(|Mapping|·*6·*4))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*8·(|Mapping|·*4·*7))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·*6)·*6·*3))·(|:|·A·(|Mapping|·*5·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*5)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·*6·(|NonNegativeInteger|)·*3·*6))·(|:|·C·(|Mapping|·(|List|·*5)·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|Guess|·*4·*5·*6·*7·*8·*9))·(|ofCategory|·*4·(|RetractableTo|·*3))·(|ofCategory|·*5·(|RetractableTo|·*3))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*7)·(|RetractableTo|·*3)·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·*3)·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))·(|ofType|·*9·(|Mapping|·*6·*4))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|AlgebraicNumber|)))·(|UnivariateFormalPowerSeries|·(|AlgebraicNumber|))))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|Uni[·...·truncated·by·diffoscope;·len:·7573,·SHA:·6289dc13f25eaf9ce4673781aba03ff55c67c984f795e32ffb430effbd4ef864·...·])))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·(|Symbol|)))·(|:|·A·(|Mapping|·*4·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*4)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·(|Symbol|)·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·*4)·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessFinite|·*4))·(|ofCategory|·*4·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|))))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·(|Record|·(|:|·|guessStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·*4))·(|UnivariateFormalPowerSeries|·*4)))·(|:|·|degreeStream|·(|Stream|·(|NonNegativeInteger|)))·(|:|·|testStream|·(|Mapping|·(|Stream|·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4)))·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·|exprStream|·(|Mapping|·(|Stream|·(|Expression|·(|Integer|)))·(|Expression|·(|Integer|))·*3))·(|:|·A·(|Mapping|·*4·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|SparseUnivariatePolynomial|·*4)))·(|:|·AF·(|Mapping|·(|SparseUnivariatePolynomial|·*4)·(|NonNegativeInteger|)·(|NonNegativeInteger|)·(|UnivariateFormalPowerSeries|·(|SparseUnivariatePolynomial|·*4))))·(|:|·AX·(|Mapping|·(|Expression|·(|Integer|))·(|NonNegativeInteger|)·*3·(|Expression|·(|Integer|))))·(|:|·C·(|Mapping|·(|List|·*4)·(|NonNegativeInteger|))))·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessFinite|·*4))·(|ofCategory|·*4·(|RetractableTo|·*3))·(|ofCategory|·*4·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|)))))))·
140 (((*1·*2·*1)·(AND·(|ofCategory|·*2·(|SetCategory|))·(|isDomain|·*1·(|SuchThat|·*3·*2))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*1·(|Equation|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*2·*1)·(AND·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*4)·(|PatternMatchable|·*3)·(|ConvertibleTo|·(|Pattern|·*3))))·(|isDomain|·*1·(|RewriteRule|·*3·*4·*2))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|PatternMatchable|·*3)·(|OrderedSet|)·(|ConvertibleTo|·(|Pattern|·*3)))))))·140 (((*1·*2·*1)·(AND·(|ofCategory|·*2·(|SetCategory|))·(|isDomain|·*1·(|SuchThat|·*3·*2))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1)·(AND·(|isDomain|·*1·(|Equation|·*2))·(|ofCategory|·*2·(|Type|))))·((*1·*2·*1)·(AND·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*4)·(|PatternMatchable|·*3)·(|ConvertibleTo|·(|Pattern|·*3))))·(|isDomain|·*1·(|RewriteRule|·*3·*4·*2))·(|ofCategory|·*4·(|Join|·(|Ring|)·(|PatternMatchable|·*3)·(|OrderedSet|)·(|ConvertibleTo|·(|Pattern|·*3)))))))·
141 (((*1·*1·*1)·(|ofCategory|·*1·(|LiouvillianFunctionCategory|)))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|DoubleFloatSpecialFunctions|))))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|LiouvillianFunction|·*3·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|RadicalCategory|)·(|TranscendentalFunctionCategory|))))))·141 (((*1·*1·*1)·(|ofCategory|·*1·(|LiouvillianFunctionCategory|)))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|DoubleFloatSpecialFunctions|))))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|LiouvillianFunction|·*3·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|RadicalCategory|)·(|TranscendentalFunctionCategory|))))))·
142 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|InnerSparseUnivariatePowerSeries|·*2))·(|ofCategory|·*2·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*2·(|Ring|)))))·142 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|InnerSparseUnivariatePowerSeries|·*2))·(|ofCategory|·*2·(|Algebra|·(|Fraction|·(|Integer|))))·(|ofCategory|·*2·(|Ring|)))))·
143 (((*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|)))))·143 (((*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|)))))·
144 (((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|PolynomialSetCategory|·*3·*4·*5·*6))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|IntegralDomain|))·(|isDomain|·*2·(|Boolean|)))))·144 (((*1·*2·*1·*1)·(AND·(|ofCategory|·*1·(|PolynomialSetCategory|·*3·*4·*5·*6))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|IntegralDomain|))·(|isDomain|·*2·(|Boolean|)))))·
145 (((*1·*2·*1·*3)·(AND·(|ofCategory|·*1·(|Aggregate|))·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Dequeue|·*4))·(|ofCategory|·*4·(|SetCategory|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Queue|·*4))·(|ofCategory|·*4·(|SetCategory|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*4))·(|ofCategory|·*4·(|SetCategory|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*4))·(|ofCategory|·*4·(|SetCategory|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Heap|·*4))·(|ofCategory|·*4·(|OrderedSet|)))))·145 (((*1·*2·*1·*3)·(AND·(|ofCategory|·*1·(|Aggregate|))·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Dequeue|·*4))·(|ofCategory|·*4·(|SetCategory|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Queue|·*4))·(|ofCategory|·*4·(|SetCategory|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Stack|·*4))·(|ofCategory|·*4·(|SetCategory|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|ArrayStack|·*4))·(|ofCategory|·*4·(|SetCategory|))))·((*1·*2·*1·*3)·(AND·(|isDomain|·*3·(|NonNegativeInteger|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Heap|·*4))·(|ofCategory|·*4·(|OrderedSet|)))))·
146 (((*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*5·(|ConvertibleTo|·(|Pattern|·(|Integer|))))·(|ofCategory|·*5·(|PatternMatchable|·(|Integer|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|GcdDomain|)·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Record|·(|:|·|special|·*3)·(|:|·|integrand|·*3)))·(|isDomain|·*1·(|PatternMatchIntegration|·*5·*3))·(|ofCategory|·*3·(|LiouvillianFunctionCategory|))·(|ofCategory|·*3·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*5))))))·146 (((*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*4·(|Symbol|))·(|ofCategory|·*5·(|ConvertibleTo|·(|Pattern|·(|Integer|))))·(|ofCategory|·*5·(|PatternMatchable|·(|Integer|)))·(|ofCategory|·*5·(|Join|·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|GcdDomain|)·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*2·(|Record|·(|:|·|special|·*3)·(|:|·|integrand|·*3)))·(|isDomain|·*1·(|PatternMatchIntegration|·*5·*3))·(|ofCategory|·*3·(|LiouvillianFunctionCategory|))·(|ofCategory|·*3·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*5))))))·
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179 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Mapping|·(|Boolean|)·*8)))·(|ofCategory|·*8·(|RecursivePolynomialCategory|·*5·*6·*7))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|isDomain|·*2·(|Record|·(|:|·|goodPols|·(|List|·*8))·(|:|·|badPols|·(|List|·*8))))·(|isDomain|·*1·(|PolynomialSetUtilitiesPackage|·*5·*6·*7·*8))·(|isDomain|·*4·(|List|·*8)))))·179 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Mapping|·(|Boolean|)·*8)))·(|ofCategory|·*8·(|RecursivePolynomialCategory|·*5·*6·*7))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|isDomain|·*2·(|Record|·(|:|·|goodPols|·(|List|·*8))·(|:|·|badPols|·(|List|·*8))))·(|isDomain|·*1·(|PolynomialSetUtilitiesPackage|·*5·*6·*7·*8))·(|isDomain|·*4·(|List|·*8)))))·
180 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|FileName|))·(|isDomain|·*1·(|FortranTemplate|))))·((*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|FileName|))·(|isDomain|·*1·(|FortranTemplate|)))))·180 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|FileName|))·(|isDomain|·*1·(|FortranTemplate|))))·((*1·*2·*2·*2)·(AND·(|isDomain|·*2·(|FileName|))·(|isDomain|·*1·(|FortranTemplate|)))))·
181 (((*1·*2)·(AND·(|isDomain|·*2·(|List|·(|PositiveInteger|)))·(|isDomain|·*1·(|ViewDefaultsPackage|))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|List|·(|PositiveInteger|)))·(|isDomain|·*1·(|ViewDefaultsPackage|)))))·181 (((*1·*2)·(AND·(|isDomain|·*2·(|List|·(|PositiveInteger|)))·(|isDomain|·*1·(|ViewDefaultsPackage|))))·((*1·*2·*2)·(AND·(|isDomain|·*2·(|List|·(|PositiveInteger|)))·(|isDomain|·*1·(|ViewDefaultsPackage|)))))·
182 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·*4))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|ofCategory|·*3·(|Join|·(|Field|)·(|CharacteristicZero|)))·(|isDomain|·*1·(|FullPartialFractionExpansion|·*3·*4)))))·182 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|Fraction|·*4))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|ofCategory|·*3·(|Join|·(|Field|)·(|CharacteristicZero|)))·(|isDomain|·*1·(|FullPartialFractionExpansion|·*3·*4)))))·
183 (((*1·*2·*3·*3·*3·*3·*3·*4·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|)))))·183 (((*1·*2·*3·*3·*3·*3·*3·*4·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagEigenPackage|)))))·
184 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|Polynomial|·*4)))·(|isDomain|·*3·(|List|·(|Symbol|)))·(|ofCategory|·*4·(|GcdDomain|))·(|isDomain|·*1·(|PolyGroebner|·*4)))))·184 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|List|·(|Polynomial|·*4)))·(|isDomain|·*3·(|List|·(|Symbol|)))·(|ofCategory|·*4·(|GcdDomain|))·(|isDomain|·*1·(|PolyGroebner|·*4)))))·
185 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|FortranType|)))))·185 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|FortranType|)))))·
186 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Equation|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Equation|·*6))·(|isDomain|·*1·(|EquationFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*1·(|IndexedDirectProductCategory|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|OrderedSet|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|InfiniteTuple|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|InfiniteTuple|·*6))·(|isDomain|·*1·(|InfiniteTupleFunctions2|·*5·*6))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*8·*6·*7))·(|isDomain|·*4·(|InfiniteTuple|·*6))·(|isDomain|·*5·(|InfiniteTuple|·*7))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*7·(|Type|))·(|ofCategory|·*8·(|Type|))·(|isDomain|·*2·(|InfiniteTuple|·*8))·(|isDomain|·*1·(|InfiniteTupleFunctions3|·*6·*7·*8))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*8·*6·*7))·(|isDomain|·*4·(|Stream|·*6))·(|isDomain|·*5·(|InfiniteTuple|·*7))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*7·(|Type|))·(|ofCategory|·*8·(|Type|))·(|isDomain|·*2·(|Stream|·*8))·(|isDomain|·*1·(|InfiniteTupleFunctions3|·*6·*7·*8))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*8·*6·*7))·(|isDomain|·*4·(|InfiniteTuple|·*6))·(|isDomain|·*5·(|Stream|·*7))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*7·(|Type|))·(|ofCategory|·*8·(|Type|))·(|isDomain|·*2·(|Stream|·*8))·(|isDomain|·*1·(|InfiniteTupleFunctions3|·*6·*7·*8))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*1·(|InfiniteTuple|·*3))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*8·*6·*7))·(|isDomain|·*4·(|List|·*6))·(|isDomain|·*5·(|List|·*7))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*7·(|Type|))·(|ofCategory|·*8·(|Type|))·(|isDomain|·*2·(|List|·*8))·(|isDomain|·*1·(|ListFunctions3|·*6·*7·*8))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|OnePointCompletion|·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|isDomain|·*2·(|OnePointCompletion|·*6))·(|isDomain|·*1·(|OnePointCompletionFunctions2|·*5·*6))))·((*1·*2·*3·*4·*2)·(AND·(|isDomain|·*2·(|OnePointCompletion|·*6))·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|OnePointCompletion|·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|isDomain|·*1·(|OnePointCompletionFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|OrderedCompletion|·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|isDomain|·*2·(|OrderedCompletion|·*6))·(|isDomain|·*1·(|OrderedCompletionFunctions2|·*5·*6))))·((*1·*2·*3·*4·*2·*2)·(AND·(|isDomain|·*2·(|OrderedCompletion|·*6))·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|OrderedCompletion|·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|isDomain|·*1·(|OrderedCompletionFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|ParametricPlaneCurve|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|ParametricPlaneCurve|·*6))·(|isDomain|·*1·(|ParametricPlaneCurveFunctions2|·*5·*6))))·((*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))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|ParametricSurface|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|ParametricSurface|·*6))·(|isDomain|·*1·(|ParametricSurfaceFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*7·*6))·(|isDomain|·*4·(|PatternMatchResult|·*5·*6))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|ofCategory|·*7·(|SetCategory|))·(|isDomain|·*2·(|PatternMatchResult|·*5·*7))·(|isDomain|·*1·(|PatternMatchResultFunctions2|·*5·*6·*7))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|SegmentBinding|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|SegmentBinding|·*6))·(|isDomain|·*1·(|SegmentBindingFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Stream|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Stream|·*6))·(|isDomain|·*1·(|StreamFunctions2|·*5·*6))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*8·*6·*7))·(|isDomain|·*4·(|Stream|·*6))·(|isDomain|·*5·(|Stream|·*7))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*7·(|Type|))·(|ofCategory|·*8·(|Type|))·(|isDomain|·*2·(|Stream|·*8))·(|isDomain|·*1·(|StreamFunctions3|·*6·*7·*8))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Matrix|·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|isDomain|·*2·(|Matrix|·*6))·(|isDomain|·*1·(|ExpertSystemToolsPackage2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|MonoidRing|·*5·*7))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|ofCategory|·*7·(|Monoid|))·(|isDomain|·*2·(|MonoidRing|·*6·*7))·(|isDomain|·*1·(|MonoidRingFunctions2|·*5·*6·*7))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|NewSparseUnivariatePolynomial|·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|isDomain|·*2·(|NewSparseUnivariatePolynomial|·*6))·(|isDomain|·*1·(|NewSparseUnivariatePolynomialFunctions2|·*5·*6))))·((*1·*2·*3·*1)·(AND·(|isDomain|·*3·(|Mapping|·*4·*4))·(|ofCategory|·*1·(|SegmentExpansionCategory|·*4·*2))·(|ofCategory|·*4·(|OrderedRing|))·(|ofCategory|·*2·(|StreamAggregate|·*4))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|SparseUnivari[·...·truncated·by·diffoscope;·len:·184,·SHA:·4451bdc8669f58a6e801f21b4ce60cdd161c891f2c6cb0f2c7b98119e35ac21b·...·]))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|UnivariateLaurentSeries|·*5·*7·*9))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|ofType|·*7·(|Symbol|))·(|ofType|·*9·*5)·(|ofType|·*10·*6)·(|isDomain|·*2·(|UnivariateLaurentSeries|·*6·*8·*10))·(|isDomain|·*1·(|UnivariateLaurentSeriesFunctions2|·*5·*6·*7·*8·*9·*10))·(|ofType|·*8·(|Symbol|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*8·*6))·(|isDomain|·*4·(|UnivariatePolynomial|·*5·*6))·(|ofType|·*5·(|Symbol|))·(|ofCategory|·*6·(|Ring|))·(|ofCategory|·*8·(|Ring|))·(|isDomain|·*2·(|UnivariatePolynomial|·*7·*8))·(|isDomain|·*1·(|UnivariatePolynomialFunctions2|·*5·*6·*7·*8))·(|ofType|·*7·(|Symbol|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*8·*7))·(|isDomain|·*4·(|CartesianTensor|·*5·*6·*7))·(|ofType|·*5·(|Integer|))·(|ofType|·*6·(|NonNegativeInteger|))·(|ofCategory|·*7·(|CommutativeRing|))·(|ofCategory|·*8·(|CommutativeRing|))·(|isDomain|·*2·(|CartesianTensor|·*5·*6·*8))·(|isDomain|·*1·(|CartesianTensorFunctions2|·*5·*6·*7·*8))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Complex|·*5))·(|ofCategory|·*5·(|CommutativeRing|))·(|ofCategory|·*6·(|CommutativeRing|))·(|isDomain|·*2·(|Complex|·*6))·(|isDomain|·*1·(|ComplexFunctions2|·*5·*6))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*2·*6))·(|isDomain|·*4·(|String|))·(|isDomain|·*5·(|Kernel|·*6))·(|ofCategory|·*6·(|ExpressionSpace|))·(|ofCategory|·*2·(|Type|))·(|isDomain|·*1·(|ExpressionSpaceFunctions1|·*6·*2))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*2·*5))·(|isDomain|·*4·(|Kernel|·*5))·(|ofCategory|·*5·(|ExpressionSpace|))·(|ofCategory|·*2·(|ExpressionSpace|))·(|isDomain|·*1·(|ExpressionSpaceFunctions2|·*5·*2))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*1·(|FullyEvalableOver|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*1·(|FreeModuleCat|·*3·*4))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|SetCategory|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Fraction|·*5))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*6·(|IntegralDomain|))·(|isDomain|·*2·(|Fraction|·*6))·(|isDomain|·*1·(|FractionFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Factored|·*5))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*6·(|IntegralDomain|))·(|isDomain|·*2·(|Factored|·*6))·(|isDomain|·*1·(|FactoredFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*1·(|AbelianMonoidRing|·*3·*4))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoid|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Point|·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|isDomain|·*2·(|Point|·*6))·(|isDomain|·*1·(|PointFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|UniversalSegment|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|UniversalSegment|·*6))·(|isDomain|·*1·(|UniversalSegmentFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|UniversalSegment|·*5))·(|ofCategory|·*5·(|OrderedRing|))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Stream|·*6))·(|isDomain|·*1·(|UniversalSegmentFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*4·*4))·(|ofCategory|·*1·(|XFreeAlgebra|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Ring|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|UnivariatePuiseuxSeries|·*5·*7·*9))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|ofType|·*7·(|Symbol|))·(|ofType|·*9·*5)·(|ofType|·*10·*6)·(|isDomain|·*2·(|UnivariatePuiseuxSeries|·*6·*8·*10))·(|isDomain|·*1·(|UnivariatePuiseuxSeriesFunctions2|·*5·*6·*7·*8·*9·*10))·(|ofType|·*8·(|Symbol|))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Dequeue|·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*2·(|FiniteLinearAggregate|·*6))·(|isDomain|·*1·(|FiniteLinearAggregateFunctions2|·*5·*4·*6·*2))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|IntegrationResult|·*5))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|Field|))·(|isDomain|·*2·(|IntegrationResult|·*6))·(|isDomain|·*1·(|IntegrationResultFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Union|·(|Record|·(|:|·|ratpart|·*5)·(|:|·|coeff|·*5))·"failed"))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|Field|))·(|isDomain|·*2·(|Record|·(|:|·|ratpart|·*6)·(|:|·|coeff|·*6)))·(|isDomain|·*1·(|IntegrationResultFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*3·(|Mapping|·*2·*5))·(|isDomain|·*4·(|Union|·*5·"failed"))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*2·(|Field|))·(|isDomain|·*1·(|IntegrationResultFunctions2|·*5·*2))))·((*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Union|·(|Record|·(|:|·|mainpart|·*5)·(|:|·|limitedlogs|·(|List|·(|Record|·(|:|·|coeff|·*5)·(|:|·|logand|·*5)))))·"failed"))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|Field|))·(|isDomain|·*2·(|Record|·(|:|·|mainpart|·*6)·(|:|·|limitedlogs|·(|List|·(|Record|·(|:|·|coeff|·*6)·(|:|·|logand|·*6))))))·(|isDomain|·*1·(|IntegrationResultFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|List|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|List|·*6))·(|isDomain|·*1·(|ListFunctions2|·*5·*6))))·((*1·*1·*2·*1·*1·*3)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3·*3))·(|ofCategory|·*1·(|TwoDimensionalArrayCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))))·((*1·*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3·*3))·(|ofCategory|·*1·(|TwoDimensionalArrayCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*1·(|TwoDimensionalArrayCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|MonoidRing|·*3·*4))·(|ofCategory|·*4·(|Monoid|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Pattern|·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|isDomain|·*2·(|Pattern|·*6))·(|isDomain|·*1·(|PatternFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Queue|·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Segment|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Segment|·*6))·(|isDomain|·*1·(|SegmentFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Segment|·*5))·(|ofCategory|·*5·(|OrderedRing|))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|List|·*6))·(|isDomain|·*1·(|SegmentFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Stack|·*3))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|XPolynomialRing|·*3·*4))·(|ofCategory|·*4·(|OrderedMonoid|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|OneDimensionalArray|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|OneDimensionalArray|·*6))·(|isDomain|·*1·(|OneDimensionalArrayFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|ArrayStack|·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*7·*6))·(|ofCategory|·*6·(|Ring|))·(|ofCategory|·*7·(|Ring|))·(|ofCategory|·*5·(|OrderedAbelianMonoid|))·(|ofCategory|·*2·(|FiniteAbelianMonoidRing|·*7·*5))·(|isDomain|·*1·(|FiniteAbelianMonoidRingFunctions2|·*5·*6·*4·*7·*2))·(|ofCategory|·*4·(|FiniteAbelianMonoidRing|·*6·*5))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|OrderedSet|))·(|isDomain|·*1·(|Heap|·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|PrimitiveArray|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|PrimitiveArray|·*6))·(|isDomain|·*1·(|PrimitiveArrayFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*7·*6))·(|isDomain|·*4·(|DirectProduct|·*5·*6))·(|ofType|·*5·(|NonNegativeInteger|))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*7·(|Type|))·(|isDomain|·*2·(|DirectProduct|·*5·*7))·(|isDomain|·*1·(|DirectProductFunctions2|·*5·*6·*7))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*8·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*8·(|Ring|))·(|ofCategory|·*6·(|FiniteLinearAggregate|·*5))·(|ofCategory|·*7·(|FiniteLinearAggregate|·*5))·(|ofCategory|·*2·(|MatrixCategory|·*8·*9·*10))·(|isDomain|·*1·(|MatrixCategoryFunctions2|·*5·*6·*7·*4·*8·*9·*10·*2))·(|ofCategory|·*4·(|MatrixCategory|·*5·*6·*7))·(|ofCategory|·*9·(|FiniteLinearAggregate|·*8))·(|ofCategory|·*10·(|FiniteLinearAggregate|·*8))))·((*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*3·(|Mapping|·(|Union|·*8·"failed")·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*8·(|Ring|))·(|ofCategory|·*6·(|FiniteLinearAggregate|·*5))·(|ofCategory|·*7·(|FiniteLinearAggregate|·*5))·(|ofCategory|·*2·(|MatrixCategory|·*8·*9·*10))·(|isDomain|·*1·(|MatrixCategoryFunctions2|·*5·*6·*7·*4·*8·*9·*10·*2))·(|ofCategory|·*4·(|MatrixCategory|·*5·*6·*7))·(|ofCategory|·*9·(|FiniteLinearAggregate|·*8))·(|ofCategory|·*10·(|FiniteLinearAggregate|·*8))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Vector|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Vector|·*6))·(|isDomain|·*1·(|VectorFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*3·(|Mapping|·(|Union|·*6·"failed")·*5))·(|isDomain|·*4·(|Vector|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Vector|·*6))·(|isDomain|·*1·(|VectorFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*1·(|Equation|·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*7·*5))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*7·(|IntegralDomain|))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Fraction|·*8)))·(|isDomain|·*1·(|MultipleMap|·*5·*6·*4·*7·*8·*2))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·(|Fraction|·*6)))·(|ofCategory|·*8·(|UnivariatePolynomialCategory|·*7))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*9·*8))·(|ofCategory|·*8·(|Ring|))·(|ofCategory|·*9·(|Ring|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*2·(|PolynomialCategory|·*9·*7·*5))·(|isDomain|·*1·(|MPolyCatFunctions2|·*5·*6·*7·*8·*9·*4·*2))·(|ofCategory|·*7·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|PolynomialCategory|·*8·*6·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|OrderedSet|))·(|ofCategory|·*7·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*9·(|Ring|))·(|ofCategory|·*2·(|PolynomialCategory|·*9·*8·*6))·(|isDomain|·*1·(|MPolyCatFunctions3|·*5·*6·*7·*8·*9·*4·*2))·(|ofCategory|·*8·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|PolynomialCategory|·*9·*7·*5))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*2·*7))·(|isDomain|·*4·(|Mapping|·*2·*8))·(|ofCategory|·*7·(|OrderedSet|))·(|ofCategory|·*8·(|Ring|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*2·(|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·+·($·$·$))·(SIGNATURE·*·($·$·$))·(SIGNATURE·**·($·$·(|NonNegativeInteger|))))))·(|isDomain|·*1·(|PolynomialCategoryLifting|·*6·*7·*8·*5·*2))·(|ofCategory|·*5·(|PolynomialCategory|·*8·*6·*7))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Polynomial|·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|isDomain|·*2·(|Polynomial|·*6))·(|isDomain|·*1·(|PolynomialFunctions2|·*5·*6))))·((*1·*2·*3·*2)·(AND·(|isDomain|·*3·(|Mapping|·*2·(|Polynomial|·*4)))·(|ofCategory|·*4·(|Ring|))·(|ofCategory|·*2·(|PolynomialCategory|·(|Polynomial|·*4)·*5·*6))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(CATEGORY·|domain|·(SIGNATURE·|convert|·((|Symbol|)·$))·(SIGNATURE·|variable|·((|Union|·$·"failed")·(|Symbol|))))))·(|isDomain|·*1·(|PushVariables|·*4·*5·*6·*2))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*6·(|IntegralDomain|))·(|ofCategory|·*2·(|QuotientFieldCategory|·*6))·(|isDomain|·*1·(|QuotientFieldCategoryFunctions2|·*5·*6·*4·*2))·(|ofCategory|·*4·(|QuotientFieldCategory|·*5))))·((*1·*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Mapping|·*5·*5·*5))·(|ofCategory|·*1·(|RectangularMatrixCategory|·*3·*4·*5·*6·*7))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|DirectProductCategory|·*4·*5))·(|ofCategory|·*7·(|DirectProductCategory|·*3·*5))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*5·*5))·(|ofCategory|·*1·(|RectangularMatrixCategory|·*3·*4·*5·*6·*7))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|DirectProductCategory|·*4·*5))·(|ofCategory|·*7·(|DirectProductCategory|·*3·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*6))·(|isDomain|·*1·(|UnivariatePolynomialCategoryFunctions2|·*5·*4·*6·*2))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*10·*7))·(|ofCategory|·*7·(|Ring|))·(|ofCategory|·*10·(|Ring|))·(|ofType|·*5·(|NonNegativeInteger|))·(|ofType|·*6·(|NonNegativeInteger|))·(|ofCategory|·*8·(|DirectProductCategory|·*6·*7))·(|ofCategory|·*9·(|DirectProductCategory|·*5·*7))·(|ofCategory|·*2·(|RectangularMatrixCategory|·*5·*6·*10·*11·*12))·(|isDomain|·*1·(|RectangularMatrixCategoryFunctions2|·*5·*6·*7·*8·*9·*4·*10·*11·*12·*2))·(|ofCategory|·*4·(|RectangularMatrixCategory|·*5·*6·*7·*8·*9))·(|ofCategory|·*11·(|DirectProductCategory|·*6·*10))·(|ofCategory|·*12·(|DirectProductCategory|·*5·*10))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*9·*5))·(|isDomain|·*4·(|FractionalIdeal|·*5·*6·*7·*8))·(|ofCategory|·*5·(|EuclideanDomain|))·(|ofCategory|·*6·(|QuotientFieldCategory|·*5))·(|ofCategory|·*7·(|UnivariatePolynomialCategory|·*6))·(|ofCategory|·*8·(|Join|·(|FramedAlgebra|·*6·*7)·(|RetractableTo|·*6)))·(|ofCategory|·*9·(|EuclideanDomain|))·(|ofCategory|·*10·(|QuotientFieldCategory|·*9))·(|ofCategory|·*11·(|UnivariatePolynomialCategory|·*10))·(|isDomain|·*2·(|FractionalIdeal|·*9·*10·*11·*12))·(|isDomain|·*1·(|FractionalIdealFunctions2|·*5·*6·*7·*8·*9·*10·*11·*12))·(|ofCategory|·*12·(|Join|·(|FramedAlgebra|·*10·*11)·(|RetractableTo|·*10)))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|ofCategory|·*2·(|FiniteSetAggregate|·*6))·(|isDomain|·*1·(|FiniteSetAggregateFunctions2|·*5·*4·*6·*2))·(|ofCategory|·*4·(|FiniteSetAggregate|·*5))))·((*1·*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Mapping|·*4·*4·*4))·(|ofCategory|·*1·(|TableAggregate|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|SetCategory|))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|AntiSymm|·*3·*4))·(|ofType|·*4·(|List|·(|Symbol|)))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|IntegralDomain|))·(|isDomain|·*1·(|Factored|·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Expression|·*5))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*2·(|Expression|·*6))·(|isDomain|·*1·(|ExpressionFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*9·*5))·(|isDomain|·*4·(|FiniteDivisor|·*5·*6·*7·*8))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*7·(|UnivariatePolynomialCategory|·(|Fraction|·*6)))·(|ofCategory|·*8·(|FunctionFieldCategory|·*5·*6·*7))·(|ofCategory|·*9·(|Field|))·(|ofCategory|·*10·(|UnivariatePolynomialCategory|·*9))·(|ofCategory|·*11·(|UnivariatePolynomialCategory|·(|Fraction|·*10)))·(|isDomain|·*2·(|FiniteDivisor|·*9·*10·*11·*12))·(|isDomain|·*1·(|FiniteDivisorFunctions2|·*5·*6·*7·*8·*9·*10·*11·*12))·(|ofCategory|·*12·(|FunctionFieldCategory|·*9·*10·*11))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*8·*5))·(|ofCategory|·*5·(|UniqueFactorizationDomain|))·(|ofCategory|·*8·(|UniqueFactorizationDomain|))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*7·(|UnivariatePolynomialCategory|·(|Fraction|·*6)))·(|ofCategory|·*9·(|UnivariatePolynomialCategory|·*8))·(|ofCategory|·*2·(|FunctionFieldCategory|·*8·*9·*10))·(|isDomain|·*1·(|FunctionFieldCategoryFunctions2|·*5·*6·*7·*4·*8·*9·*10·*2))·(|ofCategory|·*4·(|FunctionFieldCategory|·*5·*6·*7))·(|ofCategory|·*10·(|UnivariatePolynomialCategory|·(|Fraction|·*9)))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|CommutativeRing|))·(|ofCategory|·*6·(|CommutativeRing|))·(|ofCategory|·*2·(|FramedNonAssociativeAlgebra|·*6))·(|isDomain|·*1·(|FramedNonAssociativeAlgebraFunctions2|·*4·*5·*2·*6))·(|ofCategory|·*4·(|FramedNonAssociativeAlgebra|·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|Join|·(|Ring|)·(|OrderedSet|)))·(|ofCategory|·*6·(|Join|·(|Ring|)·(|OrderedSet|)))·(|ofCategory|·*2·(|FunctionSpace|·*6))·(|isDomain|·*1·(|FunctionSpaceFunctions2|·*5·*4·*6·*2))·(|ofCategory|·*4·(|FunctionSpace|·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|CommutativeRing|))·(|ofCategory|·*6·(|CommutativeRing|))·(|ofCategory|·*2·(|OctonionCategory|·*6))·(|isDomain|·*1·(|OctonionCategoryFunctions2|·*4·*5·*2·*6))·(|ofCategory|·*4·(|OctonionCategory|·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|CommutativeRing|))·(|ofCategory|·*6·(|CommutativeRing|))·(|ofCategory|·*2·(|QuaternionCategory|·*6))·(|isDomain|·*1·(|QuaternionCategoryFunctions2|·*4·*5·*2·*6))·(|ofCategory|·*4·(|QuaternionCategory|·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|ofCategory|·*2·(|UnivariateTaylorSeriesCategory|·*6))·(|isDomain|·*1·(|UnivariateTaylorSeriesFunctions2|·*5·*6·*4·*2))·(|ofCategory|·*4·(|UnivariateTaylorSeriesCategory|·*5))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·(|Expression|·*3)·(|Expression|·*3)))·(|ofCategory|·*3·(|Join|·(|Ring|)·(|OrderedSet|)))·(|isDomain|·*1·(|DeRhamComplex|·*3·*4))·(|ofType|·*4·(|List|·(|Symbol|)))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*1·(|HomogeneousAggregate|·*3))·(|ofCategory|·*3·(|Type|))))·((*1·*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3·*3))·(|ofCategory|·*1·(|LinearAggregate|·*3))·(|ofCategory|·*3·(|Type|))))·((*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·*1·*1))·(|isDomain|·*3·(|Kernel|·*1))·(|ofCategory|·*1·(|ExpressionSpace|)))))·186 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Equation|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Equation|·*6))·(|isDomain|·*1·(|EquationFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*1·(|IndexedDirectProductCategory|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|OrderedSet|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|InfiniteTuple|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|InfiniteTuple|·*6))·(|isDomain|·*1·(|InfiniteTupleFunctions2|·*5·*6))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*8·*6·*7))·(|isDomain|·*4·(|InfiniteTuple|·*6))·(|isDomain|·*5·(|InfiniteTuple|·*7))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*7·(|Type|))·(|ofCategory|·*8·(|Type|))·(|isDomain|·*2·(|InfiniteTuple|·*8))·(|isDomain|·*1·(|InfiniteTupleFunctions3|·*6·*7·*8))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*8·*6·*7))·(|isDomain|·*4·(|Stream|·*6))·(|isDomain|·*5·(|InfiniteTuple|·*7))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*7·(|Type|))·(|ofCategory|·*8·(|Type|))·(|isDomain|·*2·(|Stream|·*8))·(|isDomain|·*1·(|InfiniteTupleFunctions3|·*6·*7·*8))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*8·*6·*7))·(|isDomain|·*4·(|InfiniteTuple|·*6))·(|isDomain|·*5·(|Stream|·*7))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*7·(|Type|))·(|ofCategory|·*8·(|Type|))·(|isDomain|·*2·(|Stream|·*8))·(|isDomain|·*1·(|InfiniteTupleFunctions3|·*6·*7·*8))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*1·(|InfiniteTuple|·*3))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*8·*6·*7))·(|isDomain|·*4·(|List|·*6))·(|isDomain|·*5·(|List|·*7))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*7·(|Type|))·(|ofCategory|·*8·(|Type|))·(|isDomain|·*2·(|List|·*8))·(|isDomain|·*1·(|ListFunctions3|·*6·*7·*8))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|OnePointCompletion|·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|isDomain|·*2·(|OnePointCompletion|·*6))·(|isDomain|·*1·(|OnePointCompletionFunctions2|·*5·*6))))·((*1·*2·*3·*4·*2)·(AND·(|isDomain|·*2·(|OnePointCompletion|·*6))·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|OnePointCompletion|·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|isDomain|·*1·(|OnePointCompletionFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|OrderedCompletion|·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|isDomain|·*2·(|OrderedCompletion|·*6))·(|isDomain|·*1·(|OrderedCompletionFunctions2|·*5·*6))))·((*1·*2·*3·*4·*2·*2)·(AND·(|isDomain|·*2·(|OrderedCompletion|·*6))·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|OrderedCompletion|·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|isDomain|·*1·(|OrderedCompletionFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|ParametricPlaneCurve|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|ParametricPlaneCurve|·*6))·(|isDomain|·*1·(|ParametricPlaneCurveFunctions2|·*5·*6))))·((*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))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|ParametricSurface|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|ParametricSurface|·*6))·(|isDomain|·*1·(|ParametricSurfaceFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*7·*6))·(|isDomain|·*4·(|PatternMatchResult|·*5·*6))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|ofCategory|·*7·(|SetCategory|))·(|isDomain|·*2·(|PatternMatchResult|·*5·*7))·(|isDomain|·*1·(|PatternMatchResultFunctions2|·*5·*6·*7))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|SegmentBinding|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|SegmentBinding|·*6))·(|isDomain|·*1·(|SegmentBindingFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Stream|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Stream|·*6))·(|isDomain|·*1·(|StreamFunctions2|·*5·*6))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*8·*6·*7))·(|isDomain|·*4·(|Stream|·*6))·(|isDomain|·*5·(|Stream|·*7))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*7·(|Type|))·(|ofCategory|·*8·(|Type|))·(|isDomain|·*2·(|Stream|·*8))·(|isDomain|·*1·(|StreamFunctions3|·*6·*7·*8))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Matrix|·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|isDomain|·*2·(|Matrix|·*6))·(|isDomain|·*1·(|ExpertSystemToolsPackage2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|MonoidRing|·*5·*7))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|ofCategory|·*7·(|Monoid|))·(|isDomain|·*2·(|MonoidRing|·*6·*7))·(|isDomain|·*1·(|MonoidRingFunctions2|·*5·*6·*7))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|NewSparseUnivariatePolynomial|·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|isDomain|·*2·(|NewSparseUnivariatePolynomial|·*6))·(|isDomain|·*1·(|NewSparseUnivariatePolynomialFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|SparseUnivariatePolynomial|·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|isDomain|·*2·(|SparseUnivariatePolynomial|·*6))·(|isDomain|·*1·(|SparseUnivariatePolynomialFunctions2|·*5·*6[·...·truncated·by·diffoscope;·len:·184,·SHA:·a448621db6665cf574ede219297bc1b8d560eaa2c9b805e09be2e7caf4b08e37·...·]))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|UnivariateLaurentSeries|·*5·*7·*9))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|ofType|·*7·(|Symbol|))·(|ofType|·*9·*5)·(|ofType|·*10·*6)·(|isDomain|·*2·(|UnivariateLaurentSeries|·*6·*8·*10))·(|isDomain|·*1·(|UnivariateLaurentSeriesFunctions2|·*5·*6·*7·*8·*9·*10))·(|ofType|·*8·(|Symbol|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*8·*6))·(|isDomain|·*4·(|UnivariatePolynomial|·*5·*6))·(|ofType|·*5·(|Symbol|))·(|ofCategory|·*6·(|Ring|))·(|ofCategory|·*8·(|Ring|))·(|isDomain|·*2·(|UnivariatePolynomial|·*7·*8))·(|isDomain|·*1·(|UnivariatePolynomialFunctions2|·*5·*6·*7·*8))·(|ofType|·*7·(|Symbol|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*8·*7))·(|isDomain|·*4·(|CartesianTensor|·*5·*6·*7))·(|ofType|·*5·(|Integer|))·(|ofType|·*6·(|NonNegativeInteger|))·(|ofCategory|·*7·(|CommutativeRing|))·(|ofCategory|·*8·(|CommutativeRing|))·(|isDomain|·*2·(|CartesianTensor|·*5·*6·*8))·(|isDomain|·*1·(|CartesianTensorFunctions2|·*5·*6·*7·*8))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Complex|·*5))·(|ofCategory|·*5·(|CommutativeRing|))·(|ofCategory|·*6·(|CommutativeRing|))·(|isDomain|·*2·(|Complex|·*6))·(|isDomain|·*1·(|ComplexFunctions2|·*5·*6))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*2·*6))·(|isDomain|·*4·(|String|))·(|isDomain|·*5·(|Kernel|·*6))·(|ofCategory|·*6·(|ExpressionSpace|))·(|ofCategory|·*2·(|Type|))·(|isDomain|·*1·(|ExpressionSpaceFunctions1|·*6·*2))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*2·*5))·(|isDomain|·*4·(|Kernel|·*5))·(|ofCategory|·*5·(|ExpressionSpace|))·(|ofCategory|·*2·(|ExpressionSpace|))·(|isDomain|·*1·(|ExpressionSpaceFunctions2|·*5·*2))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*1·(|FullyEvalableOver|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*1·(|FreeModuleCat|·*3·*4))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|SetCategory|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Fraction|·*5))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*6·(|IntegralDomain|))·(|isDomain|·*2·(|Fraction|·*6))·(|isDomain|·*1·(|FractionFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Factored|·*5))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*6·(|IntegralDomain|))·(|isDomain|·*2·(|Factored|·*6))·(|isDomain|·*1·(|FactoredFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*1·(|AbelianMonoidRing|·*3·*4))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoid|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Point|·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|isDomain|·*2·(|Point|·*6))·(|isDomain|·*1·(|PointFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|UniversalSegment|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|UniversalSegment|·*6))·(|isDomain|·*1·(|UniversalSegmentFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|UniversalSegment|·*5))·(|ofCategory|·*5·(|OrderedRing|))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Stream|·*6))·(|isDomain|·*1·(|UniversalSegmentFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*4·*4))·(|ofCategory|·*1·(|XFreeAlgebra|·*3·*4))·(|ofCategory|·*3·(|OrderedSet|))·(|ofCategory|·*4·(|Ring|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|UnivariatePuiseuxSeries|·*5·*7·*9))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|ofType|·*7·(|Symbol|))·(|ofType|·*9·*5)·(|ofType|·*10·*6)·(|isDomain|·*2·(|UnivariatePuiseuxSeries|·*6·*8·*10))·(|isDomain|·*1·(|UnivariatePuiseuxSeriesFunctions2|·*5·*6·*7·*8·*9·*10))·(|ofType|·*8·(|Symbol|))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Dequeue|·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*2·(|FiniteLinearAggregate|·*6))·(|isDomain|·*1·(|FiniteLinearAggregateFunctions2|·*5·*4·*6·*2))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|IntegrationResult|·*5))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|Field|))·(|isDomain|·*2·(|IntegrationResult|·*6))·(|isDomain|·*1·(|IntegrationResultFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Union|·(|Record|·(|:|·|ratpart|·*5)·(|:|·|coeff|·*5))·"failed"))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|Field|))·(|isDomain|·*2·(|Record|·(|:|·|ratpart|·*6)·(|:|·|coeff|·*6)))·(|isDomain|·*1·(|IntegrationResultFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*3·(|Mapping|·*2·*5))·(|isDomain|·*4·(|Union|·*5·"failed"))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*2·(|Field|))·(|isDomain|·*1·(|IntegrationResultFunctions2|·*5·*2))))·((*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Union|·(|Record|·(|:|·|mainpart|·*5)·(|:|·|limitedlogs|·(|List|·(|Record|·(|:|·|coeff|·*5)·(|:|·|logand|·*5)))))·"failed"))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|Field|))·(|isDomain|·*2·(|Record|·(|:|·|mainpart|·*6)·(|:|·|limitedlogs|·(|List|·(|Record|·(|:|·|coeff|·*6)·(|:|·|logand|·*6))))))·(|isDomain|·*1·(|IntegrationResultFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|List|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|List|·*6))·(|isDomain|·*1·(|ListFunctions2|·*5·*6))))·((*1·*1·*2·*1·*1·*3)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3·*3))·(|ofCategory|·*1·(|TwoDimensionalArrayCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))))·((*1·*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3·*3))·(|ofCategory|·*1·(|TwoDimensionalArrayCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*1·(|TwoDimensionalArrayCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Type|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|MonoidRing|·*3·*4))·(|ofCategory|·*4·(|Monoid|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Pattern|·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|isDomain|·*2·(|Pattern|·*6))·(|isDomain|·*1·(|PatternFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Queue|·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Segment|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Segment|·*6))·(|isDomain|·*1·(|SegmentFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Segment|·*5))·(|ofCategory|·*5·(|OrderedRing|))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|List|·*6))·(|isDomain|·*1·(|SegmentFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|Stack|·*3))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|XPolynomialRing|·*3·*4))·(|ofCategory|·*4·(|OrderedMonoid|))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|OneDimensionalArray|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|OneDimensionalArray|·*6))·(|isDomain|·*1·(|OneDimensionalArrayFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|SetCategory|))·(|isDomain|·*1·(|ArrayStack|·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*7·*6))·(|ofCategory|·*6·(|Ring|))·(|ofCategory|·*7·(|Ring|))·(|ofCategory|·*5·(|OrderedAbelianMonoid|))·(|ofCategory|·*2·(|FiniteAbelianMonoidRing|·*7·*5))·(|isDomain|·*1·(|FiniteAbelianMonoidRingFunctions2|·*5·*6·*4·*7·*2))·(|ofCategory|·*4·(|FiniteAbelianMonoidRing|·*6·*5))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|OrderedSet|))·(|isDomain|·*1·(|Heap|·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|PrimitiveArray|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|PrimitiveArray|·*6))·(|isDomain|·*1·(|PrimitiveArrayFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*7·*6))·(|isDomain|·*4·(|DirectProduct|·*5·*6))·(|ofType|·*5·(|NonNegativeInteger|))·(|ofCategory|·*6·(|Type|))·(|ofCategory|·*7·(|Type|))·(|isDomain|·*2·(|DirectProduct|·*5·*7))·(|isDomain|·*1·(|DirectProductFunctions2|·*5·*6·*7))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*8·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*8·(|Ring|))·(|ofCategory|·*6·(|FiniteLinearAggregate|·*5))·(|ofCategory|·*7·(|FiniteLinearAggregate|·*5))·(|ofCategory|·*2·(|MatrixCategory|·*8·*9·*10))·(|isDomain|·*1·(|MatrixCategoryFunctions2|·*5·*6·*7·*4·*8·*9·*10·*2))·(|ofCategory|·*4·(|MatrixCategory|·*5·*6·*7))·(|ofCategory|·*9·(|FiniteLinearAggregate|·*8))·(|ofCategory|·*10·(|FiniteLinearAggregate|·*8))))·((*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*3·(|Mapping|·(|Union|·*8·"failed")·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*8·(|Ring|))·(|ofCategory|·*6·(|FiniteLinearAggregate|·*5))·(|ofCategory|·*7·(|FiniteLinearAggregate|·*5))·(|ofCategory|·*2·(|MatrixCategory|·*8·*9·*10))·(|isDomain|·*1·(|MatrixCategoryFunctions2|·*5·*6·*7·*4·*8·*9·*10·*2))·(|ofCategory|·*4·(|MatrixCategory|·*5·*6·*7))·(|ofCategory|·*9·(|FiniteLinearAggregate|·*8))·(|ofCategory|·*10·(|FiniteLinearAggregate|·*8))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Vector|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Vector|·*6))·(|isDomain|·*1·(|VectorFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(|partial|·AND·(|isDomain|·*3·(|Mapping|·(|Union|·*6·"failed")·*5))·(|isDomain|·*4·(|Vector|·*5))·(|ofCategory|·*5·(|Type|))·(|ofCategory|·*6·(|Type|))·(|isDomain|·*2·(|Vector|·*6))·(|isDomain|·*1·(|VectorFunctions2|·*5·*6))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|Type|))·(|isDomain|·*1·(|Equation|·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*7·*5))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*7·(|IntegralDomain|))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·(|Fraction|·*8)))·(|isDomain|·*1·(|MultipleMap|·*5·*6·*4·*7·*8·*2))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·(|Fraction|·*6)))·(|ofCategory|·*8·(|UnivariatePolynomialCategory|·*7))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*9·*8))·(|ofCategory|·*8·(|Ring|))·(|ofCategory|·*9·(|Ring|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*2·(|PolynomialCategory|·*9·*7·*5))·(|isDomain|·*1·(|MPolyCatFunctions2|·*5·*6·*7·*8·*9·*4·*2))·(|ofCategory|·*7·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|PolynomialCategory|·*8·*6·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|OrderedSet|))·(|ofCategory|·*7·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*9·(|Ring|))·(|ofCategory|·*2·(|PolynomialCategory|·*9·*8·*6))·(|isDomain|·*1·(|MPolyCatFunctions3|·*5·*6·*7·*8·*9·*4·*2))·(|ofCategory|·*8·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|PolynomialCategory|·*9·*7·*5))))·((*1·*2·*3·*4·*5)·(AND·(|isDomain|·*3·(|Mapping|·*2·*7))·(|isDomain|·*4·(|Mapping|·*2·*8))·(|ofCategory|·*7·(|OrderedSet|))·(|ofCategory|·*8·(|Ring|))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*2·(|Join|·(|SetCategory|)·(CATEGORY·|domain|·(SIGNATURE·+·($·$·$))·(SIGNATURE·*·($·$·$))·(SIGNATURE·**·($·$·(|NonNegativeInteger|))))))·(|isDomain|·*1·(|PolynomialCategoryLifting|·*6·*7·*8·*5·*2))·(|ofCategory|·*5·(|PolynomialCategory|·*8·*6·*7))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Polynomial|·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|isDomain|·*2·(|Polynomial|·*6))·(|isDomain|·*1·(|PolynomialFunctions2|·*5·*6))))·((*1·*2·*3·*2)·(AND·(|isDomain|·*3·(|Mapping|·*2·(|Polynomial|·*4)))·(|ofCategory|·*4·(|Ring|))·(|ofCategory|·*2·(|PolynomialCategory|·(|Polynomial|·*4)·*5·*6))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|Join|·(|OrderedSet|)·(CATEGORY·|domain|·(SIGNATURE·|convert|·((|Symbol|)·$))·(SIGNATURE·|variable|·((|Union|·$·"failed")·(|Symbol|))))))·(|isDomain|·*1·(|PushVariables|·*4·*5·*6·*2))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|IntegralDomain|))·(|ofCategory|·*6·(|IntegralDomain|))·(|ofCategory|·*2·(|QuotientFieldCategory|·*6))·(|isDomain|·*1·(|QuotientFieldCategoryFunctions2|·*5·*6·*4·*2))·(|ofCategory|·*4·(|QuotientFieldCategory|·*5))))·((*1·*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Mapping|·*5·*5·*5))·(|ofCategory|·*1·(|RectangularMatrixCategory|·*3·*4·*5·*6·*7))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|DirectProductCategory|·*4·*5))·(|ofCategory|·*7·(|DirectProductCategory|·*3·*5))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*5·*5))·(|ofCategory|·*1·(|RectangularMatrixCategory|·*3·*4·*5·*6·*7))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|DirectProductCategory|·*4·*5))·(|ofCategory|·*7·(|DirectProductCategory|·*3·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*6))·(|isDomain|·*1·(|UnivariatePolynomialCategoryFunctions2|·*5·*4·*6·*2))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*10·*7))·(|ofCategory|·*7·(|Ring|))·(|ofCategory|·*10·(|Ring|))·(|ofType|·*5·(|NonNegativeInteger|))·(|ofType|·*6·(|NonNegativeInteger|))·(|ofCategory|·*8·(|DirectProductCategory|·*6·*7))·(|ofCategory|·*9·(|DirectProductCategory|·*5·*7))·(|ofCategory|·*2·(|RectangularMatrixCategory|·*5·*6·*10·*11·*12))·(|isDomain|·*1·(|RectangularMatrixCategoryFunctions2|·*5·*6·*7·*8·*9·*4·*10·*11·*12·*2))·(|ofCategory|·*4·(|RectangularMatrixCategory|·*5·*6·*7·*8·*9))·(|ofCategory|·*11·(|DirectProductCategory|·*6·*10))·(|ofCategory|·*12·(|DirectProductCategory|·*5·*10))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*9·*5))·(|isDomain|·*4·(|FractionalIdeal|·*5·*6·*7·*8))·(|ofCategory|·*5·(|EuclideanDomain|))·(|ofCategory|·*6·(|QuotientFieldCategory|·*5))·(|ofCategory|·*7·(|UnivariatePolynomialCategory|·*6))·(|ofCategory|·*8·(|Join|·(|FramedAlgebra|·*6·*7)·(|RetractableTo|·*6)))·(|ofCategory|·*9·(|EuclideanDomain|))·(|ofCategory|·*10·(|QuotientFieldCategory|·*9))·(|ofCategory|·*11·(|UnivariatePolynomialCategory|·*10))·(|isDomain|·*2·(|FractionalIdeal|·*9·*10·*11·*12))·(|isDomain|·*1·(|FractionalIdealFunctions2|·*5·*6·*7·*8·*9·*10·*11·*12))·(|ofCategory|·*12·(|Join|·(|FramedAlgebra|·*10·*11)·(|RetractableTo|·*10)))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|ofCategory|·*2·(|FiniteSetAggregate|·*6))·(|isDomain|·*1·(|FiniteSetAggregateFunctions2|·*5·*4·*6·*2))·(|ofCategory|·*4·(|FiniteSetAggregate|·*5))))·((*1·*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Mapping|·*4·*4·*4))·(|ofCategory|·*1·(|TableAggregate|·*3·*4))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*4·(|SetCategory|))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|Ring|))·(|isDomain|·*1·(|AntiSymm|·*3·*4))·(|ofType|·*4·(|List|·(|Symbol|)))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*3·(|IntegralDomain|))·(|isDomain|·*1·(|Factored|·*3))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|isDomain|·*4·(|Expression|·*5))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*2·(|Expression|·*6))·(|isDomain|·*1·(|ExpressionFunctions2|·*5·*6))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*9·*5))·(|isDomain|·*4·(|FiniteDivisor|·*5·*6·*7·*8))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*7·(|UnivariatePolynomialCategory|·(|Fraction|·*6)))·(|ofCategory|·*8·(|FunctionFieldCategory|·*5·*6·*7))·(|ofCategory|·*9·(|Field|))·(|ofCategory|·*10·(|UnivariatePolynomialCategory|·*9))·(|ofCategory|·*11·(|UnivariatePolynomialCategory|·(|Fraction|·*10)))·(|isDomain|·*2·(|FiniteDivisor|·*9·*10·*11·*12))·(|isDomain|·*1·(|FiniteDivisorFunctions2|·*5·*6·*7·*8·*9·*10·*11·*12))·(|ofCategory|·*12·(|FunctionFieldCategory|·*9·*10·*11))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*8·*5))·(|ofCategory|·*5·(|UniqueFactorizationDomain|))·(|ofCategory|·*8·(|UniqueFactorizationDomain|))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|ofCategory|·*7·(|UnivariatePolynomialCategory|·(|Fraction|·*6)))·(|ofCategory|·*9·(|UnivariatePolynomialCategory|·*8))·(|ofCategory|·*2·(|FunctionFieldCategory|·*8·*9·*10))·(|isDomain|·*1·(|FunctionFieldCategoryFunctions2|·*5·*6·*7·*4·*8·*9·*10·*2))·(|ofCategory|·*4·(|FunctionFieldCategory|·*5·*6·*7))·(|ofCategory|·*10·(|UnivariatePolynomialCategory|·(|Fraction|·*9)))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|CommutativeRing|))·(|ofCategory|·*6·(|CommutativeRing|))·(|ofCategory|·*2·(|FramedNonAssociativeAlgebra|·*6))·(|isDomain|·*1·(|FramedNonAssociativeAlgebraFunctions2|·*4·*5·*2·*6))·(|ofCategory|·*4·(|FramedNonAssociativeAlgebra|·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|Join|·(|Ring|)·(|OrderedSet|)))·(|ofCategory|·*6·(|Join|·(|Ring|)·(|OrderedSet|)))·(|ofCategory|·*2·(|FunctionSpace|·*6))·(|isDomain|·*1·(|FunctionSpaceFunctions2|·*5·*4·*6·*2))·(|ofCategory|·*4·(|FunctionSpace|·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|CommutativeRing|))·(|ofCategory|·*6·(|CommutativeRing|))·(|ofCategory|·*2·(|OctonionCategory|·*6))·(|isDomain|·*1·(|OctonionCategoryFunctions2|·*4·*5·*2·*6))·(|ofCategory|·*4·(|OctonionCategory|·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|CommutativeRing|))·(|ofCategory|·*6·(|CommutativeRing|))·(|ofCategory|·*2·(|QuaternionCategory|·*6))·(|isDomain|·*1·(|QuaternionCategoryFunctions2|·*4·*5·*2·*6))·(|ofCategory|·*4·(|QuaternionCategory|·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*6·(|Ring|))·(|ofCategory|·*2·(|UnivariateTaylorSeriesCategory|·*6))·(|isDomain|·*1·(|UnivariateTaylorSeriesFunctions2|·*5·*6·*4·*2))·(|ofCategory|·*4·(|UnivariateTaylorSeriesCategory|·*5))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·(|Expression|·*3)·(|Expression|·*3)))·(|ofCategory|·*3·(|Join|·(|Ring|)·(|OrderedSet|)))·(|isDomain|·*1·(|DeRhamComplex|·*3·*4))·(|ofType|·*4·(|List|·(|Symbol|)))))·((*1·*1·*2·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|ofCategory|·*1·(|HomogeneousAggregate|·*3))·(|ofCategory|·*3·(|Type|))))·((*1·*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3·*3))·(|ofCategory|·*1·(|LinearAggregate|·*3))·(|ofCategory|·*3·(|Type|))))·((*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·*1·*1))·(|isDomain|·*3·(|Kernel|·*1))·(|ofCategory|·*1·(|ExpressionSpace|)))))·
187 (((*1·*2·*3·*3)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Integer|))))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|Record|·(|:|·|ans|·(|Fraction|·*5))·(|:|·|nosol|·(|Boolean|))))·(|isDomain|·*1·(|TranscendentalRischDE|·*4·*5))·(|isDomain|·*3·(|Fraction|·*5)))))·187 (((*1·*2·*3·*3)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Integer|))))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|Record|·(|:|·|ans|·(|Fraction|·*5))·(|:|·|nosol|·(|Boolean|))))·(|isDomain|·*1·(|TranscendentalRischDE|·*4·*5))·(|isDomain|·*3·(|Fraction|·*5)))))·
188 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|MatrixCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))·(|isDomain|·*2·(|Boolean|))))·((*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·(|Boolean|)))))·188 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|MatrixCategory|·*3·*4·*5))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))·(|isDomain|·*2·(|Boolean|))))·((*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·(|Boolean|)))))·
189 (((*1·*2·*2·*2·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|ofCategory|·*4·(|Ring|))·(|ofCategory|·*5·(|DirectProductCategory|·*6·(|NonNegativeInteger|)))·(|ofType|·*6·(|NonNegativeInteger|))·(|isDomain|·*1·(|PackageForPoly|·*4·*2·*5·*6))·(|ofCategory|·*2·(|FiniteAbelianMonoidRing|·*4·*5)))))·189 (((*1·*2·*2·*2·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|ofCategory|·*4·(|Ring|))·(|ofCategory|·*5·(|DirectProductCategory|·*6·(|NonNegativeInteger|)))·(|ofType|·*6·(|NonNegativeInteger|))·(|isDomain|·*1·(|PackageForPoly|·*4·*2·*5·*6))·(|ofCategory|·*2·(|FiniteAbelianMonoidRing|·*4·*5)))))·
190 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|isDomain|·*2·(|Mapping|·*6·*4·*5))·(|isDomain|·*1·(|MappingPackage3|·*4·*5·*6))·(|ofCategory|·*4·(|SetCategory|)))))·190 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Mapping|·*6·*5))·(|ofCategory|·*5·(|SetCategory|))·(|ofCategory|·*6·(|SetCategory|))·(|isDomain|·*2·(|Mapping|·*6·*4·*5))·(|isDomain|·*1·(|MappingPackage3|·*4·*5·*6))·(|ofCategory|·*4·(|SetCategory|)))))·
191 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·*3·*4))·(|isDomain|·*1·(|MappingPackage2|·*4·*3))·(|ofCategory|·*4·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|)))))·191 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·*3·*4))·(|isDomain|·*1·(|MappingPackage2|·*4·*3))·(|ofCategory|·*4·(|SetCategory|))·(|ofCategory|·*3·(|SetCategory|)))))·
192 (((*1·*2·*3·*3)·(AND·(|isDomain|·*2·(|Mapping|·(|Float|)))·(|isDomain|·*1·(|RandomFloatDistributions|))·(|isDomain|·*3·(|Float|)))))·192 (((*1·*2·*3·*3)·(AND·(|isDomain|·*2·(|Mapping|·(|Float|)))·(|isDomain|·*1·(|RandomFloatDistributions|))·(|isDomain|·*3·(|Float|)))))·
193 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|ElementaryFunction|·*3·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|RadicalCategory|))))))·193 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|ElementaryFunction|·*3·*2))·(|ofCategory|·*2·(|Join|·(|FunctionSpace|·*3)·(|RadicalCategory|))))))·
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218 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·218 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·
219 (((*1·*1·*1·*2·*2)·(AND·(|ofCategory|·*1·(|UnivariatePowerSeriesCategory|·*3·*2))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*2·(|OrderedAbelianMonoid|))))·((*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|UnivariatePowerSeriesCategory|·*3·*2))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*2·(|OrderedAbelianMonoid|))))·((*1·*1·*1)·(|ofCategory|·*1·(|RealNumberSystem|))))·219 (((*1·*1·*1·*2·*2)·(AND·(|ofCategory|·*1·(|UnivariatePowerSeriesCategory|·*3·*2))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*2·(|OrderedAbelianMonoid|))))·((*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|UnivariatePowerSeriesCategory|·*3·*2))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*2·(|OrderedAbelianMonoid|))))·((*1·*1·*1)·(|ofCategory|·*1·(|RealNumberSystem|))))·
220 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Pattern|·*3))·(|ofCategory|·*3·(|SetCategory|)))))·220 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Pattern|·*3))·(|ofCategory|·*3·(|SetCategory|)))))·
221 (((*1·*2·*1·*1)·(|partial|·AND·(|ofCategory|·*1·(|FieldOfPrimeCharacteristic|))·(|isDomain|·*2·(|NonNegativeInteger|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FiniteFieldCategory|))·(|isDomain|·*2·(|NonNegativeInteger|)))))·221 (((*1·*2·*1·*1)·(|partial|·AND·(|ofCategory|·*1·(|FieldOfPrimeCharacteristic|))·(|isDomain|·*2·(|NonNegativeInteger|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FiniteFieldCategory|))·(|isDomain|·*2·(|NonNegativeInteger|)))))·
222 (((*1·*2·*2·*3)·(AND·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))·(|isDomain|·*1·(|TriangularMatrixOperations|·*3·*4·*5·*2))·(|ofCategory|·*2·(|MatrixCategory|·*3·*4·*5)))))·222 (((*1·*2·*2·*3)·(AND·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))·(|isDomain|·*1·(|TriangularMatrixOperations|·*3·*4·*5·*2))·(|ofCategory|·*2·(|MatrixCategory|·*3·*4·*5)))))·
223 (((*1·*2·*1·*3·*3)·(AND·(|isDomain|·*3·(|String|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|OpenMathDevice|)))))·223 (((*1·*2·*1·*3·*3)·(AND·(|isDomain|·*3·(|String|))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|OpenMathDevice|)))))·
224 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·*3))·(|isDomain|·*1·(|MappingPackage1|·*3))·(|ofCategory|·*3·(|SetCategory|)))))·224 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·*3))·(|isDomain|·*1·(|MappingPackage1|·*3))·(|ofCategory|·*3·(|SetCategory|)))))·
225 (((*1·*2)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|SingleInteger|)))·(|isDomain|·*1·(|FiniteFieldCyclicGroupExtension|·*3·*4))·(|ofCategory|·*3·(|FiniteFieldCategory|))·(|ofType|·*4·(|PositiveInteger|))))·((*1·*2)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|SingleInteger|)))·(|isDomain|·*1·(|FiniteFieldCyclicGroup|·*3·*4))·(|ofType|·*3·(|PositiveInteger|))·(|ofType|·*4·(|PositiveInteger|))))·((*1·*2)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|SingleInteger|)))·(|isDomain|·*1·(|FiniteFieldCyclicGroupExtensionByPolynomial|·*3·*4))·(|ofCategory|·*3·(|FiniteFieldCategory|))·(|ofType|·*4·(|SparseUnivariatePolynomial|·*3)))))·225 (((*1·*2)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|SingleInteger|)))·(|isDomain|·*1·(|FiniteFieldCyclicGroup|·*3·*4))·(|ofType|·*3·(|PositiveInteger|))·(|ofType|·*4·(|PositiveInteger|))))·((*1·*2)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|SingleInteger|)))·(|isDomain|·*1·(|FiniteFieldCyclicGroupExtension|·*3·*4))·(|ofCategory|·*3·(|FiniteFieldCategory|))·(|ofType|·*4·(|PositiveInteger|))))·((*1·*2)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|SingleInteger|)))·(|isDomain|·*1·(|FiniteFieldCyclicGroupExtensionByPolynomial|·*3·*4))·(|ofCategory|·*3·(|FiniteFieldCategory|))·(|ofType|·*4·(|SparseUnivariatePolynomial|·*3)))))·
226 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|integrand|·*3)·(|:|·|intvar|·*3))))·(|isDomain|·*1·(|IntegrationResult|·*3))·(|ofCategory|·*3·(|Field|)))))·226 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|List|·(|Record|·(|:|·|integrand|·*3)·(|:|·|intvar|·*3))))·(|isDomain|·*1·(|IntegrationResult|·*3))·(|ofCategory|·*3·(|Field|)))))·
227 (((*1·*2·*3·*4·*5·*6)·(|partial|·AND·(|isDomain|·*4·(|Mapping|·*8·*8))·(|isDomain|·*5·(|Mapping|·(|Record|·(|:|·|ans|·*7)·(|:|·|right|·*7)·(|:|·|sol?|·(|Boolean|)))·(|Integer|)·*7))·(|isDomain|·*6·(|List|·(|Fraction|·*8)))·(|ofCategory|·*7·(|Field|))·(|ofCategory|·*8·(|UnivariatePolynomialCategory|·*7))·(|isDomain|·*3·(|Fraction|·*8))·(|isDomain|·*2·(|Record|·(|:|·|answer|·(|Record|·(|:|·|mainpart|·*3)·(|:|·|limitedlogs|·(|List|·(|Record|·(|:|·|coeff|·*3)·(|:|·|logand|·*3))))))·(|:|·|a0|·*7)))·(|isDomain|·*1·(|TranscendentalIntegration|·*7·*8)))))·227 (((*1·*2·*3·*4·*5·*6)·(|partial|·AND·(|isDomain|·*4·(|Mapping|·*8·*8))·(|isDomain|·*5·(|Mapping|·(|Record|·(|:|·|ans|·*7)·(|:|·|right|·*7)·(|:|·|sol?|·(|Boolean|)))·(|Integer|)·*7))·(|isDomain|·*6·(|List|·(|Fraction|·*8)))·(|ofCategory|·*7·(|Field|))·(|ofCategory|·*8·(|UnivariatePolynomialCategory|·*7))·(|isDomain|·*3·(|Fraction|·*8))·(|isDomain|·*2·(|Record|·(|:|·|answer|·(|Record|·(|:|·|mainpart|·*3)·(|:|·|limitedlogs|·(|List|·(|Record|·(|:|·|coeff|·*3)·(|:|·|logand|·*3))))))·(|:|·|a0|·*7)))·(|isDomain|·*1·(|TranscendentalIntegration|·*7·*8)))))·
228 (((*1·*2)·(AND·(|ofCategory|·*1·(|FunctionFieldCategory|·*3·*4·*5))·(|ofCategory|·*3·(|UniqueFactorizationDomain|))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·(|Fraction|·*4)))·(|isDomain|·*2·(|Boolean|)))))·228 (((*1·*2)·(AND·(|ofCategory|·*1·(|FunctionFieldCategory|·*3·*4·*5))·(|ofCategory|·*3·(|UniqueFactorizationDomain|))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·(|Fraction|·*4)))·(|isDomain|·*2·(|Boolean|)))))·
229 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Record|·(|:|·|deg|·(|NonNegativeInteger|))·(|:|·|prod|·*5))))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*2·(|List|·*5))·(|isDomain|·*1·(|DistinctDegreeFactorize|·*4·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Record|·(|:|·|factor|·*5)·(|:|·|degree|·(|Integer|)))))·(|isDomain|·*4·(|Integer|))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|List|·*5))·(|isDomain|·*1·(|ModularDistinctDegreeFactorizer|·*5)))))·229 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Record|·(|:|·|deg|·(|NonNegativeInteger|))·(|:|·|prod|·*5))))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*2·(|List|·*5))·(|isDomain|·*1·(|DistinctDegreeFactorize|·*4·*5))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Record|·(|:|·|factor|·*5)·(|:|·|degree|·(|Integer|)))))·(|isDomain|·*4·(|Integer|))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·*4))·(|isDomain|·*2·(|List|·*5))·(|isDomain|·*1·(|ModularDistinctDegreeFactorizer|·*5)))))·
230 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))·(|isDomain|·*1·(|InnerMatrixLinearAlgebraFunctions|·*3·*4·*5·*2))·(|ofCategory|·*2·(|MatrixCategory|·*3·*4·*5)))))·230 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*4·(|FiniteLinearAggregate|·*3))·(|ofCategory|·*5·(|FiniteLinearAggregate|·*3))·(|isDomain|·*1·(|InnerMatrixLinearAlgebraFunctions|·*3·*4·*5·*2))·(|ofCategory|·*2·(|MatrixCategory|·*3·*4·*5)))))·
231 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|isDomain|·*1·(|IncrementingMaps|·*3))·(|ofCategory|·*3·(|Join|·(|Monoid|)·(|AbelianSemiGroup|))))))·231 (((*1·*2·*3)·(AND·(|isDomain|·*2·(|Mapping|·*3·*3))·(|isDomain|·*1·(|IncrementingMaps|·*3))·(|ofCategory|·*3·(|Join|·(|Monoid|)·(|AbelianSemiGroup|))))))·
232 (((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Mapping|·(|List|·*5)·*6))·(|ofCategory|·*5·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|constant|·*5)·(|:|·|eq|·*3))))·(|isDomain|·*1·(|PrimitiveRatRicDE|·*5·*6·*3·*7))·(|ofCategory|·*3·(|LinearOrdinaryDifferentialOperatorCategory|·*6))·(|ofCategory|·*7·(|LinearOrdinaryDifferentialOperatorCategory|·(|Fraction|·*6))))))·232 (((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Mapping|·(|List|·*5)·*6))·(|ofCategory|·*5·(|Join|·(|Field|)·(|CharacteristicZero|)·(|RetractableTo|·(|Fraction|·(|Integer|)))))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|constant|·*5)·(|:|·|eq|·*3))))·(|isDomain|·*1·(|PrimitiveRatRicDE|·*5·*6·*3·*7))·(|ofCategory|·*3·(|LinearOrdinaryDifferentialOperatorCategory|·*6))·(|ofCategory|·*7·(|LinearOrdinaryDifferentialOperatorCategory|·(|Fraction|·*6))))))·
Offset 286, 15 lines modifiedOffset 286, 15 lines modified
286 (((*1·*2·*2·*3·*4)·(AND·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·(|construct|·(QUOTE·X)·(QUOTE·Y))·*5))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*8·(|DirectProductCategory|·(|#|·*6)·*3))·(|isDomain|·*1·(|BlowUpPackage|·*5·*6·*7·*8·*4))·(|ofCategory|·*7·(|FiniteAbelianMonoidRing|·*5·*8))·(|ofCategory|·*4·(|BlowUpMethodCategory|)))))·286 (((*1·*2·*2·*3·*4)·(AND·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·(|construct|·(QUOTE·X)·(QUOTE·Y))·*5))·(|ofCategory|·*5·(|Field|))·(|isDomain|·*3·(|NonNegativeInteger|))·(|ofType|·*6·(|List|·(|Symbol|)))·(|ofCategory|·*8·(|DirectProductCategory|·(|#|·*6)·*3))·(|isDomain|·*1·(|BlowUpPackage|·*5·*6·*7·*8·*4))·(|ofCategory|·*7·(|FiniteAbelianMonoidRing|·*5·*8))·(|ofCategory|·*4·(|BlowUpMethodCategory|)))))·
287 (((*1·*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|RecursivePolynomialCategory|·*3·*4·*2))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|RecursivePolynomialCategory|·*2·*3·*4))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*3·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|OrderedSet|)))))·287 (((*1·*1·*1·*1·*2)·(AND·(|ofCategory|·*1·(|RecursivePolynomialCategory|·*3·*4·*2))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*1·*1·*1)·(AND·(|ofCategory|·*1·(|RecursivePolynomialCategory|·*2·*3·*4))·(|ofCategory|·*2·(|Ring|))·(|ofCategory|·*3·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|OrderedSet|)))))·
288 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|TextFile|)))))·288 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|String|))·(|isDomain|·*1·(|TextFile|)))))·
289 (((*1·*2·*3·*3·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSeriesSummationPackage|)))))·289 (((*1·*2·*3·*3·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSeriesSummationPackage|)))))·
290 (((*1·*2·*3·*4·*4·*4·*4·*5·*5)·(AND·(|isDomain|·*3·(|Mapping|·(|Float|)·(|Float|)))·(|isDomain|·*4·(|Float|))·(|isDomain|·*2·(|Record|·(|:|·|value|·*4)·(|:|·|error|·*4)·(|:|·|totalpts|·(|Integer|))·(|:|·|success|·(|Boolean|))))·(|isDomain|·*1·(|NumericalQuadrature|))·(|isDomain|·*5·(|Integer|)))))·290 (((*1·*2·*3·*4·*4·*4·*4·*5·*5)·(AND·(|isDomain|·*3·(|Mapping|·(|Float|)·(|Float|)))·(|isDomain|·*4·(|Float|))·(|isDomain|·*2·(|Record|·(|:|·|value|·*4)·(|:|·|error|·*4)·(|:|·|totalpts|·(|Integer|))·(|:|·|success|·(|Boolean|))))·(|isDomain|·*1·(|NumericalQuadrature|))·(|isDomain|·*5·(|Integer|)))))·
291 (((*1·*1·*1)·(AND·(|ofCategory|·*2·(|Field|))·(|ofCategory|·*3·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|OrderedSet|))·(|isDomain|·*1·(|PolynomialIdeals|·*2·*3·*4·*5))·(|ofCategory|·*5·(|PolynomialCategory|·*2·*3·*4)))))·291 (((*1·*1·*1)·(AND·(|ofCategory|·*2·(|Field|))·(|ofCategory|·*3·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|OrderedSet|))·(|isDomain|·*1·(|PolynomialIdeals|·*2·*3·*4·*5))·(|ofCategory|·*5·(|PolynomialCategory|·*2·*3·*4)))))·
292 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|Equation|·*2))·(|ofCategory|·*2·(|AbelianGroup|))·(|ofCategory|·*2·(|Type|)))))·292 (((*1·*1·*1)·(AND·(|isDomain|·*1·(|Equation|·*2))·(|ofCategory|·*2·(|AbelianGroup|))·(|ofCategory|·*2·(|Type|)))))·
293 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·(|GuessOption|)))·(|ofCategory|·*5·(|Field|))·(|ofType|·*10·(|Mapping|·*7·*5))·(|ofCategory|·*8·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*9·(|Mapping|·*5·*8))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|function|·*7)·(|:|·|order|·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|Guess|·*5·*6·*7·*8·*9·*10))·(|ofCategory|·*6·(|GcdDomain|))·(|ofCategory|·*7·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*8)·(|RetractableTo|·(|Symbol|))·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·(|Symbol|))·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*4))·(|ofCategory|·*4·(|Field|))·(|ofType|·*9·(|Mapping|·*6·*4))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*8·(|Mapping|·*4·*7))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|function|·*6)·(|:|·|order|·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|Guess|·*4·*5·*6·*7·*8·*9))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*7)·(|RetractableTo|·(|Symbol|))·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·(|Symbol|))·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*8·(|Mapping|·*4·*7))·(|isDomain|·*2·(|Mapping|·(|List|·(|Record|·(|:|·|function|·*6)·(|:|·|order|·(|NonNegativeInteger|))))·(|List|·*4)·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|Guess|·*4·*5·*6·*7·*8·*9))·(|ofCategory|·*4·(|RetractableTo|·*3))·(|ofCategory|·*5·(|RetractableTo|·*3))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*7)·(|RetractableTo|·*3)·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·*3)·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))·(|ofType|·*9·(|Mapping|·*6·*4))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Fraction|·(|MyUnivariatePolynomial|·*5·(|Integer|)))))·(|isDomain|·*4·(|List|·(|GuessOption|)))·(|ofType|·*5·(|Symbol|))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|function|·(|MyExpression|·*5·(|Integer|)))·(|:|·|order|·(|NonNegativeInteger|)))))·(|isDomain|·*[·...·truncated·by·diffoscope;·len:·3278,·SHA:·dcf718ca62784f319c6566cbd37f98de5843c44043e5ad2e95151c2dbfa252f5·...·])))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·(|GuessOption|)))·(|ofCategory|·*5·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|))))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|function|·(|Expression|·(|Integer|)))·(|:|·|order|·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessFinite|·*5))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*4))·(|ofCategory|·*4·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|))))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|function|·(|Expression|·(|Integer|)))·(|:|·|order|·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessFinite|·*4))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·(|List|·(|Record|·(|:|·|function|·(|Expression|·(|Integer|)))·(|:|·|order|·(|NonNegativeInteger|))))·(|List|·*4)·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessFinite|·*4))·(|ofCategory|·*4·(|RetractableTo|·*3))·(|ofCategory|·*4·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|)))))))·293 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·(|GuessOption|)))·(|ofCategory|·*5·(|Field|))·(|ofType|·*10·(|Mapping|·*7·*5))·(|ofCategory|·*8·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*9·(|Mapping|·*5·*8))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|function|·*7)·(|:|·|order|·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|Guess|·*5·*6·*7·*8·*9·*10))·(|ofCategory|·*6·(|GcdDomain|))·(|ofCategory|·*7·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*8)·(|RetractableTo|·(|Symbol|))·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·(|Symbol|))·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*4))·(|ofCategory|·*4·(|Field|))·(|ofType|·*9·(|Mapping|·*6·*4))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*8·(|Mapping|·*4·*7))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|function|·*6)·(|:|·|order|·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|Guess|·*4·*5·*6·*7·*8·*9))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*7)·(|RetractableTo|·(|Symbol|))·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·(|Symbol|))·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*7·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|ofType|·*8·(|Mapping|·*4·*7))·(|isDomain|·*2·(|Mapping|·(|List|·(|Record|·(|:|·|function|·*6)·(|:|·|order|·(|NonNegativeInteger|))))·(|List|·*4)·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|Guess|·*4·*5·*6·*7·*8·*9))·(|ofCategory|·*4·(|RetractableTo|·*3))·(|ofCategory|·*5·(|RetractableTo|·*3))·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|GcdDomain|))·(|ofCategory|·*6·(|Join|·(|FunctionSpace|·(|Integer|))·(|IntegralDomain|)·(|RetractableTo|·*7)·(|RetractableTo|·*3)·(|RetractableTo|·(|Integer|))·(|CombinatorialOpsCategory|)·(|PartialDifferentialRing|·*3)·(CATEGORY·|domain|·(SIGNATURE·*·($·$·$))·(SIGNATURE·/·($·$·$))·(SIGNATURE·**·($·$·$))·(SIGNATURE·|numerator|·($·$))·(SIGNATURE·|denominator|·($·$))·(SIGNATURE·|ground?|·((|Boolean|)·$)))))·(|ofType|·*9·(|Mapping|·*6·*4))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|AlgebraicNumber|)))·(|isDomain|·*4·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|function|·(|Expression|·(|Integer|)))·(|:|·|order|·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessAlgebraicNumber|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|L[·...·truncated·by·diffoscope;·len:·3278,·SHA:·f576c024623576ecdf4cfdce70881a191215103c7d0a47943fe20273facecd07·...·])))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·*5))·(|isDomain|·*4·(|List|·(|GuessOption|)))·(|ofCategory|·*5·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|))))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|function|·(|Expression|·(|Integer|)))·(|:|·|order|·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessFinite|·*5))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·*4))·(|ofCategory|·*4·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|))))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|function|·(|Expression|·(|Integer|)))·(|:|·|order|·(|NonNegativeInteger|)))))·(|isDomain|·*1·(|GuessFinite|·*4))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Symbol|))·(|isDomain|·*2·(|Mapping|·(|List|·(|Record|·(|:|·|function|·(|Expression|·(|Integer|)))·(|:|·|order|·(|NonNegativeInteger|))))·(|List|·*4)·(|List|·(|GuessOption|))))·(|isDomain|·*1·(|GuessFinite|·*4))·(|ofCategory|·*4·(|RetractableTo|·*3))·(|ofCategory|·*4·(|Join|·(|FiniteFieldCategory|)·(|ConvertibleTo|·(|Integer|)))))))·
294 (((*1·*2·*3·*3·*4)·(AND·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|IntegralDomain|))·(|isDomain|·*2·(|Record|·(|:|·|coef2|·*3)·(|:|·|subResultant|·*3)))·(|isDomain|·*1·(|PseudoRemainderSequence|·*5·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*5)))))·294 (((*1·*2·*3·*3·*4)·(AND·(|isDomain|·*4·(|NonNegativeInteger|))·(|ofCategory|·*5·(|IntegralDomain|))·(|isDomain|·*2·(|Record|·(|:|·|coef2|·*3)·(|:|·|subResultant|·*3)))·(|isDomain|·*1·(|PseudoRemainderSequence|·*5·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*5)))))·
295 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Plot|))·(|isDomain|·*2·(|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|)))))·(|isDomain|·*1·(|TwoDimensionalPlotClipping|))))·((*1·*2·*3·*4·*4)·(AND·(|isDomain|·*3·(|Plot|))·(|isDomain|·*4·(|Fraction|·(|Integer|)))·(|isDomain|·*2·(|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|)))))·(|isDomain|·*1·(|TwoDimensionalPlotClipping|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|)))))·(|isDomain|·*1·(|TwoDimensionalPlotClipping|))·(|isDomain|·*3·(|List|·(|Point|·(|DoubleFloat|))))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|)))))·(|isDomain|·*1·(|TwoDimensionalPlotClipping|))·(|isDomain|·*3·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Segment|·(|Float|))))·(|isDomain|·*1·(|DrawOption|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|DrawOption|)))))·295 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|Plot|))·(|isDomain|·*2·(|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|)))))·(|isDomain|·*1·(|TwoDimensionalPlotClipping|))))·((*1·*2·*3·*4·*4)·(AND·(|isDomain|·*3·(|Plot|))·(|isDomain|·*4·(|Fraction|·(|Integer|)))·(|isDomain|·*2·(|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|)))))·(|isDomain|·*1·(|TwoDimensionalPlotClipping|))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|)))))·(|isDomain|·*1·(|TwoDimensionalPlotClipping|))·(|isDomain|·*3·(|List|·(|Point|·(|DoubleFloat|))))))·((*1·*2·*3)·(AND·(|isDomain|·*2·(|Record|·(|:|·|brans|·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))·(|:|·|xValues|·(|Segment|·(|DoubleFloat|)))·(|:|·|yValues|·(|Segment|·(|DoubleFloat|)))))·(|isDomain|·*1·(|TwoDimensionalPlotClipping|))·(|isDomain|·*3·(|List|·(|List|·(|Point|·(|DoubleFloat|)))))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|Segment|·(|Float|))))·(|isDomain|·*1·(|DrawOption|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|DrawOption|)))))·
296 (((*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|))))·296 (((*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|))))·
297 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Expression|·(|DoubleFloat|))))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|e04AgentsPackage|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Expression|·(|DoubleFloat|)))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|e04AgentsPackage|))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|IntegralDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|PolynomialSetUtilitiesPackage|·*4·*5·*6·*3))·(|ofCategory|·*3·(|RecursivePolynomialCategory|·*4·*5·*6)))))·297 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|Expression|·(|DoubleFloat|))))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|e04AgentsPackage|))))·((*1·*2·*3)·(AND·(|isDomain|·*3·(|Expression|·(|DoubleFloat|)))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|e04AgentsPackage|))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|IntegralDomain|))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*6·(|OrderedSet|))·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|PolynomialSetUtilitiesPackage|·*4·*5·*6·*3))·(|ofCategory|·*3·(|RecursivePolynomialCategory|·*4·*5·*6)))))·
298 (((*1·*1)·(|isDomain|·*1·(|Character|))))·298 (((*1·*1)·(|isDomain|·*1·(|Character|))))·
299 (((*1·*2·*3·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSeriesSummationPackage|)))))·299 (((*1·*2·*3·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSeriesSummationPackage|)))))·
300 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·300 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·
Offset 339, 15 lines modifiedOffset 339, 15 lines modified
339 (((*1·*1·*1·*1)·(|ofCategory|·*1·(|OrderedSet|)))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FiniteSetAggregate|·*2))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|OrderedMultisetAggregate|·*2))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*1)·(AND·(|ofCategory|·*1·(|FloatingPointSystem|))·(|not|·(|has|·*1·(ATTRIBUTE·|arbitraryPrecision|)))·(|not|·(|has|·*1·(ATTRIBUTE·|arbitraryExponent|)))))·((*1·*1)·(|isDomain|·*1·(|SingleInteger|))))·339 (((*1·*1·*1·*1)·(|ofCategory|·*1·(|OrderedSet|)))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FiniteSetAggregate|·*2))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|OrderedMultisetAggregate|·*2))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*1)·(AND·(|ofCategory|·*1·(|FloatingPointSystem|))·(|not|·(|has|·*1·(ATTRIBUTE·|arbitraryPrecision|)))·(|not|·(|has|·*1·(ATTRIBUTE·|arbitraryExponent|)))))·((*1·*1)·(|isDomain|·*1·(|SingleInteger|))))·
340 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|sub|·(|List|·(|OutputForm|)))·(|:|·|sup|·(|List|·(|OutputForm|)))·(|:|·|presup|·(|List|·(|OutputForm|)))·(|:|·|presub|·(|List|·(|OutputForm|)))·(|:|·|args|·(|List|·(|OutputForm|)))))·(|isDomain|·*1·(|Symbol|))))·((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|List|·(|OutputForm|))))·(|isDomain|·*1·(|Symbol|)))))·340 (((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|Record|·(|:|·|sub|·(|List|·(|OutputForm|)))·(|:|·|sup|·(|List|·(|OutputForm|)))·(|:|·|presup|·(|List|·(|OutputForm|)))·(|:|·|presub|·(|List|·(|OutputForm|)))·(|:|·|args|·(|List|·(|OutputForm|)))))·(|isDomain|·*1·(|Symbol|))))·((*1·*1·*1·*2)·(AND·(|isDomain|·*2·(|List|·(|List|·(|OutputForm|))))·(|isDomain|·*1·(|Symbol|)))))·
341 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(CATEGORY·|domain|·(SIGNATURE·**·($·$·(|Fraction|·(|Integer|)))))))·(|isDomain|·*2·(|List|·*4))·(|isDomain|·*1·(|PolynomialSolveByFormulas|·*3·*4))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4))))·((*1·*2·*3·*3)·(AND·(|ofCategory|·*3·(|Join|·(|Field|)·(CATEGORY·|domain|·(SIGNATURE·**·($·$·(|Fraction|·(|Integer|)))))))·(|isDomain|·*2·(|List|·*3))·(|isDomain|·*1·(|PolynomialSolveByFormulas|·*4·*3))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3)))))·341 (((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|Field|)·(CATEGORY·|domain|·(SIGNATURE·**·($·$·(|Fraction|·(|Integer|)))))))·(|isDomain|·*2·(|List|·*4))·(|isDomain|·*1·(|PolynomialSolveByFormulas|·*3·*4))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4))))·((*1·*2·*3·*3)·(AND·(|ofCategory|·*3·(|Join|·(|Field|)·(CATEGORY·|domain|·(SIGNATURE·**·($·$·(|Fraction|·(|Integer|)))))))·(|isDomain|·*2·(|List|·*3))·(|isDomain|·*1·(|PolynomialSolveByFormulas|·*4·*3))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3)))))·
342 (((*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|InnerAlgebraicNumber|)))))·342 (((*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|InnerAlgebraicNumber|)))))·
343 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|FortranExpression|·*3·*4·*5))·(|ofType|·*3·(|List|·(|Symbol|)))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*5·(|FortranMachineTypeCategory|))))·((*1·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|FortranExpression|·*3·*4·*5))·(|ofType|·*3·(|List|·(|Symbol|)))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*5·(|FortranMachineTypeCategory|)))))·343 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|FortranExpression|·*3·*4·*5))·(|ofType|·*3·(|List|·(|Symbol|)))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*5·(|FortranMachineTypeCategory|))))·((*1·*2)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|FortranExpression|·*3·*4·*5))·(|ofType|·*3·(|List|·(|Symbol|)))·(|ofType|·*4·(|List|·(|Symbol|)))·(|ofCategory|·*5·(|FortranMachineTypeCategory|)))))·
344 (((*1·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|RandomFloatDistributions|)))))·344 (((*1·*2)·(AND·(|isDomain|·*2·(|Float|))·(|isDomain|·*1·(|RandomFloatDistributions|)))))·
345 (((*1·*2·*2·*3·*3)·(AND·(|isDomain|·*2·(|Matrix|·*3))·(|ofCategory|·*3·(|EuclideanDomain|))·(|isDomain|·*1·(|ModularHermitianRowReduction|·*3)))))·345 (((*1·*2·*2·*3·*3)·(AND·(|isDomain|·*2·(|Matrix|·*3))·(|ofCategory|·*3·(|EuclideanDomain|))·(|isDomain|·*1·(|ModularHermitianRowReduction|·*3)))))·
346 (((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Boolean|))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|List|·(|Record|·(|:|·|complexRoots|·(|SparseUnivariatePolynomial|·*5))·(|:|·|coordinates|·(|List|·(|Polynomial|·*5))))))·(|isDomain|·*1·(|RationalUnivariateRepresentationPackage|·*5·*6))·(|isDomain|·*3·(|List|·(|Polynomial|·*5)))·(|ofType|·*[·...·truncated·by·diffoscope;·len:·1236,·SHA:·874efecdd2c3382105f655b9d4ba2d914a98a695ed0aa59c46ac1de9ea9bcb0f·...·])))))·346 (((*1·*2·*3·*4)·(AND·(|isDomain|·*4·(|Boolean|))·(|ofCategory|·*5·(|Join|·(|EuclideanDomain|)·(|CharacteristicZero|)))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*7·(|OrderedSet|))·(|ofCategory|·*8·(|RecursivePolynomialCategory|·*5·*6·*7))·(|isDomain|·*2·(|List|·*3))·(|isDomain|·*1·(|InternalRationalUnivariateRepresentationPackage|·*5·*6·*7·*8·*3))·(|ofCateg[·...·truncated·by·diffoscope;·len:·1236,·SHA:·b872945258b0c8596504095d699485db8e54f4d3e11f146e0f9bad39b447025d·...·])))))·
347 (((*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|OpenMathErrorKind|))·(|isDomain|·*3·(|List|·(|Symbol|)))·(|isDomain|·*1·(|OpenMathError|)))))·347 (((*1·*1·*2·*3)·(AND·(|isDomain|·*2·(|OpenMathErrorKind|))·(|isDomain|·*3·(|List|·(|Symbol|)))·(|isDomain|·*1·(|OpenMathError|)))))·
348 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|ComplexCategory|·*2))·(|ofCategory|·*2·(|CommutativeRing|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|OctonionCategory|·*2))·(|ofCategory|·*2·(|CommutativeRing|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|QuaternionCategory|·*2))·(|ofCategory|·*2·(|CommutativeRing|))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))))·(|isDomain|·*2·(|Expression|·*4))·(|isDomain|·*1·(|ComplexTrigonometricManipulations|·*4·*3))·(|ofCategory|·*3·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·(|Complex|·*4))))))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|GcdDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|TrigonometricManipulations|·*3·*2))·(|ofCategory|·*2·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*3))))))·348 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|ComplexCategory|·*2))·(|ofCategory|·*2·(|CommutativeRing|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|OctonionCategory|·*2))·(|ofCategory|·*2·(|CommutativeRing|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|QuaternionCategory|·*2))·(|ofCategory|·*2·(|CommutativeRing|))))·((*1·*2·*3)·(AND·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))))·(|isDomain|·*2·(|Expression|·*4))·(|isDomain|·*1·(|ComplexTrigonometricManipulations|·*4·*3))·(|ofCategory|·*3·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·(|Complex|·*4))))))·((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|GcdDomain|)·(|OrderedSet|)·(|RetractableTo|·(|Integer|))·(|LinearlyExplicitRingOver|·(|Integer|))))·(|isDomain|·*1·(|TrigonometricManipulations|·*3·*2))·(|ofCategory|·*2·(|Join|·(|AlgebraicallyClosedField|)·(|TranscendentalFunctionCategory|)·(|FunctionSpace|·*3))))))·
349 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|SparseUnivariatePolynomial|·(|Polynomial|·*6)))·(|ofCategory|·*6·(|IntegralDomain|))·(|ofCategory|·*2·(|PolynomialCategory|·(|Fraction|·(|Polynomial|·*6))·*5·*4))·(|isDomain|·*1·(|MPolyCatRationalFunctionFactorizer|·*5·*4·*6·*2))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(CATEGORY·|domain|·(SIGNATURE·|convert|·((|Symbol|)·$))))))))·349 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|SparseUnivariatePolynomial|·(|Polynomial|·*6)))·(|ofCategory|·*6·(|IntegralDomain|))·(|ofCategory|·*2·(|PolynomialCategory|·(|Fraction|·(|Polynomial|·*6))·*5·*4))·(|isDomain|·*1·(|MPolyCatRationalFunctionFactorizer|·*5·*4·*6·*2))·(|ofCategory|·*5·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*4·(|Join|·(|OrderedSet|)·(CATEGORY·|domain|·(SIGNATURE·|convert|·((|Symbol|)·$))))))))·
350 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|DifferentialPolynomialCategory|·*3·*4·*5·*6))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedSet|))·(|ofCategory|·*5·(|DifferentialVariableCategory|·*4))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Boolean|)))))·350 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|DifferentialPolynomialCategory|·*3·*4·*5·*6))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedSet|))·(|ofCategory|·*5·(|DifferentialVariableCategory|·*4))·(|ofCategory|·*6·(|OrderedAbelianMonoidSup|))·(|isDomain|·*2·(|Boolean|)))))·
351 (((*1·*1)·(AND·(|ofCategory|·*1·(|FiniteAlgebraicExtensionField|·*2))·(|ofCategory|·*2·(|Finite|))·(|ofCategory|·*2·(|Field|)))))·351 (((*1·*1)·(AND·(|ofCategory|·*1·(|FiniteAlgebraicExtensionField|·*2))·(|ofCategory|·*2·(|Finite|))·(|ofCategory|·*2·(|Field|)))))·
352 (((*1·*1·*1·*1)·(|ofCategory|·*1·(|OrderedSet|)))·((*1·*2·*1)·(|ofCategory|·*1·(|PriorityQueueAggregate|·*2)))·((*1·*2·*1)·(AND·(|isDomain|·*1·(|Heap|·*2))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FiniteSetAggregate|·*2))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*1)·(AND·(|ofCategory|·*1·(|FloatingPointSystem|))·(|not|·(|has|·*1·(ATTRIBUTE·|arbitraryPrecision|)))·(|not|·(|has|·*1·(ATTRIBUTE·|arbitraryExponent|)))))·((*1·*1)·(|isDomain|·*1·(|SingleInteger|))))·352 (((*1·*1·*1·*1)·(|ofCategory|·*1·(|OrderedSet|)))·((*1·*2·*1)·(|ofCategory|·*1·(|PriorityQueueAggregate|·*2)))·((*1·*2·*1)·(AND·(|isDomain|·*1·(|Heap|·*2))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FiniteSetAggregate|·*2))·(|ofCategory|·*2·(|SetCategory|))·(|ofCategory|·*2·(|OrderedSet|))))·((*1·*1)·(AND·(|ofCategory|·*1·(|FloatingPointSystem|))·(|not|·(|has|·*1·(ATTRIBUTE·|arbitraryPrecision|)))·(|not|·(|has|·*1·(ATTRIBUTE·|arbitraryExponent|)))))·((*1·*1)·(|isDomain|·*1·(|SingleInteger|))))·
353 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|AssociationList|·(|String|)·(|None|)))·(|isDomain|·*1·(|BasicOperator|)))))·353 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|AssociationList|·(|String|)·(|None|)))·(|isDomain|·*1·(|BasicOperator|)))))·
Offset 492, 15 lines modifiedOffset 492, 15 lines modified
492 (((*1·*2·*1)·(AND·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·(|Fraction|·*4)))·(|isDomain|·*2·(|Vector|·*6))·(|isDomain|·*1·(|FiniteDivisor|·*3·*4·*5·*6))·(|ofCategory|·*6·(|FunctionFieldCategory|·*3·*4·*5)))))·492 (((*1·*2·*1)·(AND·(|ofCategory|·*3·(|Field|))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*3))·(|ofCategory|·*5·(|UnivariatePolynomialCategory|·(|Fraction|·*4)))·(|isDomain|·*2·(|Vector|·*6))·(|isDomain|·*1·(|FiniteDivisor|·*3·*4·*5·*6))·(|ofCategory|·*6·(|FunctionFieldCategory|·*3·*4·*5)))))·
493 (((*1·*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Record|·(|:|·|scalar|·(|Fraction|·(|Integer|)))·(|:|·|coeff|·(|SparseUnivariatePolynomial|·*2))·(|:|·|logand|·(|SparseUnivariatePolynomial|·*2)))))·(|isDomain|·*4·(|List|·(|Record|·(|:|·|integrand|·*2)·(|:|·|intvar|·*2))))·(|ofCategory|·*2·(|Field|))·(|isDomain|·*1·(|IntegrationResult|·*2)))))·493 (((*1·*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|List|·(|Record|·(|:|·|scalar|·(|Fraction|·(|Integer|)))·(|:|·|coeff|·(|SparseUnivariatePolynomial|·*2))·(|:|·|logand|·(|SparseUnivariatePolynomial|·*2)))))·(|isDomain|·*4·(|List|·(|Record|·(|:|·|integrand|·*2)·(|:|·|intvar|·*2))))·(|ofCategory|·*2·(|Field|))·(|isDomain|·*1·(|IntegrationResult|·*2)))))·
494 (((*1·*2·*2·*3)·(|partial|·AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·*4)))·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|RetractableTo|·(|Integer|))·(|CharacteristicZero|)))·(|isDomain|·*1·(|RationalFunctionIntegration|·*4)))))·494 (((*1·*2·*2·*3)·(|partial|·AND·(|isDomain|·*2·(|Fraction|·(|Polynomial|·*4)))·(|isDomain|·*3·(|Symbol|))·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|RetractableTo|·(|Integer|))·(|CharacteristicZero|)))·(|isDomain|·*1·(|RationalFunctionIntegration|·*4)))))·
495 (((*1·*2·*2·*3·*4)·(AND·(|isDomain|·*4·(|Integer|))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|DirectProductCategory|·*7·(|NonNegativeInteger|)))·(|ofType|·*7·(|NonNegativeInteger|))·(|isDomain|·*1·(|PolynomialPackageForCurve|·*5·*2·*6·*7·*3))·(|ofCategory|·*2·(|FiniteAbelianMonoidRing|·*5·*6))·(|ofCategory|·*3·(|ProjectiveSpaceCategory|·*5))))·((*1·*2·*2·*3)·(AND·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|DirectProductCategory|·*6·(|NonNegativeInteger|)))·(|ofType|·*6·(|NonNegativeInteger|))·(|isDomain|·*1·(|PolynomialPackageForCurve|·*4·*2·*5·*6·*3))·(|ofCategory|·*2·(|FiniteAbelianMonoidRing|·*4·*5))·(|ofCategory|·*3·(|ProjectiveSpaceCategory|·*4))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DistributedMultivariatePolynomial|·*6·*5))·(|isDomain|·*4·(|ProjectivePlaneOverPseudoAlgebraicClosureOfFiniteField|·*5))·(|ofCategory|·*5·(|FiniteFieldCategory|))·(|ofType|·*6·(|List|·(|Symbol|)))·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·*6·(|PseudoAlgebraicClosureOfFiniteField|·*5)))·(|isDomain|·*1·(|PackageForAlgebraicFunctionFieldOverFiniteField|·*5·*6·*7))·(|ofCategory|·*7·(|BlowUpMethodCategory|)))))·495 (((*1·*2·*2·*3·*4)·(AND·(|isDomain|·*4·(|Integer|))·(|ofCategory|·*5·(|Field|))·(|ofCategory|·*6·(|DirectProductCategory|·*7·(|NonNegativeInteger|)))·(|ofType|·*7·(|NonNegativeInteger|))·(|isDomain|·*1·(|PolynomialPackageForCurve|·*5·*2·*6·*7·*3))·(|ofCategory|·*2·(|FiniteAbelianMonoidRing|·*5·*6))·(|ofCategory|·*3·(|ProjectiveSpaceCategory|·*5))))·((*1·*2·*2·*3)·(AND·(|ofCategory|·*4·(|Field|))·(|ofCategory|·*5·(|DirectProductCategory|·*6·(|NonNegativeInteger|)))·(|ofType|·*6·(|NonNegativeInteger|))·(|isDomain|·*1·(|PolynomialPackageForCurve|·*4·*2·*5·*6·*3))·(|ofCategory|·*2·(|FiniteAbelianMonoidRing|·*4·*5))·(|ofCategory|·*3·(|ProjectiveSpaceCategory|·*4))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DistributedMultivariatePolynomial|·*6·*5))·(|isDomain|·*4·(|ProjectivePlaneOverPseudoAlgebraicClosureOfFiniteField|·*5))·(|ofCategory|·*5·(|FiniteFieldCategory|))·(|ofType|·*6·(|List|·(|Symbol|)))·(|isDomain|·*2·(|DistributedMultivariatePolynomial|·*6·(|PseudoAlgebraicClosureOfFiniteField|·*5)))·(|isDomain|·*1·(|PackageForAlgebraicFunctionFieldOverFiniteField|·*5·*6·*7))·(|ofCategory|·*7·(|BlowUpMethodCategory|)))))·
496 (((*1·*2·*3·*4·*4·*4·*4·*5·*5·*5)·(AND·(|isDomain|·*3·(|Mapping|·(|Float|)·(|Float|)))·(|isDomain|·*4·(|Float|))·(|isDomain|·*2·(|Record|·(|:|·|value|·*4)·(|:|·|error|·*4)·(|:|·|totalpts|·(|Integer|))·(|:|·|success|·(|Boolean|))))·(|isDomain|·*1·(|NumericalQuadrature|))·(|isDomain|·*5·(|Integer|)))))·496 (((*1·*2·*3·*4·*4·*4·*4·*5·*5·*5)·(AND·(|isDomain|·*3·(|Mapping|·(|Float|)·(|Float|)))·(|isDomain|·*4·(|Float|))·(|isDomain|·*2·(|Record|·(|:|·|value|·*4)·(|:|·|error|·*4)·(|:|·|totalpts|·(|Integer|))·(|:|·|success|·(|Boolean|))))·(|isDomain|·*1·(|NumericalQuadrature|))·(|isDomain|·*5·(|Integer|)))))·
497 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|SparseUnivariatePolynomial|·*4))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*2·(|Vector|·(|List|·(|Record|·(|:|·|value|·*4)·(|:|·|index|·(|SingleInteger|))))))·(|isDomain|·*1·(|FiniteFieldFunctions|·*4)))))·497 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|SparseUnivariatePolynomial|·*4))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*2·(|Vector|·(|List|·(|Record|·(|:|·|value|·*4)·(|:|·|index|·(|SingleInteger|))))))·(|isDomain|·*1·(|FiniteFieldFunctions|·*4)))))·
498 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|PolynomialSetCategory|·*3·*4·*5·*6))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|IntegralDomain|))·(|isDomain|·*2·(|Boolean|)))))·498 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|PolynomialSetCategory|·*3·*4·*5·*6))·(|ofCategory|·*3·(|Ring|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|IntegralDomain|))·(|isDomain|·*2·(|Boolean|)))))·
499 (((*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|DoubleFloatVector|))))·((*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|DoubleFloatMatrix|))))·((*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|U8Matrix|))))·((*1·*1·*2·*2)[·...·truncated·by·diffoscope;·len:·134,·SHA:·0bd7bbc55b5df6d3725f8060597553b04dae5a48bcbe042aa8fa08c7d9ddec86·...·]Matrix|))))·((*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|ComplexDoubleFloatMatrix|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|ComplexDoubleFloatVector|)))))·499 (((*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|DoubleFloatMatrix|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|DoubleFloatVector|))))·((*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|U8Matrix|))))·((*1·*1·*2·*2)[·...·truncated·by·diffoscope;·len:·134,·SHA:·c2413f469761912472cf014a7f471987bd581375336134dec55749c1864a0216·...·]Matrix|))))·((*1·*1·*2·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|ComplexDoubleFloatMatrix|))))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|ComplexDoubleFloatVector|)))))·
500 (((*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Record|·(|:|·|lm|·(|FreeMonoid|·*3))·(|:|·|mm|·(|FreeMonoid|·*3))·(|:|·|rm|·(|FreeMonoid|·*3))))·(|isDomain|·*1·(|FreeMonoid|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Record|·(|:|·|lm|·(|OrderedFreeMonoid|·*3))·(|:|·|mm|·(|OrderedFreeMonoid|·*3))·(|:|·|rm|·(|OrderedFreeMonoid|·*3))))·(|isDomain|·*1·(|OrderedFreeMonoid|·*3))·(|ofCategory|·*3·(|OrderedSet|)))))·500 (((*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Record|·(|:|·|lm|·(|FreeMonoid|·*3))·(|:|·|mm|·(|FreeMonoid|·*3))·(|:|·|rm|·(|FreeMonoid|·*3))))·(|isDomain|·*1·(|FreeMonoid|·*3))·(|ofCategory|·*3·(|SetCategory|))))·((*1·*2·*1·*1)·(AND·(|isDomain|·*2·(|Record|·(|:|·|lm|·(|OrderedFreeMonoid|·*3))·(|:|·|mm|·(|OrderedFreeMonoid|·*3))·(|:|·|rm|·(|OrderedFreeMonoid|·*3))))·(|isDomain|·*1·(|OrderedFreeMonoid|·*3))·(|ofCategory|·*3·(|OrderedSet|)))))·
501 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|SubSpaceComponentProperty|))·(|isDomain|·*1·(|SubSpace|·*3·*4))·(|ofType|·*3·(|PositiveInteger|))·(|ofCategory|·*4·(|Ring|)))))·501 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|SubSpaceComponentProperty|))·(|isDomain|·*1·(|SubSpace|·*3·*4))·(|ofType|·*3·(|PositiveInteger|))·(|ofCategory|·*4·(|Ring|)))))·
502 (((*1·*2·*3·*4·*5·*6)·(AND·(|ofCategory|·*6·(|Field|))·(|ofType|·*7·(|List|·(|Symbol|)))·(|ofCategory|·*9·(|DirectProductCategory|·(|#|·*7)·(|NonNegativeInteger|)))·(|isDomain|·*2·(|Record|·(|:|·|mult|·(|NonNegativeInteger|))·(|:|·|subMult|·(|NonNegativeInteger|))·(|:|·|blUpRec|·(|List|·(|Record|·(|:|·|recTransStr|·(|DistributedMultivariatePolynomial|·(|construct|·(QUOTE·X)·(QUOTE·Y))·*6))·(|:|·|recPoint|·(|AffinePlane|·*6))·(|:|·|recChart|·*5)·(|:|·|definingExtension|·*6))))))·(|isDomain|·*1·(|BlowUpPackage|·*6·*7·*8·*9·*5))·(|isDomain|·*3·(|DistributedMultivariatePolynomial|·(|construct|·(QUOTE·X)·(QUOTE·Y))·*6))·(|isDomain|·*4·(|AffinePlane|·*6))·(|ofCategory|·*8·(|FiniteAbelianMonoidRing|·*6·*9))·(|ofCategory|·*5·(|BlowUpMethodCategory|)))))·502 (((*1·*2·*3·*4·*5·*6)·(AND·(|ofCategory|·*6·(|Field|))·(|ofType|·*7·(|List|·(|Symbol|)))·(|ofCategory|·*9·(|DirectProductCategory|·(|#|·*7)·(|NonNegativeInteger|)))·(|isDomain|·*2·(|Record|·(|:|·|mult|·(|NonNegativeInteger|))·(|:|·|subMult|·(|NonNegativeInteger|))·(|:|·|blUpRec|·(|List|·(|Record|·(|:|·|recTransStr|·(|DistributedMultivariatePolynomial|·(|construct|·(QUOTE·X)·(QUOTE·Y))·*6))·(|:|·|recPoint|·(|AffinePlane|·*6))·(|:|·|recChart|·*5)·(|:|·|definingExtension|·*6))))))·(|isDomain|·*1·(|BlowUpPackage|·*6·*7·*8·*9·*5))·(|isDomain|·*3·(|DistributedMultivariatePolynomial|·(|construct|·(QUOTE·X)·(QUOTE·Y))·*6))·(|isDomain|·*4·(|AffinePlane|·*6))·(|ofCategory|·*8·(|FiniteAbelianMonoidRing|·*6·*9))·(|ofCategory|·*5·(|BlowUpMethodCategory|)))))·
503 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|FunctionalSpecialFunction|·*3·*2))·(|ofCategory|·*2·(|FunctionSpace|·*3)))))·503 (((*1·*2·*2)·(AND·(|ofCategory|·*3·(|Join|·(|OrderedSet|)·(|IntegralDomain|)))·(|isDomain|·*1·(|FunctionalSpecialFunction|·*3·*2))·(|ofCategory|·*2·(|FunctionSpace|·*3)))))·
504 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|Vector|·*4))·(|isDomain|·*3·(|Integer|))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*1·(|InnerNormalBasisFieldFunctions|·*4)))))·504 (((*1·*2·*2·*3)·(AND·(|isDomain|·*2·(|Vector|·*4))·(|isDomain|·*3·(|Integer|))·(|ofCategory|·*4·(|FiniteFieldCategory|))·(|isDomain|·*1·(|InnerNormalBasisFieldFunctions|·*4)))))·
505 (((*1·*2·*2)·(|partial|·AND·(|ofCategory|·*1·(|PartialTranscendentalFunctions|·*2))·(|ofCategory|·*2·(|TranscendentalFunctionCategory|)))))·505 (((*1·*2·*2)·(|partial|·AND·(|ofCategory|·*1·(|PartialTranscendentalFunctions|·*2))·(|ofCategory|·*2·(|TranscendentalFunctionCategory|)))))·
506 (((*1·*2·*3·*3·*3·*3)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|DoubleFloat|)))·(|isDomain|·*1·(|BlasLevelOne|))·(|isDomain|·*3·(|DoubleFloat|)))))·506 (((*1·*2·*3·*3·*3·*3)·(AND·(|isDomain|·*2·(|PrimitiveArray|·(|DoubleFloat|)))·(|isDomain|·*1·(|BlasLevelOne|))·(|isDomain|·*3·(|DoubleFloat|)))))·
Offset 566, 17 lines modifiedOffset 566, 17 lines modified
566 (((*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|))))·566 (((*1·*1·*1)·(|isDomain|·*1·(|RoutinesTable|))))·
567 (((*1·*2·*3)·(|partial|·AND·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|Record|·(|:|·|left|·*3)·(|:|·|right|·*3)))·(|isDomain|·*1·(|UnivariatePolynomialDecompositionPackage|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4)))))·567 (((*1·*2·*3)·(|partial|·AND·(|ofCategory|·*4·(|Join|·(|IntegralDomain|)·(|CharacteristicZero|)))·(|isDomain|·*2·(|Record|·(|:|·|left|·*3)·(|:|·|right|·*3)))·(|isDomain|·*1·(|UnivariatePolynomialDecompositionPackage|·*4·*3))·(|ofCategory|·*3·(|UnivariatePolynomialCategory|·*4)))))·
568 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|GuessOptionFunctions0|)))))·568 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|List|·(|GuessOption|)))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|GuessOptionFunctions0|)))))·
569 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Character|)))))·569 (((*1·*2·*1)·(AND·(|isDomain|·*2·(|Boolean|))·(|isDomain|·*1·(|Character|)))))·
570 (((*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|))))·570 (((*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|))))·
571 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FileCategory|·*3·*2))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*2·(|SetCategory|)))))·571 (((*1·*2·*1)·(AND·(|ofCategory|·*1·(|FileCategory|·*3·*2))·(|ofCategory|·*3·(|SetCategory|))·(|ofCategory|·*2·(|SetCategory|)))))·
572 (((*1·*2·*1·*2)·(AND·(|isDomain|·*2·(|List|·*8))·(|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|)))))·572 (((*1·*2·*1·*2)·(AND·(|isDomain|·*2·(|List|·*8))·(|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|)))))·
573 (((*1·*1)·(|isDomain|·*1·(|Color|))))· 
574 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*5·*7))·(|isDomain|·*4·(|SparseUnivariatePolynomial|·*7))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*7·(|Ring|))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*1·(|IntegralBasisPolynomialTools|·*5·*2·*6·*7))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*2))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*7·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*7·(|Ring|))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*2·(|SparseUnivariatePolynomial|·*7))·(|isDomain|·*1·(|IntegralBasisPolynomialTools|·*5·*4·*6·*7))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*4)))))· 
575 (((*1·*1·*1·*1)·(|isDomain|·*1·(|Commutator|)))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|Commutator|)))))·573 (((*1·*1·*1·*1)·(|isDomain|·*1·(|Commutator|)))·((*1·*1·*2)·(AND·(|isDomain|·*2·(|Integer|))·(|isDomain|·*1·(|Commutator|)))))·
 574 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*5·*7))·(|isDomain|·*4·(|SparseUnivariatePolynomial|·*7))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*7·(|Ring|))·(|ofCategory|·*2·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*1·(|IntegralBasisPolynomialTools|·*5·*2·*6·*7))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*2))))·((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|Mapping|·*7·*5))·(|ofCategory|·*5·(|Ring|))·(|ofCategory|·*7·(|Ring|))·(|ofCategory|·*4·(|UnivariatePolynomialCategory|·*5))·(|isDomain|·*2·(|SparseUnivariatePolynomial|·*7))·(|isDomain|·*1·(|IntegralBasisPolynomialTools|·*5·*4·*6·*7))·(|ofCategory|·*6·(|UnivariatePolynomialCategory|·*4)))))·
 575 (((*1·*1)·(|isDomain|·*1·(|Color|))))·
576 (((*1·*2·*3·*3·*4·*4·*4·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagFittingPackage|)))))·576 (((*1·*2·*3·*3·*4·*4·*4·*4·*3)·(AND·(|isDomain|·*3·(|Integer|))·(|isDomain|·*4·(|Matrix|·(|DoubleFloat|)))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagFittingPackage|)))))·
577 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|List|·*6))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|CharacteristicZero|))·(|ofCategory|·*3·(|EuclideanDomain|))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*1·(|PolynomialSetUtilitiesPackage|·*3·*4·*5·*6)))))·577 (((*1·*2·*2)·(AND·(|isDomain|·*2·(|List|·*6))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|ofCategory|·*3·(|CharacteristicZero|))·(|ofCategory|·*3·(|EuclideanDomain|))·(|ofCategory|·*3·(|IntegralDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|isDomain|·*1·(|PolynomialSetUtilitiesPackage|·*3·*4·*5·*6)))))·
578 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*2·(|Union|·(|SparseUnivariatePolynomial|·*4)·(|Vector|·(|List|·(|Record|·(|:|·|value|·*4)·(|:|·|index|·(|SingleInteger|)))))))·(|isDomain|·*1·(|FiniteFieldFunctions|·*4))·(|ofCategory|·*4·(|FiniteFieldCategory|)))))·578 (((*1·*2·*3)·(AND·(|isDomain|·*3·(|PositiveInteger|))·(|isDomain|·*2·(|Union|·(|SparseUnivariatePolynomial|·*4)·(|Vector|·(|List|·(|Record|·(|:|·|value|·*4)·(|:|·|index|·(|SingleInteger|)))))))·(|isDomain|·*1·(|FiniteFieldFunctions|·*4))·(|ofCategory|·*4·(|FiniteFieldCategory|)))))·
579 (((*1·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|Vector|·*4))·(|ofCategory|·*4·(|LinearlyExplicitRingOver|·(|Integer|)))·(|isDomain|·*2·(|Vector|·(|Integer|)))·(|isDomain|·*1·(|IntegerLinearDependence|·*4)))))·579 (((*1·*2·*3)·(|partial|·AND·(|isDomain|·*3·(|Vector|·*4))·(|ofCategory|·*4·(|LinearlyExplicitRingOver|·(|Integer|)))·(|isDomain|·*2·(|Vector|·(|Integer|)))·(|isDomain|·*1·(|IntegerLinearDependence|·*4)))))·
580 (((*1·*2·*2)·(|partial|·AND·(|ofCategory|·*1·(|PartialTranscendentalFunctions|·*2))·(|ofCategory|·*2·(|TranscendentalFunctionCategory|)))))·580 (((*1·*2·*2)·(|partial|·AND·(|ofCategory|·*1·(|PartialTranscendentalFunctions|·*2))·(|ofCategory|·*2·(|TranscendentalFunctionCategory|)))))·
581 (((*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|))))·581 (((*1·*1·*1·*1)·(|isDomain|·*1·(|OutputForm|))))·
582 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·582 (((*1·*2·*3·*4)·(AND·(|isDomain|·*3·(|DoubleFloat|))·(|isDomain|·*4·(|Integer|))·(|isDomain|·*2·(|Result|))·(|isDomain|·*1·(|NagSpecialFunctionsPackage|)))))·
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733 (((*1·*2)·(AND·(|ofCategory|·*3·(|GcdDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|QuasiComponentPackage|·*3·*4·*5·*6·*7))·(|ofCategory|·*7·(|RegularTriangularSetCategory|·*3·*4·*5·*6))))·((*1·*2)·(AND·(|ofCategory|·*3·(|GcdDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|SquareFreeQuasiComponentPackage|·*3·*4·*5·*6·*7))·(|ofCategory|·*7·(|RegularTriangularSetCategory|·*3·*4·*5·*6)))))·733 (((*1·*2)·(AND·(|ofCategory|·*3·(|GcdDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|QuasiComponentPackage|·*3·*4·*5·*6·*7))·(|ofCategory|·*7·(|RegularTriangularSetCategory|·*3·*4·*5·*6))))·((*1·*2)·(AND·(|ofCategory|·*3·(|GcdDomain|))·(|ofCategory|·*4·(|OrderedAbelianMonoidSup|))·(|ofCategory|·*5·(|OrderedSet|))·(|ofCategory|·*6·(|RecursivePolynomialCategory|·*3·*4·*5))·(|isDomain|·*2·(|Void|))·(|isDomain|·*1·(|SquareFreeQuasiComponentPackage|·*3·*4·*5·*6·*7))·(|ofCategory|·*7·(|RegularTriangularSetCategory|·*3·*4·*5·*6)))))·
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1 Package:·axiom-doc1 Package:·axiom-doc
2 Source:·axiom2 Source:·axiom
3 Version:·20210105dp1-13 Version:·20210105dp1-1
4 Architecture:·all4 Architecture:·all
5 Maintainer:·Camm·Maguire·<camm@debian.org>5 Maintainer:·Camm·Maguire·<camm@debian.org>
6 Installed-Size:·2806386 Installed-Size:·283358
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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2 \contentsline·{section}{\numberline·{1.1}A·little·history}{1}{section.1.1}%2 \contentsline·{section}{\numberline·{1.1}A·little·history}{1}{section.1.1}%
3 \contentsline·{section}{\numberline·{1.2}Axiom's·philosophy}{2}{section.1.2}%3 \contentsline·{section}{\numberline·{1.2}Axiom's·philosophy}{2}{section.1.2}%
4 \contentsline·{section}{\numberline·{1.3}Axiom's·typing·scheme}{4}{section.1.3}%4 \contentsline·{section}{\numberline·{1.3}Axiom's·typing·scheme}{4}{section.1.3}%
5 \contentsline·{subsection}{\numberline·{1.3.1}Aren't·all·these·types·confusing?}{6}{subsection.1.3.1}%5 \contentsline·{subsection}{\numberline·{1.3.1}Aren't·all·these·types·confusing?}{6}{subsection.1.3.1}%
6 \contentsline·{section}{\numberline·{1.4}Some·AXIOM·facilities}{8}{section.1.4}%6 \contentsline·{section}{\numberline·{1.4}Some·AXIOM·facilities}{8}{section.1.4}%
7 \contentsline·{subsection}{\numberline·{1.4.1}How·does·one·keep·track·of·all·this?}{11}{subsection.1.4.1}%7 \contentsline·{subsection}{\numberline·{1.4.1}How·does·one·keep·track·of·all·this?}{11}{subsection.1.4.1}%
8 \contentsline·{section}{\numberline·{1.5}Categories}{13}{section.1.5}%8 \contentsline·{section}{\numberline·{1.5}Categories}{13}{section.1.5}%
9 \contentsline·{subsection}{\numberline·{1.5.1}Using·the·{\tt·)display}·command}{18}{subsection.1.5.1}%9 \contentsline·{subsection}{\numberline·{1.5.1}Using·the·{\tt·)display}·command}{19}{subsection.1.5.1}%
10 \contentsline·{chapter}{\numberline·{2}How·does·one·program·in·the·Axiom·system·by·James·H.·Davenport}{23}{chapter.2}%10 \contentsline·{chapter}{\numberline·{2}How·does·one·program·in·the·Axiom·system·by·James·H.·Davenport}{23}{chapter.2}%
11 \contentsline·{section}{\numberline·{2.1}Introduction}{23}{section.2.1}%11 \contentsline·{section}{\numberline·{2.1}Introduction}{23}{section.2.1}%
12 \contentsline·{section}{\numberline·{2.2}Programming·concepts}{24}{section.2.2}%12 \contentsline·{section}{\numberline·{2.2}Programming·concepts}{24}{section.2.2}%
13 \contentsline·{section}{\numberline·{2.3}A·first·problem·--·Weighted·Polynomials}{27}{section.2.3}%13 \contentsline·{section}{\numberline·{2.3}A·first·problem·--·Weighted·Polynomials}{27}{section.2.3}%
14 \contentsline·{subsection}{\numberline·{2.3.1}The·problem·definition}{27}{subsection.2.3.1}%14 \contentsline·{subsection}{\numberline·{2.3.1}The·problem·definition}{27}{subsection.2.3.1}%
15 \contentsline·{subsection}{\numberline·{2.3.2}The·problem·specification}{29}{subsection.2.3.2}%15 \contentsline·{subsection}{\numberline·{2.3.2}The·problem·specification}{29}{subsection.2.3.2}%
16 \contentsline·{subsection}{\numberline·{2.3.3}The·problem·implementation}{32}{subsection.2.3.3}%16 \contentsline·{subsection}{\numberline·{2.3.3}The·problem·implementation}{32}{subsection.2.3.3}%
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41 \contentsline·{chapter}{\numberline·{C}Example·Code}{63}{appendix.C}%41 \contentsline·{chapter}{\numberline·{C}Example·Code}{63}{appendix.C}%
42 \contentsline·{section}{\numberline·{C.1}domain·WP·WeightedPolynomials}{63}{section.C.1}%42 \contentsline·{section}{\numberline·{C.1}domain·WP·WeightedPolynomials}{63}{section.C.1}%
43 \contentsline·{section}{\numberline·{C.2}domain·OWP·OrdinaryWeightedPolynomials}{65}{section.C.2}%43 \contentsline·{section}{\numberline·{C.2}domain·OWP·OrdinaryWeightedPolynomials}{65}{section.C.2}%
44 \contentsline·{section}{\numberline·{C.3}domain·WP2·WeightedPolynomials2}{66}{section.C.3}%44 \contentsline·{section}{\numberline·{C.3}domain·WP2·WeightedPolynomials2}{66}{section.C.3}%
45 \contentsline·{section}{\numberline·{C.4}domain·FCOMP·FourierComponent}{69}{section.C.4}%45 \contentsline·{section}{\numberline·{C.4}domain·FCOMP·FourierComponent}{69}{section.C.4}%
46 \contentsline·{section}{\numberline·{C.5}domain·FSERIES·FourierSeries}{70}{section.C.5}%46 \contentsline·{section}{\numberline·{C.5}domain·FSERIES·FourierSeries}{70}{section.C.5}%
47 \contentsline·{chapter}{\numberline·{D}The·Makefile}{73}{appendix.D}%47 \contentsline·{chapter}{\numberline·{D}The·Makefile}{73}{appendix.D}%
 48 \contentsline·{chapter}{Bibliography}{75}{section*.2}%
 49 \contentsline·{chapter}{Index}{81}{section*.4}%
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Offset 12, 257 lines modifiedOffset 12, 257 lines modified
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000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
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..".........
000000f0:·e1b0·cff3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........000000f0:·e1b0·cff3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........
00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·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:·9f17·666a·8d92·00e2·ab79·4a75·6e65·9603··..fj.....yJune..00000120:·9f17·666a·8d92·00e3·9184·4d61·90ac·7279··..fj......Ma..ry
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00000140:·9200·f1a1·4bf3·3174·0c89·3a00·0900·0000··....K.1t..:.....00000140:·018d·9200·f1a1·4bf3·3174·0c89·3a00·0900··......K.1t..:...
00000150:·0900·0000·0563·6d62·7839·dc41·6273·7472··.....cmbx9.Abstr00000150:·0000·0900·0000·0563·6d62·7839·dc41·6273··.......cmbx9.Abs
00000160:·6163·748e·9f0f·acd1·8e9f·1e00·008d·8d92··act.............00000160:·7472·6163·748e·9f0f·acd1·8e9f·1e00·008d··tract...........
00000170:·0103·8000·f31b·4bf1·6079·000a·0000·000a··......K.`y......00000170:·8d92·0103·8000·f31b·4bf1·6079·000a·0000··........K.`y....
00000180:·0000·0005·636d·7231·30c6·318e·8e8e·8c8b··....cmr10.1.....00000180:·000a·0000·0005·636d·7231·30c6·318e·8e8e··......cmr10.1...
00000190:·0000·0002·0000·0000·0000·0000·0000·0000··................00000190:·8c8b·0000·0002·0000·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·002a·a002·7900··...........*..y.000001b0:·0000·0000·0000·0000·0000·0000·002a·a002··.............*..
000001c0:·008d·a0fd·a300·00a0·023f·0000·8da0·fde4··.........?......000001c0:·7900·008d·a0fd·a300·00a0·023f·0000·8da0··y..........?....
000001d0:·0000·8d91·3e00·00f3·33c2·d64e·a000·0e66··....>...3..N...f000001d0:·fde4·0000·8d91·3e00·00f3·33c2·d64e·a000··......>...3..N..
000001e0:·6600·0c00·0000·0663·6d62·7831·32de·436f··f......cmbx12.Co000001e0:·0e66·6600·0c00·0000·0663·6d62·7831·32de··.ff......cmbx12.
000001f0:·6e95·8ccc·7465·6e93·7473·8e8e·9f1e·0000··n...ten.ts......000001f0:·436f·6e95·8ccc·7465·6e93·7473·8e8e·9f1e··Con...ten.ts....
00000200:·8d8d·9201·0380·00c6·328e·8e8e·8c8b·0000··........2.......00000200:·0000·8d8d·9201·0380·00c6·328e·8e8e·8c8b··..........2.....
00000210:·0003·0000·0000·0000·0000·0000·0000·0000··................00000210:·0000·0003·0000·0000·0000·0000·0000·0000··................
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00000230:·0000·0000·0000·0000·018f·a002·7900·008d··............y...00000230:·0000·0000·0000·0000·0000·0191·a002·7900··..............y.
00000240:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........00000240:·008d·a0fd·a300·00a0·023f·0000·8da0·fde4··.........?......
00000250:·8d8d·913e·0000·de31·8e91·564c·cb4c·6963··...>...1..VL.Lic00000250:·0000·8d8d·913e·0000·de31·8e91·564c·cb4c··.....>...1..VL.L
00000260:·656e·7365·8e9f·15e7·1ba4·0c00·008d·9176··ense...........v00000260:·6963·656e·7365·8e9f·15e7·1ba4·0c00·008d··icense..........
00000270:·e7cf·f334·1af2·2256·000a·0000·000a·0000··...4.."V........00000270:·9176·e7cf·f334·1af2·2256·000a·0000·000a··.v...4.."V......
00000280:·0006·636d·6278·3130·df7c·9603·d554·6c69··..cmbx10.|...Tli00000280:·0000·0006·636d·6278·3130·df7c·9603·d554··....cmbx10.|...T
00000290:·6365·6e73·6593·7c8e·a911·5da2·8d91·3e00··cense.|...]...>.00000290:·6c69·6365·6e73·6593·7c8e·a911·5da2·8d91··license.|...]...
000002a0:·00f3·35df·a44e·0000·0900·0000·0900·0000··..5..N..........000002a0:·3e00·00f3·35df·a44e·0000·0900·0000·0900··>...5..N........
000002b0:·0563·6d74·7439·e02d·2d43·6f70·7972·6967··.cmtt9.--Copyrig000002b0:·0000·0563·6d74·7439·e02d·2d43·6f70·7972··...cmtt9.--Copyr
000002c0:·6874·9604·b996·5468·6593·4e75·6d65·7269··ht....The.Numeri000002c0:·6967·6874·9604·b996·5468·6593·4e75·6d65··ight....The.Nume
000002d0:·6361·6c93·416c·676f·7269·7468·6d73·9347··cal.Algorithms.G000002d0:·7269·6361·6c93·416c·676f·7269·7468·6d73··rical.Algorithms
000002e0:·726f·7570·934c·696d·6974·6564·9331·3939··roup.Limited.199000002e0:·9347·726f·7570·934c·696d·6974·6564·9331··.Group.Limited.1
000002f0:·312e·8e9f·125d·a18d·9176·e7cf·df7c·7c7c··1....]...v...|||000002f0:·3939·312e·8e9f·125d·a18d·9176·e7cf·df7c··991....]...v...|
00000300:·2d8e·a1a1·8d91·76e7·cf7c·9603·d554·2a93··-.....v..|...T*.00000300:·7c7c·2d8e·a1a1·8d91·76e7·cf7c·9603·d554··||-.....v..|...T
00000310:·7c8e·a68d·913e·0000·e029·7365·7496·04b9··|....>...)set...00000310:·2a93·7c8e·a68d·913e·0000·e029·7365·7496··*.|....>...)set.
00000320:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume...00000320:·04b9·9662·7265·616b·9372·6573·756d·658e··...break.resume.
00000330:·0000·8d91·3e00·0029·7370·6f6f·6c91·04b9··....>..)spool...00000330:·a40b·0000·8d91·3e00·0029·7370·6f6f·6c91··......>..)spool.
00000340:·9661·6c67·6272·6266·2e6f·7574·7075·748e··.algbrbf.output.00000340:·04b9·9661·6c67·6272·6266·2e6f·7574·7075··...algbrbf.outpu
 00000350:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set....
 00000360:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on.
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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 
00000380:·6167·6593·6175·746f·936f·6666·8ea1·8d91··age.auto.off....00000380:·7373·6167·6593·6175·746f·936f·6666·8ea1··ssage.auto.off..
00000390:·3e00·0029·636c·6561·7291·04b9·9661·6c6c··>..)clear....all00000390:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a
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000003b0:·936f·6693·3133·8ea1·8d91·3e00·0064·6967··.of.13....>..dig000003b0:·9631·936f·6693·3133·8ea1·8d91·3e00·0064··.1.of.13....>..d
000003c0:·6974·7391·04b9·9632·308e·a18d·913e·0000··its....20....>..000003c0:·6967·6974·7391·04b9·9632·308e·a18d·913e··igits....20....>
000003d0:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...000003d0:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.
000003e0:·913e·0000·2d2d·5291·0e2c·c228·3129·9109··.>..--R..,.(1)..000003e0:·a18d·913e·0000·2d2d·5291·0e2c·c228·3129··...>..--R..,.(1)
000003f0:·732c·3230·8ea1·8d91·3e00·002d·2d52·9201··s,20....>..--R..000003f0:·9109·732c·3230·8ea1·8d91·3e00·002d·2d52··..s,20....>..--R
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00000420:·0000·2d2d·4591·04b9·9631·8ea1·a18d·913e··..--E....1.....>00000420:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1....
00000430:·0000·2d2d·5396·04b9·9632·936f·6693·3133··..--S....2.of.1300000430:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of.
00000440:·8ea1·8d91·3e00·0070·9604·b996·3a3d·936e··....>..p....:=.n00000440:·3133·8ea1·8d91·3e00·0070·9604·b996·3a3d··13....>..p....:=
00000450:·756d·6572·6963·9325·7069·8ea1·8d91·3e00··umeric.%pi....>.00000450:·936e·756d·6572·6963·9325·7069·8ea1·8d91··.numeric.%pi....
00000460:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R.. 
00000470:·8d91·3e00·002d·2d52·910e·2cc2·2832·2991··..>..--R..,.(2). 
00000480:·0973·2c33·2e31·3431·3539·3236·3533·3591··.s,3.1415926535. 
00000490:·04b9·9638·3937·3933·3233·3835·8ea1·8d91··...897932385.... 
000004a0:·3e00·002d·2d52·9201·37d8·ac54·7970·653a··>..--R..7..Type: 
000004b0:·9104·b996·466c·6f61·748e·a18d·913e·0000··....Float....>.. 
000004c0:·2d2d·4591·04b9·9632·8ea1·a18d·913e·0000··--E....2.....>.. 
000004d0:·2d2d·5396·04b9·9633·936f·6693·3133·8ea1··--S....3.of.13.. 
000004e0:·8d91·3e00·0061·9604·b996·3a3d·9331·3633··..>..a....:=.163 
000004f0:·2e30·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··.0....>..--R.... 
00000500:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R00000460:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000470:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2
 00000480:·2991·0973·2c33·2e31·3431·3539·3236·3533··)..s,3.141592653
 00000490:·3591·04b9·9638·3937·3933·3233·3835·8ea1··5....897932385..
 000004a0:·8d91·3e00·002d·2d52·9201·37d8·ac54·7970··..>..--R..7..Typ
 000004b0:·653a·9104·b996·466c·6f61·748e·a18d·913e··e:....Float....>
 000004c0:·0000·2d2d·4591·04b9·9632·8ea1·a18d·913e··..--E....2.....>
 000004d0:·0000·2d2d·5396·04b9·9633·936f·6693·3133··..--S....3.of.13
 000004e0:·8ea1·8d91·3e00·0061·9604·b996·3a3d·9331··....>..a....:=.1
 000004f0:·3633·2e30·8ea1·8d91·3e00·002d·2d52·8ea1··63.0....>..--R..
 00000500:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
00000510:·910e·2cc2·2833·2991·0973·2c31·3633·2e30··..,.(3)..s,163.000000510:·2d52·910e·2cc2·2833·2991·0973·2c31·3633··-R..,.(3)..s,163
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00000550:·913e·0000·2d2d·5396·04b9·9634·936f·6693··.>..--S....4.of.00000550:·a18d·913e·0000·2d2d·5396·04b9·9634·936f··...>..--S....4.o
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00000570:·9373·7172·7493·618e·a18d·913e·0000·2d2d··.sqrt.a....>..--00000570:·3a3d·9373·7172·7493·618e·a18d·913e·0000··:=.sqrt.a....>..
00000580:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>00000580:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
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000005a0:·3132·2e37·3637·3134·3533·3334·3891·04b9··12.7671453348...000005a0:·732c·3132·2e37·3637·3134·3533·3334·3891··s,12.7671453348.
000005b0:·9630·3337·3034·3636·328e·a18d·913e·0000··.03704662....>..000005b0:·04b9·9630·3337·3034·3636·328e·a18d·913e··...03704662....>
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000005e0:·9104·b996·348e·a1a1·8d91·3e00·002d·2d53··....4.....>..--S000005e0:·2d45·9104·b996·348e·a1a1·8d91·3e00·002d··-E....4.....>..-
000005f0:·9604·b996·3593·6f66·9331·338e·a18d·913e··....5.of.13....>000005f0:·2d53·9604·b996·3593·6f66·9331·338e·a18d··-S....5.of.13...
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00000610:·8e9f·1e00·008d·8d92·0103·8000·c633·8e8e··.............3..00000610:·298e·8e9f·1e00·008d·8d92·0103·8000·c633··)..............3
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00000640:·0000·0000·0000·0000·0000·0000·0002·0da0··................00000640:·0000·0000·0000·0000·0000·0000·0000·0002··................
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00000660:·a0fd·e400·008d·913e·0000·e02d·2d52·8ea4··.......>...--R..00000660:·008d·a0fd·e400·008d·913e·0000·e02d·2d52··.........>...--R
00000670:·0b00·008d·913e·0000·2d2d·528e·a18d·913e··.....>..--R....>00000670:·8ea4·0b00·008d·913e·0000·2d2d·528e·a18d··.......>..--R...
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00000690:·3236·3235·3337·3431·9104·b996·3236·3430··26253741....264000000690:·732c·3236·3235·3337·3431·9104·b996·3236··s,26253741....26
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000006d0:·9104·b996·358e·a1a1·8d91·3e00·002d·2d53··....5.....>..--S000006d0:·2d45·9104·b996·358e·a1a1·8d91·3e00·002d··-E....5.....>..-
000006e0:·9604·b996·3693·6f66·9331·338e·a18d·913e··....6.of.13....>000006e0:·2d53·9604·b996·3693·6f66·9331·338e·a18d··-S....6.of.13...
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/algbrbf.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/algbrbf.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/algbrbf.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/algbrbf.input.pamphlet
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./usr/share/doc/axiom-doc/src/input/algfacob.input.dvi.gz
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algfacob.input.dvi
    
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Offset 12, 620 lines modifiedOffset 12, 620 lines modified
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alist.input.log
    
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4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
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6 (/build/reproducible-path/axiom-20210105dp1/src/input/alist.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/alist.input.pamphlet
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121 LaTeX·Warning:·Label(s)·may·have·changed.·Rerun·to·get·cross-references·right.121 LaTeX·Warning:·Label(s)·may·have·changed.·Rerun·to·get·cross-references·right.
  
122 ·)·122 ·)·
123 Here·is·how·much·of·TeX's·memory·you·used:123 Here·is·how·much·of·TeX's·memory·you·used:
124 ·954·strings·out·of·475179124 ·954·strings·out·of·475179
125 ·14993·string·characters·out·of·5766565125 ·14993·string·characters·out·of·5766565
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128 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000128 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
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131 Output·written·on·alist.input.dvi·(6·pages,·4016·bytes).131 Output·written·on·alist.input.dvi·(6·pages,·4020·bytes).
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array2.input.dvi
    
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./usr/share/doc/axiom-doc/src/input/assign.input.log.gz
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assign.input.log
    
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/assign.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/assign.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/assign.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/assign.input.pamphlet
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127 ·15004·string·characters·out·of·5766565127 ·15004·string·characters·out·of·5766565
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129 ·24008·multiletter·control·sequences·out·of·15000+600000129 ·24008·multiletter·control·sequences·out·of·15000+600000
130 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000130 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
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133 Output·written·on·assign.input.dvi·(6·pages,·3740·bytes).133 Output·written·on·assign.input.dvi·(6·pages,·3744·bytes).
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000005c0:·6c6d·298e·a18d·913e·0000·2d2d·528e·a18d··lm)....>..--R...000005c0:·742c·6c6d·298e·a18d·913e·0000·2d2d·528e··t,lm)....>..--R.
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000005e0:·5291·0e2c·c228·3429·9109·732c·5b5b·332c··R..,.(4)..s,[[3,000005e0:·2d2d·5291·0e2c·c228·3429·9109·732c·5b5b··--R..,.(4)..s,[[
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00000740:·3693·6f66·9331·308e·a18d·913e·0000·748e··6.of.10....>..t. 
00000750:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
00000760:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R.., 
00000770:·c228·3629·9109·732c·5b5b·332c·3135·2c35··.(6)..s,[[3,15,5 
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00000790:·5d8e·a18d·913e·0000·2d2d·5292·009b·ec56··]....>..--R....V 
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000007b0:·6442·696e·6172·7954·7265·6528·4e6f·6e4e··dBinaryTree(NonN 
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2 entering·extended·mode2 entering·extended·mode
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125 ·15004·string·characters·out·of·5766565125 ·15004·string·characters·out·of·5766565
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127 ·24008·multiletter·control·sequences·out·of·15000+600000127 ·24008·multiletter·control·sequences·out·of·15000+600000
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131 Output·written·on·bbtree.input.dvi·(5·pages,·3108·bytes).131 Output·written·on·bbtree.input.dvi·(5·pages,·3112·bytes).
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134 ·42i,6n,51p,255b,296s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s134 ·42i,6n,51p,255b,296s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
135 Output·written·on·besselk.input.dvi·(7·pages,·10256·bytes).135 Output·written·on·besselk.input.dvi·(7·pages,·10260·bytes).
16.1 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, 118 lines modifiedOffset 12, 118 lines modified
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 00000590:·6893·6375·742e·9104·6925·4865·6e63·652c··h.cut...i%Hence,
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726 B
./usr/share/doc/axiom-doc/src/input/bug100.input.log.gz
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bug100.input.log
    
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1 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2026.6.11)··11·JUN·2026·09:261 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2025.5.10)··10·MAY·2025·05:45
2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/bug100.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/bug100.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/bug100.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/bug100.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
28.6 KB
./usr/share/doc/axiom-doc/src/input/bug10069.input.dvi
    
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Offset 12, 212 lines modifiedOffset 12, 212 lines modified
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000000d0:·7075·7491·0537·7462·7567·3130·3036·392e··put..7tbug10069.000000d0:·7075·7491·0537·7462·7567·3130·3036·392e··put..7tbug10069.
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00000290:·6963·656e·7365·937c·8ea9·115d·a28d·913e··icense.|...]...>00000290:·546c·6963·656e·7365·937c·8ea9·115d·a28d··Tlicense.|...]..
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000002b0:·0005·636d·7474·39e0·2d2d·436f·7079·7269··..cmtt9.--Copyri000002b0:·0000·0005·636d·7474·39e0·2d2d·436f·7079··....cmtt9.--Copy
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00000300:·7c2d·8ea1·a18d·9176·e7cf·7c96·03d5·542a··|-.....v..|...T*00000300:·7c7c·7c2d·8ea1·a18d·9176·e7cf·7c96·03d5··|||-.....v..|...
00000310:·937c·8ea6·8d91·3e00·00e0·2973·6574·9604··.|....>...)set..00000310:·542a·937c·8ea6·8d91·3e00·00e0·2973·6574··T*.|....>...)set
00000320:·b996·6272·6561·6b93·7265·7375·6d65·8ea4··..break.resume..00000320:·9604·b996·6272·6561·6b93·7265·7375·6d65··....break.resume
00000330:·0b00·008d·913e·0000·2973·706f·6f6c·9104··.....>..)spool..00000330:·8ea4·0b00·008d·913e·0000·2973·706f·6f6c··.......>..)spool
00000340:·b996·6275·6731·3030·3639·2e6f·7574·7075··..bug10069.outpu00000340:·9104·b996·6275·6731·3030·3639·2e6f·7574··....bug10069.out
 00000350:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set..
 00000360:·b996·6d65·7373·6167·6593·7465·7374·936f··..message.test.o
00000350:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set....00000370:·6e8e·a18d·913e·0000·2973·6574·9604·b996··n....>..)set....
00000360:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on. 
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000003a0:·6c6c·8ea1·a18d·913e·0000·2973·6574·9604··ll.....>..)set..000003a0:·9661·6c6c·8ea1·a18d·913e·0000·2973·6574··.all.....>..)set
000003b0:·b996·6272·6561·6b93·7265·7375·6d65·8ea1··..break.resume..000003b0:·9604·b996·6272·6561·6b93·7265·7375·6d65··....break.resume
000003c0:·a18d·913e·0000·2d2d·5396·04b9·9631·9109··...>..--S....1..000003c0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9631··.....>..--S....1
000003d0:·732c·6f66·9338·8ea1·8d91·3e00·0063·6f74··s,of.8....>..cot000003d0:·9109·732c·6f66·9338·8ea1·8d91·3e00·0063··..s,of.8....>..c
000003e0:·2830·2e30·298e·a18d·913e·0000·2d2d·528e··(0.0)....>..--R.000003e0:·6f74·2830·2e30·298e·a18d·913e·0000·2d2d··ot(0.0)....>..--
000003f0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
00000400:·2d2d·5244·616c·7991·04b9·9642·7567·8ea1··--RDaly....Bug.. 
00000410:·8d91·3e00·002d·2d52·910e·2cc2·3e3e·9604··..>..--R..,.>>.. 
00000420:·b996·4572·726f·7293·6465·7465·6374·6564··..Error.detected 
00000430:·9377·6974·6869·6e93·6c69·6272·6172·7993··.within.library. 
00000440:·636f·6465·3a8e·a18d·913e·0000·2d2d·5291··code:....>..--R. 
00000450:·0e2c·c263·7363·3a96·04b9·966e·6f93·7265··.,.csc:....no.re 
00000460:·6369·7072·6f63·616c·8ea1·8d91·3e00·002d··ciprocal....>..- 
00000470:·2d52·8ea1·8d91·3e00·002d·2d52·910e·2cc2··-R....>..--R..,. 
00000480:·436f·6e74·696e·7569·6e67·9604·b996·746f··Continuing....to 
00000490:·9372·6561·6493·7468·6593·6669·6c65·2e2e··.read.the.file.. 
000004a0:·2e8e·a18d·913e·0000·2d2d·528e·a18d·913e··.....>..--R....>000003f0:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
 00000400:·0000·2d2d·5244·616c·7991·04b9·9642·7567··..--RDaly....Bug
000004b0:·0000·2d2d·4591·04b9·9631·8ea1·a18d·913e··..--E....1.....> 
000004c0:·0000·2d2d·5396·04b9·9632·936f·6693·388e··..--S....2.of.8. 
000004d0:·a18d·913e·0000·6373·6328·302e·3029·8ea1··...>..csc(0.0).. 
000004e0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..- 
000004f0:·2d52·8ea1·8d91·3e00·002d·2d52·4461·6c79··-R....>..--RDaly 
00000500:·9104·b996·4275·678e·a18d·913e·0000·2d2d··....Bug....>..-- 
00000510:·5291·0e2c·c23e·3e96·04b9·9645·7272·6f72··R..,.>>....Error 
00000520:·9364·6574·6563·7465·6493·7769·7468·696e··.detected.within 
00000530:·936c·6962·7261·7279·9363·6f64·653a·8ea1··.library.code:.. 
00000540:·8d91·3e00·002d·2d52·910e·2cc2·6373·633a··..>..--R..,.csc:00000410:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·3e3e··....>..--R..,.>>
00000550:·9604·b996·6e6f·9372·6563·6970·726f·6361··....no.reciproca 
00000560:·6c8e·a18d·913e·0000·2d2d·528e·a18d·913e··l....>..--R....> 
00000570:·0000·2d2d·5291·0e2c·c243·6f6e·7469·6e75··..--R..,.Continu 
00000580:·696e·6796·04b9·9674·6f93·7265·6164·9374··ing....to.read.t 
00000590:·6865·9366·696c·652e·2e2e·8ea1·8d91·3e00··he.file.......>.00000420:·9604·b996·4572·726f·7293·6465·7465·6374··....Error.detect
 00000430:·6564·9377·6974·6869·6e93·6c69·6272·6172··ed.within.librar
 00000440:·7993·636f·6465·3a8e·a18d·913e·0000·2d2d··y.code:....>..--
 00000450:·5291·0e2c·c263·7363·3a96·04b9·966e·6f93··R..,.csc:....no.
 00000460:·7265·6369·7072·6f63·616c·8ea1·8d91·3e00··reciprocal....>.
000005a0:·002d·2d52·8ea1·8d91·3e00·002d·2d45·9104··.--R....>..--E..00000470:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R..
 00000480:·2cc2·436f·6e74·696e·7569·6e67·9604·b996··,.Continuing....
 00000490:·746f·9372·6561·6493·7468·6593·6669·6c65··to.read.the.file
 000004a0:·2e2e·2e8e·a18d·913e·0000·2d2d·528e·a18d··.......>..--R...
 000004b0:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1....
 000004c0:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of.
 000004d0:·388e·a18d·913e·0000·6373·6328·302e·3029··8....>..csc(0.0)
 000004e0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 000004f0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·4461··.--R....>..--RDa
 00000500:·6c79·9104·b996·4275·678e·a18d·913e·0000··ly....Bug....>..
 00000510:·2d2d·5291·0e2c·c23e·3e96·04b9·9645·7272··--R..,.>>....Err
 00000520:·6f72·9364·6574·6563·7465·6493·7769·7468··or.detected.with
 00000530:·696e·936c·6962·7261·7279·9363·6f64·653a··in.library.code:
 00000540:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·6373··....>..--R..,.cs
 00000550:·633a·9604·b996·6e6f·9372·6563·6970·726f··c:....no.recipro
 00000560:·6361·6c8e·a18d·913e·0000·2d2d·528e·a18d··cal....>..--R...
 00000570:·913e·0000·2d2d·5291·0e2c·c243·6f6e·7469··.>..--R..,.Conti
 00000580:·6e75·696e·6796·04b9·9674·6f93·7265·6164··nuing....to.read
 00000590:·9374·6865·9366·696c·652e·2e2e·8ea1·8d91··.the.file.......
 000005a0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d45··>..--R....>..--E
000005b0:·b996·328e·a1a1·8d91·3e00·002d·2d53·9604··..2.....>..--S..000005b0:·9104·b996·328e·a1a1·8d91·3e00·002d·2d53··....2.....>..--S
000005c0:·b996·3393·6f66·9338·8ea1·8d91·3e00·0061··..3.of.8....>..a000005c0:·9604·b996·3393·6f66·9338·8ea1·8d91·3e00··....3.of.8....>.
000005d0:·7365·6328·302e·3029·8ea1·8d91·3e00·002d··sec(0.0)....>..-000005d0:·0061·7365·6328·302e·3029·8ea1·8d91·3e00··.asec(0.0)....>.
000005e0:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....000005e0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..
000005f0:·3e00·002d·2d52·4461·6c79·9104·b996·4275··>..--RDaly....Bu000005f0:·8d91·3e00·002d·2d52·4461·6c79·9104·b996··..>..--RDaly....
00000600:·678e·a18d·913e·0000·2d2d·5291·0e2c·c23e··g....>..--R..,.>00000600:·4275·678e·a18d·913e·0000·2d2d·5291·0e2c··Bug....>..--R..,
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000005e0:·0c00·00a1·8d91·76e7·cf7c·9603·d554·2a93··......v..|...T*.000005e0:·8ea4·0c00·00a1·8d91·76e7·cf7c·9603·d554··........v..|...T
000005f0:·7c8e·a68d·913e·0000·df29·7370·6f6f·6c8e··|....>...)spool.000005f0:·2a93·7c8e·a68d·913e·0000·df29·7370·6f6f··*.|....>...)spoo
00000600:·a40b·0000·8d91·3e00·0029·6c69·7370·9104··......>..)lisp..00000600:·6c8e·a40b·0000·8d91·3e00·0029·6c69·7370··l.......>..)lisp
00000610:·b996·2862·7965·298e·a19f·1400·008d·9176··..(bye)........v00000610:·9104·b996·2862·7965·298e·a19f·1400·008d··....(bye).......
00000620:·e7cf·e07c·7c7c·2d8e·8e9f·1e00·008d·8d92··...|||-.........00000620:·9176·e7cf·e07c·7c7c·2d8e·8e9f·1e00·008d··.v...|||-.......
00000630:·0103·8000·c633·8e8e·8e8c·8b00·0000·0400··.....3..........00000630:·8d92·0103·8000·c633·8e8e·8e8c·8b00·0000··.......3........
00000640:·0000·0000·0000·0000·0000·0000·0000·0000··................00000640:·0400·0000·0000·0000·0000·0000·0000·0000··................
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00000660:·0000·0000·0002·0ca0·0279·0000·8da0·fda3··.........y......00000660:·0000·0000·0000·0002·0ea0·0279·0000·8da0··...........y....
00000670:·0000·a002·3f00·008d·a0fd·e400·008d·913e··....?..........>00000670:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?.........
00000680:·0000·de52·6566·6572·656e·6365·738e·9f15··...References...00000680:·913e·0000·de52·6566·6572·656e·6365·738e··.>...References.
00000690:·e71b·8d8d·8d91·4300·01c6·5b31·5d8e·8e91··......C...[1]...00000690:·9f15·e71b·8d8d·8d91·4300·01c6·5b31·5d8e··........C...[1].
000006a0:·528e·3c6e·6f74·6869·6e67·8e8e·9f1e·0000··R.<nothing......000006a0:·8e91·528e·3c6e·6f74·6869·6e67·8e8e·9f1e··..R.<nothing....
000006b0:·8d8d·9201·0380·0034·8e8e·8e8c·f800·0006··.......4........000006b0:·0000·8d8d·9201·0380·0034·8e8e·8e8c·f800··.........4......
000006c0:·3a01·8392·c01c·3b00·0000·0003·e802·7900··:.....;.......y.000006c0:·0006·3c01·8392·c01c·3b00·0000·0003·e802··..<.....;.......
000006d0:·0001·ce00·0000·0700·04f3·351a·f222·5600··..........5.."V.000006d0:·7900·0001·ce00·0000·0700·04f3·351a·f222··y...........5.."
000006e0:·0a00·0000·0a00·0000·0663·6d62·7831·30f3··.........cmbx10.000006e0:·5600·0a00·0000·0a00·0000·0663·6d62·7831··V..........cmbx1
000006f0:·34df·a44e·0000·0900·0000·0900·0000·0563··4..N...........c000006f0:·30f3·34df·a44e·0000·0900·0000·0900·0000··0.4..N..........
00000700:·6d74·7439·f333·c2d6·4ea0·000e·6666·000c··mtt9.3..N...ff..00000700:·0563·6d74·7439·f333·c2d6·4ea0·000e·6666··.cmtt9.3..N...ff
00000710:·0000·0006·636d·6278·3132·f331·740c·893a··....cmbx12.1t..:00000710:·000c·0000·0006·636d·6278·3132·f331·740c··......cmbx12.1t.
00000720:·0009·0000·0009·0000·0005·636d·6278·39f3··..........cmbx9.00000720:·893a·0009·0000·0009·0000·0005·636d·6278··.:..........cmbx
00000730:·2758·ab51·0b00·0c00·0000·0c00·0000·0563··'X.Q...........c00000730:·39f3·2758·ab51·0b00·0c00·0000·0c00·0000··9.'X.Q..........
00000740:·6d72·3132·f326·de91·19c6·0011·47ae·0011··mr12.&......G...00000740:·0563·6d72·3132·f326·de91·19c6·0011·47ae··.cmr12.&......G.
00000750:·47ae·0008·7463·726d·3137·3238·f325·44d3··G...tcrm1728.%D.00000750:·0011·47ae·0008·7463·726d·3137·3238·f325··..G...tcrm1728.%
00000760:·ed74·0011·47ae·0011·47ae·0005·636d·7231··.t..G...G...cmr100000760:·44d3·ed74·0011·47ae·0011·47ae·0005·636d··D..t..G...G...cm
00000770:·37f3·1b4b·f160·7900·0a00·0000·0a00·0000··7..K.`y.........00000770:·7231·37f3·1b4b·f160·7900·0a00·0000·0a00··r17..K.`y.......
00000780:·0563·6d72·3130·f900·0006·bc02·dfdf·dfdf··.cmr10..........00000780:·0000·0563·6d72·3130·f900·0006·be02·dfdf··...cmr10........
 00000790:·dfdf·dfdf································....
1.17 KB
./usr/share/doc/axiom-doc/src/input/bug101.input.log.gz
1.06 KB
bug101.input.log
    
Offset 1, 8 lines modifiedOffset 1, 8 lines modified
1 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2026.6.11)··11·JUN·2026·09:261 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2025.5.10)··10·MAY·2025·05:45
2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/bug101.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/bug101.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/bug101.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/bug101.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
Offset 123, 8 lines modifiedOffset 123, 8 lines modified
123 ·15064·string·characters·out·of·5766565123 ·15064·string·characters·out·of·5766565
124 ·410232·words·of·memory·out·of·5000000124 ·410232·words·of·memory·out·of·5000000
125 ·24010·multiletter·control·sequences·out·of·15000+600000125 ·24010·multiletter·control·sequences·out·of·15000+600000
126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
127 ·14·hyphenation·exceptions·out·of·8191127 ·14·hyphenation·exceptions·out·of·8191
128 ·42i,6n,51p,254b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s128 ·42i,6n,51p,254b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
129 Output·written·on·bug101.input.dvi·(4·pages,·1936·bytes).129 Output·written·on·bug101.input.dvi·(4·pages,·1940·bytes).
21.8 KB
./usr/share/doc/axiom-doc/src/input/bug103.input.dvi
    
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00000010:·5465·5820·6f75·7470·7574·2032·3032·362e··TeX·output·2026.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
00000020:·3036·2e31·313a·3039·3236·8b00·0000·0100··06.11:0926......00000020:·3035·2e31·303a·3035·3435·8b00·0000·0100··05.10:0545......
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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·9200·98b8··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·98b8··..?.............
00000090:·e2f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..00000090:·e2f3·26de·9119·c600·1147·ae00·1147·ae00··..&......G...G..
Offset 12, 161 lines modifiedOffset 12, 161 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:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7462·7567·3130·332e·696e··put..7tbug103.in000000d0:·7075·7491·0537·7462·7567·3130·332e·696e··put..7tbug103.in
000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........000000e0:·7075·748e·9f22·faff·8d8d·8d8d·8d92·00e1··put.."..........
000000f0:·b0cf·f327·58ab·510b·000c·0000·000c·0000··...'X.Q.........000000f0:·b0cf·f327·58ab·510b·000c·0000·000c·0000··...'X.Q.........
00000100:·0005·636d·7231·32d2·5469·6d6f·7468·90ac··..cmr12.Timoth..00000100:·0005·636d·7231·32d2·5469·6d6f·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:·1766·6a8d·9200·e2ab·794a·756e·6596·03ea··.fj.....yJune...00000120:·1766·6a8d·9200·e391·844d·6190·ac72·7996··.fj......Ma..ry.
00000130:·a831·312c·9332·3032·368e·9f24·0001·8d92··.11,.2026..$....00000130:·03ea·a831·302c·9332·3032·358e·9f24·0001··...10,.2025..$..
00000140:·00f1·a14b·f331·740c·893a·0009·0000·0009··...K.1t..:......00000140:·8d92·00f1·a14b·f331·740c·893a·0009·0000··.....K.1t..:....
00000150:·0000·0005·636d·6278·39dc·4162·7374·7261··....cmbx9.Abstra00000150:·0009·0000·0005·636d·6278·39dc·4162·7374··......cmbx9.Abst
00000160:·6374·8e9f·0fac·d18e·9f1e·0000·8d8d·9201··ct..............00000160:·7261·6374·8e9f·0fac·d18e·9f1e·0000·8d8d··ract............
00000170:·0380·00f3·1b4b·f160·7900·0a00·0000·0a00··.....K.`y.......00000170:·9201·0380·00f3·1b4b·f160·7900·0a00·0000··.......K.`y.....
00000180:·0000·0563·6d72·3130·c631·8e8e·8e8c·8b00··...cmr10.1......00000180:·0a00·0000·0563·6d72·3130·c631·8e8e·8e8c··.....cmr10.1....
00000190:·0000·0200·0000·0000·0000·0000·0000·0000··................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:·0000·0000·0000·0000·0000·2aa0·0279·0000··..........*..y..000001b0:·0000·0000·0000·0000·0000·0000·2aa0·0279··............*..y
000001c0:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?.......000001c0:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....
000001d0:·008d·913e·0000·f333·c2d6·4ea0·000e·6666··...>...3..N...ff000001d0:·e400·008d·913e·0000·f333·c2d6·4ea0·000e··.....>...3..N...
000001e0:·000c·0000·0006·636d·6278·3132·de43·6f6e··......cmbx12.Con000001e0:·6666·000c·0000·0006·636d·6278·3132·de43··ff......cmbx12.C
000001f0:·958c·cc74·656e·9374·738e·8e9f·1e00·008d··...ten.ts.......000001f0:·6f6e·958c·cc74·656e·9374·738e·8e9f·1e00··on...ten.ts.....
00000200:·8d92·0103·8000·c632·8e8e·8e8c·8b00·0000··.......2........00000200:·008d·8d92·0103·8000·c632·8e8e·8e8c·8b00··.........2......
00000210:·0300·0000·0000·0000·0000·0000·0000·0000··................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:·0000·0000·0000·0001·8ea0·0279·0000·8da0··...........y....00000230:·0000·0000·0000·0000·0001·90a0·0279·0000··.............y..
00000240:·fda3·0000·a002·3f00·008d·a0fd·e400·008d··......?.........00000240:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?.......
00000250:·914d·0000·c654·6865·9103·5555·6361·6c6c··.M...The..UUcall00000250:·008d·914d·0000·c654·6865·9103·5555·6361··...M...The..UUca
00000260:·8ea4·1300·008d·9147·732c·f334·dfa4·4e00··.......Gs,.4..N.00000260:·6c6c·8ea4·1300·008d·9147·732c·f334·dfa4··ll.......Gs,.4..
00000270:·0009·0000·0009·0000·0005·636d·7474·39df··..........cmtt9.00000270:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt
00000280:·736f·6c76·6528·7a3d·7a2c·7a29·8ea9·1400··solve(z=z,z)....00000280:·39df·736f·6c76·6528·7a3d·7a2c·7a29·8ea9··9.solve(z=z,z)..
00000290:·008d·913e·0000·c666·6169·6c73·9103·5555··...>...fails..UU00000290:·1400·008d·913e·0000·c666·6169·6c73·9103··.....>...fails..
000002a0:·7769·7468·3a8e·a18d·914c·2cc2·df3e·3e96··with:....L,..>>.000002a0:·5555·7769·7468·3a8e·a18d·914c·2cc2·df3e··UUwith:....L,..>
000002b0:·04b9·9645·7272·6f72·9364·6574·6563·7465··...Error.detecte000002b0:·3e96·04b9·9645·7272·6f72·9364·6574·6563··>....Error.detec
000002c0:·6493·7769·7468·696e·936c·6962·7261·7279··d.within.library000002c0:·7465·6493·7769·7468·696e·936c·6962·7261··ted.within.libra
000002d0:·9363·6f64·653a·8e9f·0b00·008d·914c·2cc2··.code:.......L,.000002d0:·7279·9363·6f64·653a·8e9f·0b00·008d·914c··ry.code:.......L
000002e0:·2831·9604·b996·2e93·6661·696c·6564·2993··(1......failed).000002e0:·2cc2·2831·9604·b996·2e93·6661·696c·6564··,.(1......failed
000002f0:·6361·6e6e·6f74·9362·6593·636f·6572·6365··cannot.be.coerce000002f0:·2993·6361·6e6e·6f74·9362·6593·636f·6572··).cannot.be.coer
00000300:·6493·746f·936d·6f64·6593·2850·6f6c·796e··d.to.mode.(Polyn00000300:·6365·6493·746f·936d·6f64·6593·2850·6f6c··ced.to.mode.(Pol
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00000350:·696c·6c69·616d·2c98·6393·6861·6e67·6573··illiam,.c.hanges00000350:·6c57·696c·6c69·616d·2c98·6393·6861·6e67··lWilliam,.c.hang
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000003a0:·6865·93cf·7a65·726f·3f8e·9f0c·0000·8d91··he..zero?.......000003a0:·9374·6865·93cf·7a65·726f·3f8e·9f0c·0000··.the..zero?.....
000003b0:·3e00·0078·9103·5555·c674·6573·742e·8ea1··>..x..UU.test...000003b0:·8d91·3e00·0078·9103·5555·c674·6573·742e··..>..x..UU.test.
000003c0:·8d91·5a59·84df·7896·04b9·9665·7871·756f··..ZY..x....exquo000003c0:·8ea1·8d91·5a59·84df·7896·04b9·9665·7871··....ZY..x....exq
000003d0:·9379·933d·3d8e·a40b·0000·8d91·6886·467a··.y.==.......h.Fz000003d0:·756f·9379·933d·3d8e·a40b·0000·8d91·6886··uo.y.==.......h.
000003e0:·6572·6f3f·9604·b996·7893·3d3e·9330·8ea1··ero?....x.=>.0..000003e0:·467a·6572·6f3f·9604·b996·7893·3d3e·9330··Fzero?....x.=>.0
000003f0:·8d91·6886·467a·6572·6f3f·9604·b996·7993··..h.Fzero?....y.000003f0:·8ea1·8d91·6886·467a·6572·6f3f·9604·b996··....h.Fzero?....
00000400:·3d3e·9322·6661·696c·6564·228e·a18d·9168··=>."failed"....h00000400:·7993·3d3e·9322·6661·696c·6564·228e·a18d··y.=>."failed"...
00000410:·8646·7172·3a3d·6469·7669·6465·2878·2c79··.Fqr:=divide(x,y00000410:·9168·8646·7172·3a3d·6469·7669·6465·2878··.h.Fqr:=divide(x
00000420:·298e·a18d·9168·8646·7a65·726f·3f28·7172··)....h.Fzero?(qr00000420:·2c79·298e·a18d·9168·8646·7a65·726f·3f28··,y)....h.Fzero?(
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/bug103.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/bug103.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/bug103.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/bug103.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
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Offset 125, 8 lines modifiedOffset 125, 8 lines modified
125 ·15064·string·characters·out·of·5766565125 ·15064·string·characters·out·of·5766565
126 ·412232·words·of·memory·out·of·5000000126 ·412232·words·of·memory·out·of·5000000
127 ·24010·multiletter·control·sequences·out·of·15000+600000127 ·24010·multiletter·control·sequences·out·of·15000+600000
128 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000128 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
129 ·14·hyphenation·exceptions·out·of·8191129 ·14·hyphenation·exceptions·out·of·8191
130 ·42i,6n,51p,254b,285s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s130 ·42i,6n,51p,254b,285s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
131 Output·written·on·bug103.input.dvi·(5·pages,·2740·bytes).131 Output·written·on·bug103.input.dvi·(5·pages,·2744·bytes).
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./usr/share/doc/axiom-doc/src/input/bug10312.input.dvi
    
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Offset 12, 115 lines modifiedOffset 12, 115 lines modified
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·94c2··..?.............00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·94c2··..?.............
00000090:·7ef3·26de·9119·c600·1147·ae00·1147·ae00··~.&......G...G..00000090:·7ef3·26de·9119·c600·1147·ae00·1147·ae00··~.&......G...G..
Offset 12, 121 lines modifiedOffset 12, 121 lines modified
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000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
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..".........
000000f0:·e1b0·cff3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........000000f0:·e1b0·cff3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........
00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·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.....
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000001f0:·6e95·8ccc·7465·6e93·7473·8e8e·9f1e·0000··n...ten.ts......000001f0:·436f·6e95·8ccc·7465·6e93·7473·8e8e·9f1e··Con...ten.ts....
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00000300:·2d8e·a1a1·8d91·76e7·cf7c·9603·d554·2a93··-.....v..|...T*.00000300:·7c7c·2d8e·a1a1·8d91·76e7·cf7c·9603·d554··||-.....v..|...T
00000310:·7c8e·a68d·913e·0000·e029·7365·7496·04b9··|....>...)set...00000310:·2a93·7c8e·a68d·913e·0000·e029·7365·7496··*.|....>...)set.
00000320:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume...00000320:·04b9·9662·7265·616b·9372·6573·756d·658e··...break.resume.
00000330:·0000·8d91·3e00·0029·7370·6f6f·6c91·04b9··....>..)spool...00000330:·a40b·0000·8d91·3e00·0029·7370·6f6f·6c91··......>..)spool.
00000340:·9662·7567·3633·3537·2e6f·7574·7075·748e··.bug6357.output.00000340:·04b9·9662·7567·3633·3537·2e6f·7574·7075··...bug6357.outpu
 00000350:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set....
 00000360:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on.
00000350:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me00000370:·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:·6167·6593·6175·746f·936f·6666·8ea1·8d91··age.auto.off....00000380:·7373·6167·6593·6175·746f·936f·6666·8ea1··ssage.auto.off..
00000390:·3e00·0029·636c·6561·7291·04b9·9661·6c6c··>..)clear....all00000390:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a
000003a0:·8ea1·a18d·913e·0000·2d2d·9604·b996·5468··.....>..--....Th000003a0:·6c6c·8ea1·a18d·913e·0000·2d2d·9604·b996··ll.....>..--....
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000003e0:·7829·3d31·2f73·7172·7428·7829·2c8e·a18d··x)=1/sqrt(x),...000003e0:·312f·7829·3d31·2f73·7172·7428·7829·2c8e··1/x)=1/sqrt(x),.
000003f0:·913e·0000·2d2d·9604·b996·7768·6963·6893··.>..--....which.000003f0:·a18d·913e·0000·2d2d·9604·b996·7768·6963··...>..--....whic
00000400:·6973·9377·726f·6e67·9328·666f·7293·6578··is.wrong.(for.ex00000400:·6893·6973·9377·726f·6e67·9328·666f·7293··h.is.wrong.(for.
00000410:·616d·706c·652c·8ea1·8d91·3e00·002d·2d96··ample,....>..--.00000410:·6578·616d·706c·652c·8ea1·8d91·3e00·002d··example,....>..-
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00000430:·2569·2f73·7172·7428·3229·9321·3d93·312f··%i/sqrt(2).!=.1/00000430:·3d93·2569·2f73·7172·7428·3229·9321·3d93··=.%i/sqrt(2).!=.
00000440:·2825·692a·7371·7274·2832·2929·933d·932d··(%i*sqrt(2)).=.-00000440:·312f·2825·692a·7371·7274·2832·2929·933d··1/(%i*sqrt(2)).=
00000450:·2569·2f73·7172·7428·3229·8ea1·8d91·3e00··%i/sqrt(2)....>.00000450:·932d·2569·2f73·7172·7428·3229·8ea1·8d91··.-%i/sqrt(2)....
00000460:·002d·2d53·9604·b996·3193·6f66·9332·8ea1··.--S....1.of.2..00000460:·3e00·002d·2d53·9604·b996·3193·6f66·9332··>..--S....1.of.2
00000470:·8d91·3e00·0073·7172·7428·2d31·2f32·298e··..>..sqrt(-1/2).00000470:·8ea1·8d91·3e00·0073·7172·7428·2d31·2f32··....>..sqrt(-1/2
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00000490:·2d2d·528e·a18d·913e·0000·2d2d·5291·2a86··--R....>..--R.*.00000490:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.
000004a0:·462b·2d2d·2d2b·8ea1·8d91·3e00·002d·2d52··F+---+....>..--R000004a0:·2a86·462b·2d2d·2d2b·8ea1·8d91·3e00·002d··*.F+---+....>..-
000004b0:·9125·ccb0·5c7c·2d91·04b9·9631·8ea1·8d91··.%..\|-....1....000004b0:·2d52·9125·ccb0·5c7c·2d91·04b9·9631·8ea1··-R.%..\|-....1..
000004c0:·3e00·002d·2d52·910e·2cc2·2831·2991·0973··>..--R..,.(1)..s 
000004d0:·2c2d·2d2d·2d2d·2d8e·a18d·913e·0000·2d2d··,------....>..-- 
000004e0:·5291·2f3f·dc2b·2d2b·8ea1·8d91·3e00·002d··R./?.+-+....>..- 
000004f0:·2d52·912a·8646·5c7c·328e·a18d·913e·0000··-R.*.F\|2....>.. 
00000500:·2d2d·5292·0108·98d0·5479·7065·3a91·04b9··--R.....Type:... 
00000510:·9641·6c67·6562·7261·6963·4e75·6d62·6572··.AlgebraicNumber 
00000520:·8ea1·8d91·3e00·002d·2d45·9104·b996·318e··....>..--E....1. 
00000530:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2. 
00000540:·6f66·9332·8ea1·8d91·3e00·0073·7172·7428··of.2....>..sqrt( 
00000550:·2d31·2f61·6273·2878·2929·2d31·2f73·7172··-1/abs(x))-1/sqr 
00000560:·7428·2d61·6273·2878·2929·8ea1·8d91·3e00··t(-abs(x))....>. 
00000570:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R.. 
00000580:·8d91·3e00·002d·2d52·915e·7fb8·2b2d·2d2d··..>..--R.^..+--- 
00000590:·2d2d·2d2d·2d2b·8ea1·8d91·3e00·002d·2d52··-----+....>..--R 
000005a0:·912a·8646·2b2d·2d2d·2d2d·2d2d·2d2b·9104··.*.F+--------+.. 
000005b0:·b996·7c91·179f·ee31·8ea1·8d91·3e00·002d··..|....1....>..- 
000005c0:·2d52·9125·ccb0·5c7c·2d96·04b9·9661·6273··-R.%..\|-....abs 
000005d0:·2878·299b·0973·2c7c·2d93·2d2d·2d2d·2d2d··(x)..s,|-.------ 
000005e0:·982d·9331·8ea1·8d91·3e00·002d·2d52·9159··.-.1....>..--R.Y 
000005f0:·c622·5c7c·9109·732c·6162·7328·7829·8ea1··."\|..s,abs(x).. 
00000600:·8d91·3e00·002d·2d52·910e·2cc2·2832·2991··..>..--R..,.(2).000004c0:·8d91·3e00·002d·2d52·910e·2cc2·2831·2991··..>..--R..,.(1).
 000004d0:·0973·2c2d·2d2d·2d2d·2d8e·a18d·913e·0000··.s,------....>..
 000004e0:·2d2d·5291·2f3f·dc2b·2d2b·8ea1·8d91·3e00··--R./?.+-+....>.
 000004f0:·002d·2d52·912a·8646·5c7c·328e·a18d·913e··.--R.*.F\|2....>
 00000500:·0000·2d2d·5292·0108·98d0·5479·7065·3a91··..--R.....Type:.
 00000510:·04b9·9641·6c67·6562·7261·6963·4e75·6d62··...AlgebraicNumb
 00000520:·6572·8ea1·8d91·3e00·002d·2d45·9104·b996··er....>..--E....
 00000530:·318e·a1a1·8d91·3e00·002d·2d53·9604·b996··1.....>..--S....
 00000540:·3293·6f66·9332·8ea1·8d91·3e00·0073·7172··2.of.2....>..sqr
 00000550:·7428·2d31·2f61·6273·2878·2929·2d31·2f73··t(-1/abs(x))-1/s
 00000560:·7172·7428·2d61·6273·2878·2929·8ea1·8d91··qrt(-abs(x))....
 00000570:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000580:·8ea1·8d91·3e00·002d·2d52·915e·7fb8·2b2d··....>..--R.^..+-
 00000590:·2d2d·2d2d·2d2d·2d2b·8ea1·8d91·3e00·002d··-------+....>..-
 000005a0:·2d52·912a·8646·2b2d·2d2d·2d2d·2d2d·2d2b··-R.*.F+--------+
 000005b0:·9104·b996·7c91·179f·ee31·8ea1·8d91·3e00··....|....1....>.
 000005c0:·002d·2d52·9125·ccb0·5c7c·2d96·04b9·9661··.--R.%..\|-....a
 000005d0:·6273·2878·299b·0973·2c7c·2d93·2d2d·2d2d··bs(x)..s,|-.----
 000005e0:·2d2d·982d·9331·8ea1·8d91·3e00·002d·2d52··--.-.1....>..--R
 000005f0:·9159·c622·5c7c·9109·732c·6162·7328·7829··.Y."\|..s,abs(x)
 00000600:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2
00000610:·0973·2c2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··.s,-------------00000610:·2991·0973·2c2d·2d2d·2d2d·2d2d·2d2d·2d2d··)..s,-----------
00000620:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d8e·a18d··-------------...00000620:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d8e··---------------.
00000630:·913e·0000·2d2d·5291·5052·f62b·2d2d·2d2d··.>..--R.PR.+----00000630:·a18d·913e·0000·2d2d·5291·5052·f62b·2d2d··...>..--R.PR.+--
00000640:·2d2d·2d2d·2b8e·a18d·913e·0000·2d2d·5291··----+....>..--R.00000640:·2d2d·2d2d·2d2d·2b8e·a18d·913e·0000·2d2d··------+....>..--
00000650:·4b99·605c·7c2d·9104·b996·6162·7328·7829··K.`\|-....abs(x)00000650:·5291·4b99·605c·7c2d·9104·b996·6162·7328··R.K.`\|-....abs(
00000660:·8ea1·8d91·3e00·002d·2d52·9200·f5b2·7854··....>..--R....xT00000660:·7829·8ea1·8d91·3e00·002d·2d52·9200·f5b2··x)....>..--R....
00000670:·7970·653a·9104·b996·4578·7072·6573·7369··ype:....Expressi00000670:·7854·7970·653a·9104·b996·4578·7072·6573··xType:....Expres
00000680:·6f6e·2849·6e74·6567·6572·298e·a18d·913e··on(Integer)....>00000680:·7369·6f6e·2849·6e74·6567·6572·298e·a18d··sion(Integer)...
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732 B
./usr/share/doc/axiom-doc/src/input/bug6357.input.log.gz
620 B
bug6357.input.log
    
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/bug6357.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/bug6357.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/bug6357.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/bug6357.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
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./usr/share/doc/axiom-doc/src/input/bug9057.input.dvi.gz
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bug9057.input.dvi
    
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Offset 12, 455 lines modifiedOffset 12, 455 lines modified
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181 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000181 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
182 ·14·hyphenation·exceptions·out·of·8191182 ·14·hyphenation·exceptions·out·of·8191
183 ·42i,6n,51p,257b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s183 ·42i,6n,51p,257b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
184 Output·written·on·calculus2.input.dvi·(31·pages,·40688·bytes).184 Output·written·on·calculus2.input.dvi·(31·pages,·40692·bytes).
39.3 KB
./usr/share/doc/axiom-doc/src/input/card.input.dvi.gz
39.2 KB
card.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 292 lines modifiedOffset 12, 292 lines modified
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./usr/share/doc/axiom-doc/src/input/card.input.log.gz
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card.input.log
    
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
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5 **/build/reproducible-path/axiom-20210105dp1/src/input/card.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/card.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/card.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/card.input.pamphlet
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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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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
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141 ·15004·string·characters·out·of·5766565141 ·15004·string·characters·out·of·5766565
142 ·418232·words·of·memory·out·of·5000000142 ·418232·words·of·memory·out·of·5000000
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146 ·42i,6n,51p,254b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s146 ·42i,6n,51p,254b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
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cclass.input.dvi
    
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Offset 12, 257 lines modifiedOffset 12, 257 lines modified
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clements.input.log
    
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/clements.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/clements.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/clements.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/clements.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
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Offset 120, 8 lines modifiedOffset 120, 8 lines modified
120 ·14968·string·characters·out·of·5766565120 ·14968·string·characters·out·of·5766565
121 ·412236·words·of·memory·out·of·5000000121 ·412236·words·of·memory·out·of·5000000
122 ·24005·multiletter·control·sequences·out·of·15000+600000122 ·24005·multiletter·control·sequences·out·of·15000+600000
123 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000123 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
124 ·14·hyphenation·exceptions·out·of·8191124 ·14·hyphenation·exceptions·out·of·8191
125 ·42i,6n,51p,256b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s125 ·42i,6n,51p,256b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
126 Output·written·on·clements.input.dvi·(5·pages,·5568·bytes).126 Output·written·on·clements.input.dvi·(5·pages,·5572·bytes).
90.6 KB
./usr/share/doc/axiom-doc/src/input/clif.input.dvi.gz
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clif.input.dvi
    
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Offset 12, 675 lines modifiedOffset 12, 675 lines modified
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Offset 12, 566 lines modifiedOffset 12, 566 lines modified
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 00000710:·0000·6170·7072·6f78·696d·616e·7473·9104··..approximants..
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152 ·420232·words·of·memory·out·of·5000000152 ·420232·words·of·memory·out·of·5000000
153 ·24010·multiletter·control·sequences·out·of·15000+600000153 ·24010·multiletter·control·sequences·out·of·15000+600000
154 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000154 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
155 ·14·hyphenation·exceptions·out·of·8191155 ·14·hyphenation·exceptions·out·of·8191
156 ·42i,6n,51p,254b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s156 ·42i,6n,51p,254b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
157 Output·written·on·cycles.input.dvi·(18·pages,·23592·bytes).157 Output·written·on·cycles.input.dvi·(18·pages,·23596·bytes).
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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00000010:·5465·5820·6f75·7470·7574·2032·3032·362e··TeX·output·2026.00000010:·5465·5820·6f75·7470·7574·2032·3032·352e··TeX·output·2025.
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9974··..?............t00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9974··..?............t
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Offset 12, 879 lines modifiedOffset 12, 879 lines modified
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000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·7463·7963·6c65·7331·2e69··put..7tcycles1.i000000d0:·7075·7491·0537·7463·7963·6c65·7331·2e69··put..7tcycles1.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·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·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.....
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00000150:·0900·0000·0563·6d62·7839·dc41·6273·7472··.....cmbx9.Abstr00000150:·0000·0900·0000·0563·6d62·7839·dc41·6273··.......cmbx9.Abs
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00000170:·0103·8000·f31b·4bf1·6079·000a·0000·000a··......K.`y......00000170:·8d92·0103·8000·f31b·4bf1·6079·000a·0000··........K.`y....
00000180:·0000·0005·636d·7231·30c6·318e·8e8e·8c8b··....cmr10.1.....00000180:·000a·0000·0005·636d·7231·30c6·318e·8e8e··......cmr10.1...
00000190:·0000·0002·0000·0000·0000·0000·0000·0000··................00000190:·8c8b·0000·0002·0000·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·002a·a002·7900··...........*..y.000001b0:·0000·0000·0000·0000·0000·0000·002a·a002··.............*..
000001c0:·008d·a0fd·a300·00a0·023f·0000·8da0·fde4··.........?......000001c0:·7900·008d·a0fd·a300·00a0·023f·0000·8da0··y..........?....
000001d0:·0000·8d91·3e00·00f3·33c2·d64e·a000·0e66··....>...3..N...f000001d0:·fde4·0000·8d91·3e00·00f3·33c2·d64e·a000··......>...3..N..
000001e0:·6600·0c00·0000·0663·6d62·7831·32de·436f··f......cmbx12.Co000001e0:·0e66·6600·0c00·0000·0663·6d62·7831·32de··.ff......cmbx12.
000001f0:·6e95·8ccc·7465·6e93·7473·8e8e·9f1e·0000··n...ten.ts......000001f0:·436f·6e95·8ccc·7465·6e93·7473·8e8e·9f1e··Con...ten.ts....
00000200:·8d8d·9201·0380·00c6·328e·8e8e·8c8b·0000··........2.......00000200:·0000·8d8d·9201·0380·00c6·328e·8e8e·8c8b··..........2.....
00000210:·0003·0000·0000·0000·0000·0000·0000·0000··................00000210:·0000·0003·0000·0000·0000·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·018f·a002·7900·008d··............y...00000230:·0000·0000·0000·0000·0000·0191·a002·7900··..............y.
00000240:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........00000240:·008d·a0fd·a300·00a0·023f·0000·8da0·fde4··.........?......
00000250:·8d8d·913e·0000·de31·8e91·564c·cb4c·6963··...>...1..VL.Lic00000250:·0000·8d8d·913e·0000·de31·8e91·564c·cb4c··.....>...1..VL.L
00000260:·656e·7365·8e9f·15e7·1ba4·0c00·008d·9176··ense...........v00000260:·6963·656e·7365·8e9f·15e7·1ba4·0c00·008d··icense..........
00000270:·e7cf·f334·1af2·2256·000a·0000·000a·0000··...4.."V........00000270:·9176·e7cf·f334·1af2·2256·000a·0000·000a··.v...4.."V......
00000280:·0006·636d·6278·3130·df7c·9603·d554·6c69··..cmbx10.|...Tli00000280:·0000·0006·636d·6278·3130·df7c·9603·d554··....cmbx10.|...T
00000290:·6365·6e73·6593·7c8e·a911·5da2·8d91·3e00··cense.|...]...>.00000290:·6c69·6365·6e73·6593·7c8e·a911·5da2·8d91··license.|...]...
000002a0:·00f3·35df·a44e·0000·0900·0000·0900·0000··..5..N..........000002a0:·3e00·00f3·35df·a44e·0000·0900·0000·0900··>...5..N........
000002b0:·0563·6d74·7439·e02d·2d43·6f70·7972·6967··.cmtt9.--Copyrig000002b0:·0000·0563·6d74·7439·e02d·2d43·6f70·7972··...cmtt9.--Copyr
000002c0:·6874·9604·b996·5468·6593·4e75·6d65·7269··ht....The.Numeri000002c0:·6967·6874·9604·b996·5468·6593·4e75·6d65··ight....The.Nume
000002d0:·6361·6c93·416c·676f·7269·7468·6d73·9347··cal.Algorithms.G000002d0:·7269·6361·6c93·416c·676f·7269·7468·6d73··rical.Algorithms
000002e0:·726f·7570·934c·696d·6974·6564·9331·3939··roup.Limited.199000002e0:·9347·726f·7570·934c·696d·6974·6564·9331··.Group.Limited.1
000002f0:·312e·8e9f·125d·a18d·9176·e7cf·df7c·7c7c··1....]...v...|||000002f0:·3939·312e·8e9f·125d·a18d·9176·e7cf·df7c··991....]...v...|
00000300:·2d8e·a1a1·8d91·76e7·cf7c·9603·d554·2a93··-.....v..|...T*.00000300:·7c7c·2d8e·a1a1·8d91·76e7·cf7c·9603·d554··||-.....v..|...T
00000310:·7c8e·a68d·913e·0000·e029·7365·7496·04b9··|....>...)set...00000310:·2a93·7c8e·a68d·913e·0000·e029·7365·7496··*.|....>...)set.
00000320:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume...00000320:·04b9·9662·7265·616b·9372·6573·756d·658e··...break.resume.
00000330:·0000·8d91·3e00·0029·7370·6f6f·6c91·04b9··....>..)spool...00000330:·a40b·0000·8d91·3e00·0029·7370·6f6f·6c91··......>..)spool.
00000340:·9663·7963·6c65·7331·2e6f·7574·7075·748e··.cycles1.output.00000340:·04b9·9663·7963·6c65·7331·2e6f·7574·7075··...cycles1.outpu
 00000350:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set....
 00000360:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on.
00000350:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me00000370:·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:·6167·6593·6175·746f·936f·6666·8ea1·8d91··age.auto.off....00000380:·7373·6167·6593·6175·746f·936f·6666·8ea1··ssage.auto.off..
00000390:·3e00·0029·636c·6561·7291·04b9·9661·6c6c··>..)clear....all00000390:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a
000003a0:·8ea1·a18d·913e·0000·2d2d·9604·b996·496e··.....>..--....In000003a0:·6c6c·8ea1·a18d·913e·0000·2d2d·9604·b996··ll.....>..--....
000003b0:·7075·7493·6765·6e65·7261·7465·6493·6672··put.generated.fr000003b0:·496e·7075·7493·6765·6e65·7261·7465·6493··Input.generated.
000003c0:·6f6d·9343·7963·6c65·496e·6469·6361·746f··om.CycleIndicato000003c0:·6672·6f6d·9343·7963·6c65·496e·6469·6361··from.CycleIndica
000003d0:·7273·586d·7050·6167·658e·a1a1·8d91·3e00··rsXmpPage.....>.000003d0:·746f·7273·586d·7050·6167·658e·a1a1·8d91··torsXmpPage.....
000003e0:·0029·6578·706f·7365·9104·b996·4556·414c··.)expose....EVAL000003e0:·3e00·0029·6578·706f·7365·9104·b996·4556··>..)expose....EV
000003f0:·4359·438e·a1a1·8d91·3e00·002d·2d53·9604··CYC.....>..--S..000003f0:·414c·4359·438e·a1a1·8d91·3e00·002d·2d53··ALCYC.....>..--S
00000400:·b996·3193·6f66·9334·368e·a18d·913e·0000··..1.of.46....>..00000400:·9604·b996·3193·6f66·9334·368e·a18d·913e··....1.of.46....>
00000410:·636f·6d70·6c65·7465·9104·b996·318e·a18d··complete....1...00000410:·0000·636f·6d70·6c65·7465·9104·b996·318e··..complete....1.
00000420:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--00000420:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
00000430:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.(00000430:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R..,
00000440:·3129·9109·732c·2831·298e·a18d·913e·0000··1)..s,(1)....>..00000440:·c228·3129·9109·732c·2831·298e·a18d·913e··.(1)..s,(1)....>
 00000450:·0000·2d2d·5292·009b·ec56·5479·7065·3a91··..--R....VType:.
 00000460:·04b9·9653·796d·6d65·7472·6963·506f·6c79··...SymmetricPoly
 00000470:·6e6f·6d69·616c·2846·7261·6374·696f·6e28··nomial(Fraction(
 00000480:·496e·7465·6765·7229·298e·a18d·913e·0000··Integer))....>..
 00000490:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>..
 000004a0:·2d2d·5396·04b9·9632·936f·6693·3436·8ea1··--S....2.of.46..
 000004b0:·8d91·3e00·0063·6f6d·706c·6574·6591·04b9··..>..complete...
 000004c0:·9632·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··.2....>..--R....
 000004d0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 000004e0:·9125·ccb0·3191·2113·1a31·910e·2cc2·328e··.%..1.!..1..,.2.
 000004f0:·a18d·913e·0000·2d2d·5291·0e2c·c228·3229··...>..--R..,.(2)
 00000500:·9109·732c·2d96·04b9·9628·3229·932b·932d··..s,-....(2).+.-
 00000510:·9328·3193·298e·a18d·913e·0000·2d2d·5291··.(1.)....>..--R.
 00000520:·25cc·b032·9121·131a·328e·a18d·913e·0000··%..2.!..2....>..
00000450:·2d2d·5292·009b·ec56·5479·7065·3a91·04b9··--R....VType:...00000530:·2d2d·5292·009b·ec56·5479·7065·3a91·04b9··--R....VType:...
00000460:·9653·796d·6d65·7472·6963·506f·6c79·6e6f··.SymmetricPolyno00000540:·9653·796d·6d65·7472·6963·506f·6c79·6e6f··.SymmetricPolyno
00000470:·6d69·616c·2846·7261·6374·696f·6e28·496e··mial(Fraction(In00000550:·6d69·616c·2846·7261·6374·696f·6e28·496e··mial(Fraction(In
00000480:·7465·6765·7229·298e·a18d·913e·0000·2d2d··teger))....>..-- 
00000490:·4591·04b9·9631·8ea1·a18d·913e·0000·2d2d··E....1.....>..-- 
000004a0:·5396·04b9·9632·936f·6693·3436·8ea1·8d91··S....2.of.46.... 
000004b0:·3e00·0063·6f6d·706c·6574·6591·04b9·9632··>..complete....2 
000004c0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
000004d0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·9125··.--R....>..--R.% 
000004e0:·ccb0·3191·2113·1a31·910e·2cc2·328e·a18d··..1.!..1..,.2... 
000004f0:·913e·0000·2d2d·5291·0e2c·c228·3229·9109··.>..--R..,.(2).. 
00000500:·732c·2d96·04b9·9628·3229·932b·932d·9328··s,-....(2).+.-.( 
00000510:·3193·298e·a18d·913e·0000·2d2d·5291·25cc··1.)....>..--R.%. 
00000520:·b032·9121·131a·328e·a18d·913e·0000·2d2d··.2.!..2....>..-- 
00000530:·5292·009b·ec56·5479·7065·3a91·04b9·9653··R....VType:....S 
00000540:·796d·6d65·7472·6963·506f·6c79·6e6f·6d69··ymmetricPolynomi 
00000550:·616c·2846·7261·6374·696f·6e28·496e·7465··al(Fraction(Inte 
00000560:·6765·7229·298e·a18d·913e·0000·2d2d·4591··ger))....>..--E. 
00000570:·04b9·9632·8ea1·a18d·913e·0000·2d2d·5396··...2.....>..--S. 
00000580:·04b9·9633·936f·6693·3436·8ea1·8d91·3e00··...3.of.46....>. 
00000590:·0063·6f6d·706c·6574·6591·04b9·9633·8ea1··.complete....3.. 
000005a0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..- 
000005b0:·2d52·8ea1·8d91·3e00·002d·2d52·9125·ccb0··-R....>..--R.%.. 
000005c0:·3191·2113·1a31·912a·8646·3191·0e2c·c233··1.!..1.*.F1..,.3 
000005d0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2833··....>..--R..,.(3 
000005e0:·2991·0973·2c2d·9604·b996·2833·2993·2b93··)..s,-....(3).+. 
000005f0:·2d93·2832·9331·2993·2b93·2d93·2831·9329··-.(2.1).+.-.(1.) 
00000600:·8ea1·8d91·3e00·002d·2d52·9125·ccb0·3391··....>..--R.%..3. 
00000610:·2113·1a32·912a·8646·368e·a18d·913e·0000··!..2.*.F6....>.. 
00000620:·2d2d·5292·009b·ec56·5479·7065·3a91·04b9··--R....VType:... 
00000630:·9653·796d·6d65·7472·6963·506f·6c79·6e6f··.SymmetricPolyno 
00000640:·6d69·616c·2846·7261·6374·696f·6e28·496e··mial(Fraction(In 
00000650:·7465·6765·7229·298e·a18d·913e·0000·2d2d··teger))....>..--00000560:·7465·6765·7229·298e·a18d·913e·0000·2d2d··teger))....>..--
00000660:·4591·04b9·9633·8ea1·a18d·913e·0000·2d2d··E....3.....>..--00000570:·4591·04b9·9632·8ea1·a18d·913e·0000·2d2d··E....2.....>..--
00000670:·5396·04b9·9634·936f·6693·3436·8ea1·8d91··S....4.of.46....00000580:·5396·04b9·9633·936f·6693·3436·8ea1·8d91··S....3.of.46....
00000680:·3e00·0063·6f6d·706c·6574·6591·04b9·9637··>..complete....700000590:·3e00·0063·6f6d·706c·6574·6591·04b9·9633··>..complete....3
 000005a0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 000005b0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·9125··.--R....>..--R.%
 000005c0:·ccb0·3191·2113·1a31·912a·8646·3191·0e2c··..1.!..1.*.F1..,
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Offset 125, 8 lines modifiedOffset 125, 8 lines modified
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6 t6 t
  
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Offset 14, 325 lines modifiedOffset 14, 325 lines modified
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000006f0:·648e·a18d·915a·5984·6966·9604·b996·5293··d....ZY.if....R.000006f0:·7465·648e·a18d·915a·5984·6966·9604·b996··ted....ZY.if....
00000700:·6861·7393·5265·7472·6163·7461·626c·6554··has.RetractableT00000700:·5293·6861·7393·5265·7472·6163·7461·626c··R.has.Retractabl
00000710:·6f93·496e·7465·6765·7293·7468·656e·9352··o.Integer.then.R00000710:·6554·6f93·496e·7465·6765·7293·7468·656e··eTo.Integer.then
00000720:·6574·7261·6374·6162·6c65·546f·9341·4e8e··etractableTo.AN.00000720:·9352·6574·7261·6374·6162·6c65·546f·9341··.RetractableTo.A
00000730:·a18d·9150·e658·636f·6572·6365·3a96·04b9··...P.Xcoerce:...00000730:·4e8e·a18d·9150·e658·636f·6572·6365·3a96··N....P.Xcoerce:.
00000740:·9645·5850·5252·932d·3e93·258e·a1a1·8d91··.EXPRR.->.%.....00000740:·04b9·9645·5850·5252·932d·3e93·258e·a1a1··...EXPRR.->.%...
00000750:·4773·2c49·6d70·6c65·6d65·6e74·6174·696f··Gs,Implementatio00000750:·8d91·4773·2c49·6d70·6c65·6d65·6e74·6174··..Gs,Implementat
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000007a0:·616c·9352·2c93·4c69·7374·9325·2c93·4c69··al.R,.List.%,.Li000007a0:·6d69·616c·9352·2c93·4c69·7374·9325·2c93··mial.R,.List.%,.
000007b0:·7374·9325·2993·2d3e·934f·7574·7075·7446··st.%).->.OutputF000007b0:·4c69·7374·9325·2993·2d3e·934f·7574·7075··List.%).->.Outpu
000007c0:·6f72·6d8e·a18d·915a·5984·2d2d·9604·b996··orm....ZY.--....000007c0:·7446·6f72·6d8e·a18d·915a·5984·2d2d·9604··tForm....ZY.--..
000007d0:·636f·6572·6365·7393·7468·6593·706f·6c79··coerces.the.poly000007d0:·b996·636f·6572·6365·7393·7468·6593·706f··..coerces.the.po
000007e0:·6e6f·6d69·616c·9374·6f93·4f75·7470·7574··nomial.to.Output000007e0:·6c79·6e6f·6d69·616c·9374·6f93·4f75·7470··lynomial.to.Outp
000007f0:·466f·726d·9363·6f6d·706c·6574·656c·7993··Form.completely.000007f0:·7574·466f·726d·9363·6f6d·706c·6574·656c··utForm.completel
00000800:·6578·7061·6e64·6564·9361·6e64·8ea1·8d91··expanded.and....00000800:·7993·6578·7061·6e64·6564·9361·6e64·8ea1··y.expanded.and..
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distexpr.input.log
    
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./usr/share/doc/axiom-doc/src/input/divisor.input.dvi.gz
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divisor.input.dvi
    
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00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9a5b··..?............[00000080:·a002·3f00·008d·a0fe·0e00·028d·9200·9a5b··..?............[
00000090:·5ff3·26de·9119·c600·1147·ae00·1147·ae00··_.&......G...G..00000090:·5ff3·26de·9119·c600·1147·ae00·1147·ae00··_.&......G...G..
Offset 12, 390 lines modifiedOffset 12, 390 lines modified
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000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·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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00000300:·2d8e·a1a1·8d91·76e7·cf7c·9603·d554·2a93··-.....v..|...T*.00000300:·7c7c·2d8e·a1a1·8d91·76e7·cf7c·9603·d554··||-.....v..|...T
00000310:·7c8e·9f12·9e95·8d91·3e00·00e0·2973·6574··|.......>...)set00000310:·2a93·7c8e·9f12·9e95·8d91·3e00·00e0·2973··*.|.......>...)s
00000320:·9604·b996·6272·6561·6b93·7265·7375·6d65··....break.resume00000320:·6574·9604·b996·6272·6561·6b93·7265·7375··et....break.resu
00000330:·8ea4·0b00·008d·913e·0000·2973·706f·6f6c··.......>..)spool00000330:·6d65·8ea4·0b00·008d·913e·0000·2973·706f··me.......>..)spo
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000003a0:·616c·6c8e·a1a1·8d91·3e00·002d·2d53·9604··all.....>..--S..000003a0:·b996·616c·6c8e·a1a1·8d91·3e00·002d·2d53··..all.....>..--S
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00000430:·002d·2d52·9201·331f·1654·7970·653a·9104··.--R..3..Type:..00000430:·3e00·002d·2d52·9201·331f·1654·7970·653a··>..--R..3..Type:
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00000450:·2d45·9104·b996·318e·a1a1·8d91·3e00·002d··-E....1.....>..-00000450:·002d·2d45·9104·b996·318e·a1a1·8d91·3e00··.--E....1.....>.
00000460:·2d53·9604·b996·3293·6f66·9331·388e·a18d··-S....2.of.18...00000460:·002d·2d53·9604·b996·3293·6f66·9331·388e··.--S....2.of.18.
00000470:·913e·0000·5031·9604·b996·3a3d·9355·5028··.>..P1....:=.UP(00000470:·a18d·913e·0000·5031·9604·b996·3a3d·9355··...>..P1....:=.U
00000480:·792c·9346·5241·4393·5030·298e·a18d·913e··y,.FRAC.P0)....>00000480:·5028·792c·9346·5241·4393·5030·298e·a18d··P(y,.FRAC.P0)...
00000490:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.00000490:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
000004a0:·a18d·913e·0000·2d2d·5291·0e2c·c228·3229··...>..--R..,.(2)000004a0:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.(
000004b0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·556e··....>..--R..,.Un000004b0:·3229·8ea1·8d91·3e00·002d·2d52·910e·2cc2··2)....>..--R..,.
 000004c0:·556e·6976·6172·6961·7465·506f·6c79·6e6f··UnivariatePolyno
 000004d0:·6d69·616c·2879·2c46·7261·6374·696f·6e28··mial(y,Fraction(
 000004e0:·556e·6976·6172·6961·7465·506f·6c79·6e6f··UnivariatePolyno
 000004f0:·6d69·616c·2878·2c46·7261·6374·696f·6e28··mial(x,Fraction(
 00000500:·496e·7465·6765·7229·2929·298e·a18d·913e··Integer))))....>
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5 **/build/reproducible-path/axiom-20210105dp1/src/input/divisor.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/divisor.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/divisor.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/divisor.input.pamphlet
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125 LaTeX·Warning:·Label(s)·may·have·changed.·Rerun·to·get·cross-references·right.125 LaTeX·Warning:·Label(s)·may·have·changed.·Rerun·to·get·cross-references·right.
  
126 ·)·126 ·)·
127 Here·is·how·much·of·TeX's·memory·you·used:127 Here·is·how·much·of·TeX's·memory·you·used:
128 ·954·strings·out·of·475179128 ·954·strings·out·of·475179
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Offset 12, 115 lines modifiedOffset 12, 115 lines modified
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00000520:·446f·7562·6c65·466c·6f61·7429·8ea1·8d91··DoubleFloat)....00000520:·7428·446f·7562·6c65·466c·6f61·7429·8ea1··t(DoubleFloat)..
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000005e0:·8ea1·8d91·3e00·0070·7473·3a3d·7265·6164··....>..pts:=read000005e0:·7370·8ea1·8d91·3e00·0070·7473·3a3d·7265··sp....>..pts:=re
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00000670:·2d8e·8e9f·1e00·008d·8d92·0103·8000·c633··-..............300000670:·7c7c·2d8e·8e9f·1e00·008d·8d92·0103·8000··||-.............
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Offset 12, 135 lines modifiedOffset 12, 135 lines modified
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00000310:·a68d·913e·0000·e029·7365·7496·04b9·9662··...>...)set....b00000310:·7c8e·a68d·913e·0000·e029·7365·7496·04b9··|....>...)set...
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00000380:·6175·746f·936f·6666·8ea1·8d91·3e00·0029··auto.off....>..)00000380:·6593·6175·746f·936f·6666·8ea1·8d91·3e00··e.auto.off....>.
00000390:·636c·6561·7291·04b9·9661·6c6c·8ea1·a18d··clear....all....00000390:·0029·636c·6561·7291·04b9·9661·6c6c·8ea1··.)clear....all..
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000003b0:·368e·a18d·913e·0000·653a·9604·b996·4571··6....>..e:....Eq000003b0:·6693·368e·a18d·913e·0000·653a·9604·b996··f.6....>..e:....
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00000450:·913e·0000·2d2d·4591·04b9·9631·8ea1·a18d··.>..--E....1....00000450:·a18d·913e·0000·2d2d·4591·04b9·9631·8ea1··...>..--E....1..
00000460:·913e·0000·2d2d·5396·04b9·9632·936f·6693··.>..--S....2.of.00000460:·a18d·913e·0000·2d2d·5396·04b9·9632·936f··...>..--S....2.o
00000470:·368e·a18d·913e·0000·6c31·9604·b996·3a3d··6....>..l1....:=00000470:·6693·368e·a18d·913e·0000·6c31·9604·b996··f.6....>..l1....
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 00000490:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R..
 000004a0:·8d91·3e00·002d·2d52·910e·2cc2·2832·2991··..>..--R..,.(2).
 000004b0:·0973·2c5b·312c·322c·335d·8ea1·8d91·3e00··.s,[1,2,3]....>.
 000004c0:·002d·2d52·9200·ec3f·4c54·7970·653a·9104··.--R...?LType:..
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 00000500:·5396·04b9·9633·936f·6693·368e·a18d·913e··S....3.of.6....>
 00000510:·0000·6c32·9604·b996·3a3d·935b·312c·322c··..l2....:=.[1,2,
 00000520:·335d·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··3]....>..--R....
 00000530:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 00000540:·910e·2cc2·2833·2991·0973·2c5b·312c·322c··..,.(3)..s,[1,2,
 00000550:·335d·8ea1·8d91·3e00·002d·2d52·9200·ec3f··3]....>..--R...?
 00000560:·4c54·7970·653a·9104·b996·4c69·7374·2850··LType:....List(P
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 00000590:·a18d·913e·0000·2d2d·5396·04b9·9634·936f··...>..--S....4.o
 000005a0:·6693·368e·a18d·913e·0000·652e·6c31·9604··f.6....>..e.l1..
 000005b0:·b996·3a3d·9331·3131·8ea1·8d91·3e00·002d··..:=.111....>..-
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000004c0:·2d52·9200·ec3f·4c54·7970·653a·9104·b996··-R...?LType:.... 
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000004e0:·6567·6572·298e·a18d·913e·0000·2d2d·4591··eger)....>..--E. 
000004f0:·04b9·9632·8ea1·a18d·913e·0000·2d2d·5396··...2.....>..--S. 
00000500:·04b9·9633·936f·6693·368e·a18d·913e·0000··...3.of.6....>.. 
00000510:·6c32·9604·b996·3a3d·935b·312c·322c·335d··l2....:=.[1,2,3] 
00000520:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
00000530:·002d·2d52·8ea1·8d91·3e00·002d·2d52·910e··.--R....>..--R.. 
00000540:·2cc2·2833·2991·0973·2c5b·312c·322c·335d··,.(3)..s,[1,2,3] 
00000550:·8ea1·8d91·3e00·002d·2d52·9200·ec3f·4c54··....>..--R...?LT 
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00000570:·6974·6976·6549·6e74·6567·6572·298e·a18d··itiveInteger)... 
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000005b0:·3a3d·9331·3131·8ea1·8d91·3e00·002d·2d52··:=.111....>..--R 
000005c0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>. 
000005d0:·002d·2d52·910e·2cc2·2834·2991·0973·2c31··.--R..,.(4)..s,1 
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14.8 KB
./usr/share/doc/axiom-doc/src/input/evalex.input.dvi
    
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000006b0:·0000·0700·04f3·35df·a44e·0000·0900·0000··......5..N......000006b0:·ce00·0000·0700·04f3·35df·a44e·0000·0900··........5..N....
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./usr/share/doc/axiom-doc/src/input/evalex.input.log.gz
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evalex.input.log
    
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1 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2026.6.11)··11·JUN·2026·09:261 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2025.5.10)··10·MAY·2025·05:45
2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/evalex.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/evalex.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/evalex.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/evalex.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
Offset 123, 8 lines modifiedOffset 123, 8 lines modified
123 ·15004·string·characters·out·of·5766565123 ·15004·string·characters·out·of·5766565
124 ·412232·words·of·memory·out·of·5000000124 ·412232·words·of·memory·out·of·5000000
125 ·24008·multiletter·control·sequences·out·of·15000+600000125 ·24008·multiletter·control·sequences·out·of·15000+600000
126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
127 ·14·hyphenation·exceptions·out·of·8191127 ·14·hyphenation·exceptions·out·of·8191
128 ·42i,6n,51p,254b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s128 ·42i,6n,51p,254b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
129 Output·written·on·evalex.input.dvi·(4·pages,·1900·bytes).129 Output·written·on·evalex.input.dvi·(4·pages,·1904·bytes).
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./usr/share/doc/axiom-doc/src/input/exampleagcode.input.dvi.gz
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exampleagcode.input.dvi
    
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Offset 12, 1015 lines modifiedOffset 12, 1015 lines modified
000000b0:·0011·47ae·0011·47ae·0005·636d·7231·37d0··..G...G...cmr17.000000b0:·0011·47ae·0011·47ae·0005·636d·7231·37d0··..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:·7574·9105·3774·6578·616d·706c·6561·6763··ut..7texampleagc000000d0:·7574·9105·3774·6578·616d·706c·6561·6763··ut..7texampleagc
000000e0:·6f90·738e·6465·2e69·6e70·7574·8e9f·22fa··o.s.de.input..".000000e0:·6f90·738e·6465·2e69·6e70·7574·8e9f·22fa··o.s.de.input..".
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00000100:·0b00·0c00·0000·0c00·0000·0563·6d72·3132··...........cmr1200000100:·0b00·0c00·0000·0c00·0000·0563·6d72·3132··...........cmr12
00000110:·d254·696d·6f74·6890·ac72·7991·03ea·a844··.Timoth..ry....D00000110:·d254·696d·6f74·6890·ac72·7991·03ea·a844··.Timoth..ry....D
00000120:·616c·798e·8e8e·8e8e·9f17·666a·8d92·00e2··aly.......fj....00000120:·616c·798e·8e8e·8e8e·9f17·666a·8d92·00e3··aly.......fj....
00000130:·ab79·4a75·6e65·9603·eaa8·3131·2c93·3230··.yJune....11,.2000000130:·9184·4d61·90ac·7279·9603·eaa8·3130·2c93··..Ma..ry....10,.
00000140:·3236·8e9f·2400·018d·9200·f1a1·4bf3·3174··26..$.......K.1t00000140:·3230·3235·8e9f·2400·018d·9200·f1a1·4bf3··2025..$.......K.
00000150:·0c89·3a00·0900·0000·0900·0000·0563·6d62··..:..........cmb00000150:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c
00000160:·7839·dc41·6273·7472·6163·748e·9f0f·acd1··x9.Abstract.....00000160:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract...
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00000180:·6079·000a·0000·000a·0000·0005·636d·7231··`y..........cmr100000180:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm
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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:·0000·002a·a002·7900·008d·a0fd·a300·00a0··...*..y.........000001c0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......
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000001f0:·6d62·7831·32de·436f·6e95·8ccc·7465·6e93··mbx12.Con...ten.000001f0:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te
00000200:·7473·8e8e·9f1e·0000·8d8d·9201·0380·00c6··ts..............00000200:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............
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00000250:·0000·8da0·fde4·0000·9f0c·0000·8d91·76e7··..............v.00000250:·023f·0000·8da0·fde4·0000·9f0c·0000·8d91··.?..............
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00000270:·0663·6d62·7831·30df·7c96·03d5·542a·937c··.cmbx10.|...T*.|00000270:·0000·0663·6d62·7831·30df·7c96·03d5·542a··...cmbx10.|...T*
00000280:·8e9f·1300·008d·913e·0000·f335·dfa4·4e00··.......>...5..N.00000280:·937c·8e9f·1300·008d·913e·0000·f335·dfa4··.|.......>...5..
00000290:·0009·0000·0009·0000·0005·636d·7474·39e0··..........cmtt9.00000290:·4e00·0009·0000·0009·0000·0005·636d·7474··N...........cmtt
000002a0:·2973·6574·9604·b996·6272·6561·6b93·7265··)set....break.re000002a0:·39e0·2973·6574·9604·b996·6272·6561·6b93··9.)set....break.
000002b0:·7375·6d65·8ea4·0b00·008d·913e·0000·2973··sume.......>..)s000002b0:·7265·7375·6d65·8ea4·0b00·008d·913e·0000··resume.......>..
000002c0:·706f·6f6c·9104·b996·6578·616d·706c·6561··pool....examplea000002c0:·2973·706f·6f6c·9104·b996·6578·616d·706c··)spool....exampl
000002d0:·6763·6f64·652e·6f75·7470·7574·8ea1·8d91··gcode.output....000002d0:·6561·6763·6f64·652e·6f75·7470·7574·8ea1··eagcode.output..
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00000310:·a1a1·8d91·3e00·002d·2d96·04b9·9654·6869··....>..--....Thi00000310:·6c8e·a1a1·8d91·3e00·002d·2d96·04b9·9654··l.....>..--....T
00000320:·7393·6578·616d·706c·6593·6973·9374·6f93··s.example.is.to.00000320:·6869·7393·6578·616d·706c·6593·6973·9374··his.example.is.t
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00000350:·7293·6d61·7472·6978·8ea1·8d91·3e00·002d··r.matrix....>..-00000350:·746f·7293·6d61·7472·6978·8ea1·8d91·3e00··tor.matrix....>.
00000360:·2d96·04b9·966f·6693·616e·9361·6c67·6562··-....of.an.algeb00000360:·002d·2d96·04b9·966f·6693·616e·9361·6c67··.--....of.an.alg
00000370:·7261·6963·9367·656f·6d65·7472·6963·9363··raic.geometric.c00000370:·6562·7261·6963·9367·656f·6d65·7472·6963··ebraic.geometric
00000380:·6f64·6593·2841·472d·636f·6465·732c·936f··ode.(AG-codes,.o00000380:·9363·6f64·6593·2841·472d·636f·6465·732c··.code.(AG-codes,
00000390:·7293·6765·6f6d·6574·7269·6393·476f·7070··r.geometric.Gopp00000390:·936f·7293·6765·6f6d·6574·7269·6393·476f··.or.geometric.Go
000003a0:·6193·636f·6465·292e·8ea1·8d91·3e00·002d··a.code).....>..-000003a0:·7070·6193·636f·6465·292e·8ea1·8d91·3e00··ppa.code).....>.
000003b0:·2d96·04b9·9648·6572·6593·7765·9375·7365··-....Here.we.use000003b0:·002d·2d96·04b9·9648·6572·6593·7765·9375··.--....Here.we.u
000003c0:·9374·6865·9373·616d·6593·6375·7276·6593··.the.same.curve.000003c0:·7365·9374·6865·9373·616d·6593·6375·7276··se.the.same.curv
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00000410:·7468·6593·6375·7276·6593·6465·6669·6e65··the.curve.define00000410:·7393·7468·6593·6375·7276·6593·6465·6669··s.the.curve.defi
00000420:·6493·6279·8ea1·8d91·3e00·002d·2d8e·a18d··d.by....>..--...00000420:·6e65·6493·6279·8ea1·8d91·3e00·002d·2d8e··ned.by....>..--.
00000430:·913e·0000·2d2d·9121·131a·3591·12e6·5832··.>..--.!..5...X200000430:·a18d·913e·0000·2d2d·9121·131a·3591·12e6··...>..--.!..5...
00000440:·9104·b996·3391·1c59·8434·8ea1·8d91·3e00··....3..Y.4....>.00000440:·5832·9104·b996·3391·1c59·8434·8ea1·8d91··X2....3..Y.4....
00000450:·002d·2d91·1c59·8458·9b09·732c·2b96·04b9··.--..Y.X..s,+...00000450:·3e00·002d·2d91·1c59·8458·9b09·732c·2b96··>..--..Y.X..s,+.
00000460:·9659·935a·982b·9359·935a·983d·9330·8ea1··.Y.Z.+.Y.Z.=.0..00000460:·04b9·9659·935a·982b·9359·935a·983d·9330··...Y.Z.+.Y.Z.=.0
 00000470:·8ea1·8d91·3e00·002d·2d8e·a18d·913e·0000··....>..--....>..
 00000480:·2d2d·8ea1·8d91·3e00·002d·2d96·04b9·964e··--....>..--....N
 00000490:·4f54·4593·5448·4154·9377·6593·7769·6c6c··OTE.THAT.we.will
 000004a0:·9375·7365·9374·6865·9370·6163·6b61·6765··.use.the.package
 000004b0:·9350·4146·4646·4693·696e·7374·6561·6493··.PAFFFF.instead.
 000004c0:·6f66·9350·4146·462e·8ea1·8d91·3e00·002d··of.PAFF.....>..-
 000004d0:·2d8e·a18d·913e·0000·2d2d·9604·b996·5769··-....>..--....Wi
 000004e0:·7468·9350·4146·4646·4693·7468·6593·636f··th.PAFFFF.the.co
 000004f0:·6d70·7574·6174·696f·6e93·6172·6593·646f··mputation.are.do
 00000500:·6e65·9375·7369·6e67·9364·796e·616d·6963··ne.using.dynamic
 00000510:·9365·7874·656e·7369·6f6e·8ea1·8d91·3e00··.extension....>.
 00000520:·002d·2d96·04b9·966f·7665·7293·7468·6593··.--....over.the.
 00000530:·4649·4e49·5445·9367·726f·756e·6493·6669··FINITE.ground.fi
 00000540:·656c·6493·7468·6174·9369·7393·6769·7665··eld.that.is.give
 00000550:·6e93·746f·9350·4146·4646·462e·8ea1·8d91··n.to.PAFFFF.....
 00000560:·3e00·002d·2d8e·a18d·913e·0000·2d2d·9604··>..--....>..--..
 00000570:·b996·466f·7293·6578·616d·706c·652c·8ea1··..For.example,..
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4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/exampleagcode.input.pamp5 **/build/reproducible-path/axiom-20210105dp1/src/input/exampleagcode.input.pamp
6 hlet6 hlet
  
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00000630:·8ea1·8d91·3e00·002d·2d52·9159·c622·338e··....>..--R.Y."3.00000630:·2d2d·8ea1·8d91·3e00·002d·2d52·9159·c622··--....>..--R.Y."
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1 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2026.6.11)··11·JUN·2026·09:261 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2025.5.10)··10·MAY·2025·05:45
2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/exint.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/exint.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/exint.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/exint.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
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129 ·14993·string·characters·out·of·5766565129 ·14993·string·characters·out·of·5766565
130 ·421230·words·of·memory·out·of·5000000130 ·421230·words·of·memory·out·of·5000000
131 ·24008·multiletter·control·sequences·out·of·15000+600000131 ·24008·multiletter·control·sequences·out·of·15000+600000
132 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000132 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
133 ·14·hyphenation·exceptions·out·of·8191133 ·14·hyphenation·exceptions·out·of·8191
134 ·42i,6n,51p,253b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s134 ·42i,6n,51p,253b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
135 Output·written·on·exint.input.dvi·(7·pages,·5852·bytes).135 Output·written·on·exint.input.dvi·(7·pages,·5856·bytes).
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./usr/share/doc/axiom-doc/src/input/exit.input.dvi
    
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 000003c0:·308e·a18d·913e·0000·2d2d·528e·a18d·913e··0....>..--R....>
 000003d0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.
 000003e0:·0e2c·c228·3129·9109·732c·308e·a18d·913e··.,.(1)..s,0....>
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 00000430:·04b9·9632·936f·6693·368e·a18d·913e·0000··...2.of.6....>..
 00000440:·6761·7370·2829·3a96·04b9·9645·7869·7493··gasp():....Exit.
 00000450:·3d3d·8ea1·8d91·50e6·5866·7265·6591·04b9··==....P.Xfree...
 00000460:·966e·8ea1·8d91·50e6·586e·9604·b996·3a3d··.n....P.Xn....:=
 00000470:·936e·932b·9331·8ea1·8d91·50e6·5865·7272··.n.+.1....P.Xerr
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 000004a0:·2d52·910e·2cc2·4675·6e63·7469·6f6e·9604··-R..,.Function..
 000004b0:·b996·6465·636c·6172·6174·696f·6e93·6761··..declaration.ga
 000004c0:·7370·933a·9328·2993·2d3e·9345·7869·7493··sp.:.().->.Exit.
 000004d0:·6861·7393·6265·656e·9361·6464·6564·9374··has.been.added.t
 000004e0:·6f93·776f·726b·7370·6163·652e·8ea1·8d91··o.workspace.....
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 00000500:·9104·b996·566f·6964·8ea1·8d91·3e00·002d··....Void....>..-
 00000510:·2d45·9104·b996·328e·a1a1·8d91·3e00·002d··-E....2.....>..-
 00000520:·2d53·9604·b996·3393·6f66·9336·8ea1·8d91··-S....3.of.6....
 00000530:·3e00·0068·616c·6628·6b29·9104·b996·3d3d··>..half(k)....==
 00000540:·8ea1·8d91·4773·2c69·6696·04b9·966f·6464··....Gs,if....odd
 00000550:·3f93·6b93·7468·656e·9367·6173·7028·298e··?.k.then.gasp().
 00000560:·a18d·9147·732c·656c·7365·9604·b996·6b93··...Gs,else....k.
 00000570:·7175·6f93·328e·a18d·913e·0000·2d2d·528e··quo.2....>..--R.
 00000580:·a18d·913e·0000·2d2d·5292·013c·9242·5479··...>..--R..<.BTy
 00000590:·7065·3a91·04b9·9656·6f69·648e·a18d·913e··pe:....Void....>
 000005a0:·0000·2d2d·4591·04b9·9633·8ea1·a18d·913e··..--E....3.....>
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000003c0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..000005d0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
000003d0:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R.., 
000003e0:·c228·3129·9109·732c·308e·a18d·913e·0000··.(1)..s,0....>.. 
000003f0:·2d2d·5292·00fa·6c0e·5479·7065·3a91·04b9··--R...l.Type:... 
00000400:·964e·6f6e·4e65·6761·7469·7665·496e·7465··.NonNegativeInte 
00000410:·6765·728e·a18d·913e·0000·2d2d·4591·04b9··ger....>..--E... 
00000420:·9631·8ea1·a18d·913e·0000·2d2d·5396·04b9··.1.....>..--S... 
00000430:·9632·936f·6693·368e·a18d·913e·0000·6761··.2.of.6....>..ga 
00000440:·7370·2829·3a96·04b9·9645·7869·7493·3d3d··sp():....Exit.== 
00000450:·8ea1·8d91·50e6·5866·7265·6591·04b9·966e··....P.Xfree....n 
00000460:·8ea1·8d91·50e6·586e·9604·b996·3a3d·936e··....P.Xn....:=.n 
00000470:·932b·9331·8ea1·8d91·50e6·5865·7272·6f72··.+.1....P.Xerror 
00000480:·9604·b996·224f·6893·6e6f·2122·8ea1·8d91··...."Oh.no!".... 
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000004c0:·933a·9328·2993·2d3e·9345·7869·7493·6861··.:.().->.Exit.ha 
000004d0:·7393·6265·656e·9361·6464·6564·9374·6f93··s.been.added.to. 
000004e0:·776f·726b·7370·6163·652e·8ea1·8d91·3e00··workspace.....>. 
000004f0:·002d·2d52·9201·3c92·4254·7970·653a·9104··.--R..<.BType:.. 
00000500:·b996·566f·6964·8ea1·8d91·3e00·002d·2d45··..Void....>..--E 
00000510:·9104·b996·328e·a1a1·8d91·3e00·002d·2d53··....2.....>..--S 
00000520:·9604·b996·3393·6f66·9336·8ea1·8d91·3e00··....3.of.6....>. 
00000530:·0068·616c·6628·6b29·9104·b996·3d3d·8ea1··.half(k)....==.. 
00000540:·8d91·4773·2c69·6696·04b9·966f·6464·3f93··..Gs,if....odd?. 
00000550:·6b93·7468·656e·9367·6173·7028·298e·a18d··k.then.gasp()... 
00000560:·9147·732c·656c·7365·9604·b996·6b93·7175··.Gs,else....k.qu 
00000570:·6f93·328e·a18d·913e·0000·2d2d·528e·a18d··o.2....>..--R... 
00000580:·913e·0000·2d2d·5292·013c·9242·5479·7065··.>..--R..<.BType 
00000590:·3a91·04b9·9656·6f69·648e·a18d·913e·0000··:....Void....>.. 
000005a0:·2d2d·4591·04b9·9633·8ea1·a18d·913e·0000··--E....3.....>.. 
000005b0:·2d2d·5396·04b9·9634·936f·6693·368e·a18d··--S....4.of.6... 
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/exit.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/exit.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/exit.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/exit.input.pamphlet
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125 ·14982·string·characters·out·of·5766565125 ·14982·string·characters·out·of·5766565
126 ·414228·words·of·memory·out·of·5000000126 ·414228·words·of·memory·out·of·5000000
127 ·24008·multiletter·control·sequences·out·of·15000+600000127 ·24008·multiletter·control·sequences·out·of·15000+600000
128 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000128 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
129 ·14·hyphenation·exceptions·out·of·8191129 ·14·hyphenation·exceptions·out·of·8191
130 ·42i,6n,51p,252b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s130 ·42i,6n,51p,252b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
131 Output·written·on·exit.input.dvi·(5·pages,·2528·bytes).131 Output·written·on·exit.input.dvi·(5·pages,·2532·bytes).
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/exlap.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/exlap.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/exlap.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/exlap.input.pamphlet
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125 ·14993·string·characters·out·of·5766565125 ·14993·string·characters·out·of·5766565
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127 ·24008·multiletter·control·sequences·out·of·15000+600000127 ·24008·multiletter·control·sequences·out·of·15000+600000
128 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000128 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
129 ·14·hyphenation·exceptions·out·of·8191129 ·14·hyphenation·exceptions·out·of·8191
130 ·42i,6n,51p,253b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s130 ·42i,6n,51p,253b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
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./usr/share/doc/axiom-doc/src/input/exlimit.input.dvi.gz
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Offset 12, 432 lines modifiedOffset 12, 432 lines modified
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8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
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135 ·15015·string·characters·out·of·5766565135 ·15015·string·characters·out·of·5766565
136 ·429234·words·of·memory·out·of·5000000136 ·429234·words·of·memory·out·of·5000000
137 ·24008·multiletter·control·sequences·out·of·15000+600000137 ·24008·multiletter·control·sequences·out·of·15000+600000
138 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000138 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
139 ·14·hyphenation·exceptions·out·of·8191139 ·14·hyphenation·exceptions·out·of·8191
140 ·42i,6n,51p,255b,297s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s140 ·42i,6n,51p,255b,297s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
141 Output·written·on·exprode.input.dvi·(10·pages,·12264·bytes).141 Output·written·on·exprode.input.dvi·(10·pages,·12268·bytes).
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./usr/share/doc/axiom-doc/src/input/exprpoly.input.dvi.gz
57.9 KB
exprpoly.input.dvi
    
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Offset 12, 432 lines modifiedOffset 12, 432 lines modified
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/ffx72.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/ffx72.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/ffx72.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/ffx72.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
13.5 KB
./usr/share/doc/axiom-doc/src/input/fib.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 99 lines modifiedOffset 12, 99 lines modified
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000000d0:·7075·7491·0537·740c·622e·696e·7075·748e··put..7t.b.input.000000d0:·7075·7491·0537·740c·622e·696e·7075·748e··put..7t.b.input.
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Offset 123, 8 lines modifiedOffset 123, 8 lines modified
123 ·14971·string·characters·out·of·5766565123 ·14971·string·characters·out·of·5766565
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126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
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128 ·42i,6n,51p,251b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s128 ·42i,6n,51p,251b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
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Offset 12, 499 lines modifiedOffset 12, 499 lines modified
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000000d0:·7075·7491·0537·7466·6e61·6d65·2e69·6e70··put..7tfname.inp000000d0:·7075·7491·0537·7466·6e61·6d65·2e69·6e70··put..7tfname.inp
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000000f0:·cff3·2758·ab51·0b00·0c00·0000·0c00·0000··..'X.Q..........000000f0:·cff3·2758·ab51·0b00·0c00·0000·0c00·0000··..'X.Q..........
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000001f0:·8ccc·7465·6e93·7473·8e8e·9f1e·0000·8d8d··..ten.ts........000001f0:·6e95·8ccc·7465·6e93·7473·8e8e·9f1e·0000··n...ten.ts......
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00000210:·0000·0000·0000·0000·0000·0000·0000·0000··................00000210:·0003·0000·0000·0000·0000·0000·0000·0000··................
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00000230:·0000·0000·0000·018d·a002·7900·008d·a0fd··..........y.....00000230:·0000·0000·0000·0000·018f·a002·7900·008d··............y...
00000240:·a300·00a0·023f·0000·8da0·fde4·0000·8d8d··.....?..........00000240:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........
00000250:·913e·0000·de31·8e91·564c·cb4c·6963·656e··.>...1..VL.Licen00000250:·8d8d·913e·0000·de31·8e91·564c·cb4c·6963··...>...1..VL.Lic
00000260:·7365·8e9f·15e7·1ba4·0c00·008d·9176·e7cf··se...........v..00000260:·656e·7365·8e9f·15e7·1ba4·0c00·008d·9176··ense...........v
00000270:·f334·1af2·2256·000a·0000·000a·0000·0006··.4.."V..........00000270:·e7cf·f334·1af2·2256·000a·0000·000a·0000··...4.."V........
00000280:·636d·6278·3130·df7c·9603·d554·6c69·6365··cmbx10.|...Tlice00000280:·0006·636d·6278·3130·df7c·9603·d554·6c69··..cmbx10.|...Tli
00000290:·6e73·6593·7c8e·a911·5da2·8d91·3e00·00f3··nse.|...]...>...00000290:·6365·6e73·6593·7c8e·a911·5da2·8d91·3e00··cense.|...]...>.
000002a0:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c000002a0:·00f3·35df·a44e·0000·0900·0000·0900·0000··..5..N..........
000002b0:·6d74·7439·e02d·2d43·6f70·7972·6967·6874··mtt9.--Copyright000002b0:·0563·6d74·7439·e02d·2d43·6f70·7972·6967··.cmtt9.--Copyrig
000002c0:·9604·b996·5468·6593·4e75·6d65·7269·6361··....The.Numerica000002c0:·6874·9604·b996·5468·6593·4e75·6d65·7269··ht....The.Numeri
000002d0:·6c93·416c·676f·7269·7468·6d73·9347·726f··l.Algorithms.Gro000002d0:·6361·6c93·416c·676f·7269·7468·6d73·9347··cal.Algorithms.G
000002e0:·7570·934c·696d·6974·6564·9331·3939·312e··up.Limited.1991.000002e0:·726f·7570·934c·696d·6974·6564·9331·3939··roup.Limited.199
000002f0:·8e9f·125d·a18d·9176·e7cf·df7c·7c7c·2d8e··...]...v...|||-.000002f0:·312e·8e9f·125d·a18d·9176·e7cf·df7c·7c7c··1....]...v...|||
00000300:·a1a1·8d91·76e7·cf7c·9603·d554·2a93·7c8e··....v..|...T*.|.00000300:·2d8e·a1a1·8d91·76e7·cf7c·9603·d554·2a93··-.....v..|...T*.
00000310:·a68d·913e·0000·e029·7365·7496·04b9·9662··...>...)set....b00000310:·7c8e·a68d·913e·0000·e029·7365·7496·04b9··|....>...)set...
00000320:·7265·616b·9372·6573·756d·658e·a40b·0000··reak.resume.....00000320:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume...
00000330:·8d91·3e00·0029·7370·6f6f·6c91·04b9·9666··..>..)spool....f00000330:·0000·8d91·3e00·0029·7370·6f6f·6c91·04b9··....>..)spool...
00000340:·6e61·6d65·2e6f·7574·7075·748e·a18d·913e··name.output....>00000340:·9666·6e61·6d65·2e6f·7574·7075·748e·a18d··.fname.output...
 00000350:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess
 00000360:·6167·6593·7465·7374·936f·6e8e·a18d·913e··age.test.on....>
00000350:·0000·2973·6574·9604·b996·6d65·7373·6167··..)set....messag00000370:·0000·2973·6574·9604·b996·6d65·7373·6167··..)set....messag
00000360:·6593·7465·7374·936f·6e8e·a18d·913e·0000··e.test.on....>.. 
00000370:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message. 
00000380:·6175·746f·936f·6666·8ea1·8d91·3e00·0029··auto.off....>..)00000380:·6593·6175·746f·936f·6666·8ea1·8d91·3e00··e.auto.off....>.
00000390:·636c·6561·7291·04b9·9661·6c6c·8ea1·a18d··clear....all....00000390:·0029·636c·6561·7291·04b9·9661·6c6c·8ea1··.)clear....all..
000003a0:·913e·0000·2973·7973·7465·6d96·04b9·9674··.>..)system....t 
000003b0:·6f75·6368·932f·746d·702f·7265·6164·6f8e··ouch./tmp/reado. 
000003c0:·a18d·913e·0000·2973·7973·7465·6d96·04b9··...>..)system...000003a0:·a18d·913e·0000·2973·7973·7465·6d96·04b9··...>..)system...
 000003b0:·9674·6f75·6368·932f·746d·702f·7265·6164··.touch./tmp/read
 000003c0:·6f8e·a18d·913e·0000·2973·7973·7465·6d96··o....>..)system.
000003d0:·9663·686d·6f64·932b·722c·2d77·932f·746d··.chmod.+r,-w./tm000003d0:·04b9·9663·686d·6f64·932b·722c·2d77·932f··...chmod.+r,-w./
000003e0:·702f·7265·6164·6f8e·a18d·913e·0000·2973··p/reado....>..)s000003e0:·746d·702f·7265·6164·6f8e·a18d·913e·0000··tmp/reado....>..
000003f0:·7973·7465·6d96·04b9·9674·6f75·6368·932f··ystem....touch./000003f0:·2973·7973·7465·6d96·04b9·9674·6f75·6368··)system....touch
00000400:·746d·702f·7772·6974·6f8e·a18d·913e·0000··tmp/writo....>..00000400:·932f·746d·702f·7772·6974·6f8e·a18d·913e··./tmp/writo....>
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00000420:·932b·772c·2d72·932f·746d·702f·7772·6974··.+w,-r./tmp/writ00000420:·6f64·932b·772c·2d72·932f·746d·702f·7772··od.+w,-r./tmp/wr
00000430:·6f8e·a1a1·8d91·3e00·002d·2d53·9604·b996··o.....>..--S....00000430:·6974·6f8e·a1a1·8d91·3e00·002d·2d53·9604··ito.....>..--S..
00000440:·3193·6f66·9339·8ea1·8d91·3e00·006e·756c··1.of.9....>..nul00000440:·b996·3193·6f66·9339·8ea1·8d91·3e00·006e··..1.of.9....>..n
00000450:·6c6f·3a96·04b9·9646·4e41·4d45·933a·3d93··lo:....FNAME.:=.00000450:·756c·6c6f·3a96·04b9·9646·4e41·4d45·933a··ullo:....FNAME.:
00000460:·6e65·7728·2222·2c93·226e·756c·6c6f·222c··new("",."nullo",00000460:·3d93·6e65·7728·2222·2c93·226e·756c·6c6f··=.new("",."nullo
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00000480:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..00000480:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
00000490:·2d2d·4991·0e2c·c228·3129·9109·732c·226e··--I..,.(1)..s,"n00000490:·0000·2d2d·4991·0e2c·c228·3129·9109·732c··..--I..,.(1)..s,
000004a0:·756c·6c6f·3134·3036·2e78·228e·a18d·913e··ullo1406.x"....>000004a0:·226e·756c·6c6f·3134·3036·2e78·228e·a18d··"nullo1406.x"...
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000004f0:·a18d·913e·0000·7265·6164·6f3a·9604·b996··...>..reado:....000004f0:·398e·a18d·913e·0000·7265·6164·6f3a·9604··9....>..reado:..
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00000510:·6528·222f·746d·7022·2c93·2272·6561·646f··e("/tmp",."reado00000510:·616d·6528·222f·746d·7022·2c93·2272·6561··ame("/tmp",."rea
00000520:·222c·9322·2229·8ea1·8d91·3e00·002d·2d52··",."")....>..--R00000520:·646f·222c·9322·2229·8ea1·8d91·3e00·002d··do",."")....>..-
00000530:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.00000530:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....
00000540:·002d·2d52·910e·2cc2·2832·2991·0973·2c22··.--R..,.(2)..s,"00000540:·3e00·002d·2d52·910e·2cc2·2832·2991·0973··>..--R..,.(2)..s
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00000590:·0000·2d2d·5396·04b9·9633·936f·6693·398e··..--S....3.of.9.00000590:·913e·0000·2d2d·5396·04b9·9633·936f·6693··.>..--S....3.of.
000005a0:·a18d·913e·0000·7772·6974·6f3a·9604·b996··...>..writo:....000005a0:·398e·a18d·913e·0000·7772·6974·6f3a·9604··9....>..writo:..
000005b0:·464e·414d·4593·3a3d·9322·2f74·6d70·2f77··FNAME.:=."/tmp/w000005b0:·b996·464e·414d·4593·3a3d·9322·2f74·6d70··..FNAME.:=."/tmp
000005c0:·7269·746f·228e·a18d·913e·0000·2d2d·528e··rito"....>..--R.000005c0:·2f77·7269·746f·228e·a18d·913e·0000·2d2d··/writo"....>..--
000005d0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..000005d0:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
000005e0:·2d2d·5291·0e2c·c228·3329·9109·732c·222f··--R..,.(3)..s,"/000005e0:·0000·2d2d·5291·0e2c·c228·3329·9109·732c··..--R..,.(3)..s,
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000006e0:·0000·0000·0000·0000·0000·0000·0000·0000··................000006e0:·0000·0000·0000·0000·0000·0000·0000·0000··................
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 00000450:·002d·2d53·9604·b996·3293·6f66·9331·328e··.--S....2.of.12.
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 00000480:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
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 000004a0:·5291·0e2c·c228·3229·9109·732c·2d2d·8ea1··R..,.(2)..s,--..
 000004b0:·8d91·3e00·002d·2d52·9125·ccb0·3234·8ea1··..>..--R.%..24..
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./usr/share/doc/axiom-doc/src/input/free.input.dvi.gz
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free.input.dvi
    
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fresnel.input.dvi
    
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Offset 12, 60 lines modifiedOffset 12, 60 lines modified
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gary1.input.log
    
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Offset 12, 243 lines modifiedOffset 12, 243 lines modified
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 000004a0:·dfdf·dfdf································....
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./usr/share/doc/axiom-doc/src/input/gnarly1.input.log.gz
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gnarly1.input.log
    
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3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/gnarly1.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/gnarly1.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/gnarly1.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/gnarly1.input.pamphlet
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129 Output·written·on·gnarly1.input.dvi·(4·pages,·1184·bytes).129 Output·written·on·gnarly1.input.dvi·(4·pages,·1188·bytes).
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./usr/share/doc/axiom-doc/src/input/graphics.input.dvi.gz
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graphics.input.dvi
    
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Offset 12, 262 lines modifiedOffset 12, 262 lines modified
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145 ·24008·multiletter·control·sequences·out·of·15000+600000145 ·24008·multiletter·control·sequences·out·of·15000+600000
146 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000146 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
147 ·14·hyphenation·exceptions·out·of·8191147 ·14·hyphenation·exceptions·out·of·8191
148 ·42i,6n,51p,253b,296s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s148 ·42i,6n,51p,253b,296s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
149 Output·written·on·groeb.input.dvi·(14·pages,·17036·bytes).149 Output·written·on·groeb.input.dvi·(14·pages,·17044·bytes).
118 KB
./usr/share/doc/axiom-doc/src/input/groeb2.input.dvi.gz
118 KB
groeb2.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 876 lines modifiedOffset 12, 876 lines modified
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 000005e0:·6961·6c28·5b61·2c62·2c63·5d2c·5a29·8ea1··ial([a,b,c],Z)..
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 00000640:·4346·3d3d·3e46·7261·6374·696f·6e91·04b9··CF==>Fraction...
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 000005e0:·6561·7028·496e·7465·6765·7229·8ea1·8d91··eap(Integer)....
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000006a0:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.000006a0:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
000006b0:·0e2c·c228·3529·9109·732c·5b39·2c37·2c33··.,.(5)..s,[9,7,3000006b0:·5291·0e2c·c228·3529·9109·732c·5b39·2c37··R..,.(5)..s,[9,7
000006c0:·2c32·2c2d·9604·b996·342c·2d93·375d·8ea1··,2,-....4,-.7]..000006c0:·2c33·2c32·2c2d·9604·b996·342c·2d93·375d··,3,2,-....4,-.7]
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1 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2026.6.11)··11·JUN·2026·09:261 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2025.5.10)··10·MAY·2025·05:45
2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/heap.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/heap.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/heap.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/heap.input.pamphlet
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125 ·14982·string·characters·out·of·5766565125 ·14982·string·characters·out·of·5766565
126 ·413228·words·of·memory·out·of·5000000126 ·413228·words·of·memory·out·of·5000000
127 ·24008·multiletter·control·sequences·out·of·15000+600000127 ·24008·multiletter·control·sequences·out·of·15000+600000
128 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000128 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
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130 ·42i,6n,51p,252b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s130 ·42i,6n,51p,252b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
131 Output·written·on·heap.input.dvi·(5·pages,·2788·bytes).131 Output·written·on·heap.input.dvi·(5·pages,·2792·bytes).
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Offset 12, 342 lines modifiedOffset 12, 342 lines modified
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Offset 12, 57 lines modifiedOffset 12, 58 lines modified
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./usr/share/doc/axiom-doc/src/input/helix.input.log.gz
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helix.input.log
    
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/helix.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/helix.input.pamphlet
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123 ·14993·string·characters·out·of·5766565123 ·14993·string·characters·out·of·5766565
124 ·404230·words·of·memory·out·of·5000000124 ·404230·words·of·memory·out·of·5000000
125 ·24008·multiletter·control·sequences·out·of·15000+600000125 ·24008·multiletter·control·sequences·out·of·15000+600000
126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
127 ·14·hyphenation·exceptions·out·of·8191127 ·14·hyphenation·exceptions·out·of·8191
128 ·42i,6n,51p,253b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s128 ·42i,6n,51p,253b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
129 Output·written·on·helix.input.dvi·(4·pages,·1088·bytes).129 Output·written·on·helix.input.dvi·(4·pages,·1092·bytes).
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./usr/share/doc/axiom-doc/src/input/help.input.dvi
    
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Offset 12, 94 lines modifiedOffset 12, 94 lines modified
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139 ·14982·string·characters·out·of·5766565139 ·14982·string·characters·out·of·5766565
140 ·416228·words·of·memory·out·of·5000000140 ·416228·words·of·memory·out·of·5000000
141 ·24008·multiletter·control·sequences·out·of·15000+600000141 ·24008·multiletter·control·sequences·out·of·15000+600000
142 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000142 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
143 ·14·hyphenation·exceptions·out·of·8191143 ·14·hyphenation·exceptions·out·of·8191
144 ·42i,6n,51p,252b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s144 ·42i,6n,51p,252b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
145 Output·written·on·herm.input.dvi·(12·pages,·14792·bytes).145 Output·written·on·herm.input.dvi·(12·pages,·14796·bytes).
20.0 KB
./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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00000120:·9361·6e64·9354·696d·6f74·6898·7993·4461··.and.Timoth.y.Da00000120:·9361·6e64·9354·696d·6f74·6898·7993·4461··.and.Timoth.y.Da
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00000230:·000a·0000·0005·636d·7231·30c6·318e·8e8e··......cmr10.1...00000230:·0000·000a·0000·0005·636d·7231·30c6·318e··........cmr10.1.
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00000370:·8d91·3e00·0046·91ff·2aaa·7269·4341·5396··..>..F..*.riCAS.00000370:·0000·8d91·3e00·0046·91ff·2aaa·7269·4341··....>..F..*.riCA
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 00000440:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess
 00000450:·6167·6593·7465·7374·936f·6e8e·a18d·913e··age.test.on....>
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00000460:·2973·6574·9604·b996·6d65·7373·6167·6593··)set....message. 
00000470:·6175·746f·936f·6666·8ea1·8d91·3e00·0029··auto.off....>..)00000470:·6593·6175·746f·936f·6666·8ea1·8d91·3e00··e.auto.off....>.
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00000510:·6765·7229·8ea1·8d91·3e00·002d·2d45·9104··ger)....>..--E..00000510:·7465·6765·7229·8ea1·8d91·3e00·002d·2d45··teger)....>..--E
00000520:·b996·318e·a1a1·8d91·3e00·002d·2d53·9604··..1.....>..--S..00000520:·9104·b996·318e·a1a1·8d91·3e00·002d·2d53··....1.....>..--S
00000530:·b996·3293·6f66·9335·8ea1·8d91·3e00·0067··..2.of.5....>..g00000530:·9604·b996·3293·6f66·9335·8ea1·8d91·3e00··....2.of.5....>.
00000540:·6364·285b·302c·302c·785e·322d·312c·785e··cd([0,0,x^2-1,x^00000540:·0067·6364·285b·302c·302c·785e·322d·312c··.gcd([0,0,x^2-1,
00000550:·322b·322a·782b·315d·2924·4865·7547·6364··2+2*x+1])$HeuGcd00000550:·785e·322b·322a·782b·315d·2924·4865·7547··x^2+2*x+1])$HeuG
00000560:·2853·7061·7273·6555·6e69·7661·7269·6174··(SparseUnivariat00000560:·6364·2853·7061·7273·6555·6e69·7661·7269··cd(SparseUnivari
00000570:·6550·6f6c·796e·6f6d·6961·6c91·04b9·9649··ePolynomial....I00000570:·6174·6550·6f6c·796e·6f6d·6961·6c91·04b9··atePolynomial...
00000580:·6e74·6567·6572·298e·a18d·913e·0000·2d2d··nteger)....>..--00000580:·9649·6e74·6567·6572·298e·a18d·913e·0000··.Integer)....>..
00000590:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.(00000590:·2d2d·528e·a18d·913e·0000·2d2d·5291·0e2c··--R....>..--R..,
000005a0:·3229·9109·732c·3f96·04b9·962b·9331·8ea1··2)..s,?....+.1..000005a0:·c228·3229·9109·732c·3f96·04b9·962b·9331··.(2)..s,?....+.1
000005b0:·8d91·3e00·002d·2d52·9200·aa19·1854·7970··..>..--R.....Typ000005b0:·8ea1·8d91·3e00·002d·2d52·9200·aa19·1854··....>..--R.....T
000005c0:·653a·9104·b996·5370·6172·7365·556e·6976··e:....SparseUniv000005c0:·7970·653a·9104·b996·5370·6172·7365·556e··ype:....SparseUn
 000005d0:·6976·6172·6961·7465·506f·6c79·6e6f·6d69··ivariatePolynomi
 000005e0:·616c·2849·6e74·6567·6572·298e·a18d·913e··al(Integer)....>
 000005f0:·0000·2d2d·4591·04b9·9632·8ea1·a18d·913e··..--E....2.....>
 00000600:·0000·2d2d·5396·04b9·9633·936f·6693·358e··..--S....3.of.5.
 00000610:·a18d·913e·0000·6763·6428·362a·785e·322d··...>..gcd(6*x^2-
 00000620:·312c·3336·2a78·5e32·2b31·322a·782b·3129··1,36*x^2+12*x+1)
 00000630:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.
 00000640:·002d·2d52·910e·2cc2·2833·2991·0973·2c31··.--R..,.(3)..s,1
 00000650:·8ea1·8d91·3e00·002d·2d52·9200·f5b2·7854··....>..--R....xT
 00000660:·7970·653a·9104·b996·506f·6c79·6e6f·6d69··ype:....Polynomi
 00000670:·616c·2849·6e74·6567·6572·298e·a18d·913e··al(Integer)....>
 00000680:·0000·2d2d·4591·04b9·9633·8ea1·a18d·913e··..--E....3.....>
 00000690:·0000·2d2d·5396·04b9·9634·936f·6693·358e··..--S....4.of.5.
 000006a0:·a18d·913e·0000·6763·6428·5b33·362a·785e··...>..gcd([36*x^
 000006b0:·322d·312c·3336·2a78·5e32·2b31·322a·782b··2-1,36*x^2+12*x+
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6 (/build/reproducible-path/axiom-20210105dp1/src/input/i2e.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/i2e.input.pamphlet
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8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
132 KB
./usr/share/doc/axiom-doc/src/input/ico.input.dvi.gz
132 KB
ico.input.dvi
    
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Offset 12, 986 lines modifiedOffset 12, 987 lines modified
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123 LaTeX·Warning:·Label(s)·may·have·changed.·Rerun·to·get·cross-references·right.123 LaTeX·Warning:·Label(s)·may·have·changed.·Rerun·to·get·cross-references·right.
  
124 ·)·124 ·)·
125 Here·is·how·much·of·TeX's·memory·you·used:125 Here·is·how·much·of·TeX's·memory·you·used:
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133 Output·written·on·ideal.input.dvi·(7·pages,·5076·bytes).133 Output·written·on·ideal.input.dvi·(7·pages,·5076·bytes).
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Offset 12, 463 lines modifiedOffset 12, 463 lines modified
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00000560:·6593·4569·6768·7493·4b6c·6569·6e93·426f··e.Eight.Klein.Bo00000560:·7572·6593·4569·6768·7493·4b6c·6569·6e93··ure.Eight.Klein.
00000570:·7474·6c65·8ea1·8d91·3e00·002d·2d96·04b9··ttle....>..--...00000570:·426f·7474·6c65·8ea1·8d91·3e00·002d·2d96··Bottle....>..--.
00000580:·9650·6172·616d·6574·6572·697a·6174·696f··.Parameterizatio00000580:·04b9·9650·6172·616d·6574·6572·697a·6174··...Parameterizat
00000590:·6e93·6672·6f6d·3a8e·a18d·913e·0000·2d2d··n.from:....>..--00000590:·696f·6e93·6672·6f6d·3a8e·a18d·913e·0000··ion.from:....>..
000005a0:·9604·b996·2244·6966·6665·7265·6e74·6961··...."Differentia000005a0:·2d2d·9604·b996·2244·6966·6665·7265·6e74··--...."Different
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000005f0:·9669·6e93·5065·7273·7065·6374·6976·6573··.in.Perspectives000005f0:·04b9·9669·6e93·5065·7273·7065·6374·6976··...in.Perspectiv
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00000610:·9341·6e6e·6576·6572·7372·7993·6f66·934f··.Anneversry.of.O00000610:·732c·9341·6e6e·6576·6572·7372·7993·6f66··s,.Anneversry.of
00000620:·6265·7277·6f6c·6661·7363·6893·3139·3834··berwolfasch.198400000620:·934f·6265·7277·6f6c·6661·7363·6893·3139··.Oberwolfasch.19
00000630:·2e8e·a18d·913e·0000·2d2d·9604·b996·4265··.....>..--....Be00000630:·3834·2e8e·a18d·913e·0000·2d2d·9604·b996··84.....>..--....
00000640:·6972·6b68·6175·7365·722d·5665·726c·6167··irkhauser-Verlag00000640:·4265·6972·6b68·6175·7365·722d·5665·726c··Beirkhauser-Verl
00000650:·2c93·4261·7365·6c2c·9370·7093·3433·2d36··,.Basel,.pp.43-600000650:·6167·2c93·4261·7365·6c2c·9370·7093·3433··ag,.Basel,.pp.43
00000660:·302e·8ea1·a18d·913e·0000·6b6c·6569·6e28··0......>..klein(00000660:·2d36·302e·8ea1·a18d·913e·0000·6b6c·6569··-60......>..klei
00000670:·782c·7929·9104·b996·3d3d·8ea1·8d91·4773··x,y)....==....Gs00000670:·6e28·782c·7929·9104·b996·3d3d·8ea1·8d91··n(x,y)....==....
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00000690:·8ea1·8d91·4773·2c63·7996·04b9·963a·3d93··....Gs,cy....:=. 
000006a0:·636f·7328·7929·8ea1·8d91·4773·2c73·7896··cos(y)....Gs,sx. 
000006b0:·04b9·963a·3d93·7369·6e28·7829·8ea1·8d91··...:=.sin(x).... 
000006c0:·4773·2c73·7996·04b9·963a·3d93·7369·6e28··Gs,sy....:=.sin( 
000006d0:·7929·8ea1·8d91·4773·2c73·7832·9604·b996··y)....Gs,sx2.... 
000006e0:·3a3d·9373·696e·2878·2f32·298e·a18d·9147··:=.sin(x/2)....G 
000006f0:·732c·6378·3296·04b9·963a·3d93·636f·7328··s,cx2....:=.cos(00000680:·4773·2c63·7896·04b9·963a·3d93·636f·7328··Gs,cx....:=.cos(
 00000690:·7829·8ea1·8d91·4773·2c63·7996·04b9·963a··x)....Gs,cy....:
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images6a.input.log
    
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00000590:·9147·732c·6e32·9604·b996·3a3d·9374·7269··.Gs,n2....:=.tri00000570:·9147·732c·6e31·9604·b996·3a3d·9374·7269··.Gs,n1....:=.tri
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 00000590:·a18d·9147·732c·6e32·9604·b996·3a3d·9374··...Gs,n2....:=.t
 000005a0:·7269·616e·676c·654e·6f72·6d61·6c28·7432··riangleNormal(t2
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 000005e0:·2929·8ea1·a18d·913e·0000·2d2d·9604·b996··)).....>..--....
 000005f0:·7465·7432·7465·7428·7431·2c93·7432·2993··tet2tet(t1,.t2).
 00000600:·7265·7475·726e·7393·6193·4448·4d41·5452··returns.a.DHMATR
 00000610:·4958·9377·6869·6368·9374·7261·6e73·666f··IX.which.transfo
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 00000630:·913e·0000·2d2d·9604·b996·7768·6572·6593··.>..--....where.
 00000640:·7431·9361·6e64·9374·3293·6172·6593·7468··t1.and.t2.are.th
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 00000660:·6f93·7465·7472·6168·6564·726f·6e73·9369··o.tetrahedrons.i
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 00000680:·0074·6574·3274·6574·2874·313a·9604·b996··.tet2tet(t1:....
 00000690:·4c69·7374·9350·6f69·6e74·9344·6f75·626c··List.Point.Doubl
 000006a0:·6546·6c6f·6174·2c93·7432·3a93·4c69·7374··eFloat,.t2:.List
 000006b0:·9350·6f69·6e74·9344·6f75·626c·6546·6c6f··.Point.DoubleFlo
 000006c0:·6174·293a·935f·8ea1·8d91·42b9·9644·484d··at):._....B..DHM
 000006d0:·4154·5249·5828·446f·7562·6c65·466c·6f61··ATRIX(DoubleFloa
 000006e0:·7429·9104·b996·3d3d·8ea1·8d91·4773·2c6d··t)....==....Gs,m
 000006f0:·3196·04b9·963a·3d93·6d61·6b65·436f·6c75··1....:=.makeColu
 00000700:·6d6e·4d61·7472·6978·9374·318e·a18d·9147··mnMatrix.t1....G
 00000710:·732c·6d32·9604·b996·3a3d·936d·616b·6543··s,m2....:=.makeC
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 00000730:·8d91·4773·2c6d·3296·04b9·962a·9369·6e76··..Gs,m2....*.inv
 00000740:·6572·7365·286d·3129·8ea1·a18d·913e·0000··erse(m1).....>..
 00000750:·2d2d·9604·b996·7075·7493·7468·6593·7665··--....put.the.ve
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 00000780:·7269·7893·666f·726d·8ea1·8d91·3e00·006d··rix.form....>..m
 00000790:·616b·6543·6f6c·756d·6e4d·6174·7269·7828··akeColumnMatrix(
 000007a0:·7429·9104·b996·3d3d·8ea1·8d91·4773·2c6d··t)....==....Gs,m
 000007b0:·9604·b996·3a3d·936e·6577·2834·2c34·2c30··....:=.new(4,4,0
 000007c0:·2924·4448·4d41·5452·4958·2844·6f75·626c··)$DHMATRIX(Doubl
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136 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000136 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
137 ·14·hyphenation·exceptions·out·of·8191137 ·14·hyphenation·exceptions·out·of·8191
138 ·42i,6n,51p,256b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s138 ·42i,6n,51p,256b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
139 Output·written·on·images8a.input.dvi·(9·pages,·10692·bytes).139 Output·written·on·images8a.input.dvi·(9·pages,·10696·bytes).
40.7 KB
./usr/share/doc/axiom-doc/src/input/infprod.input.dvi.gz
40.6 KB
infprod.input.dvi
    
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Offset 12, 443 lines modifiedOffset 12, 443 lines modified
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6 (/build/reproducible-path/axiom-20210105dp1/src/input/intaf.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/intaf.input.pamphlet
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6 let6 let
  
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6 (/build/reproducible-path/axiom-20210105dp1/src/input/intbypart.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/intbypart.input.pamphlet
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Offset 12, 252 lines modifiedOffset 12, 252 lines modified
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00000480:·6528·7993·782c·9378·2993·2b93·775b·305d··e(y.x,.x).+.w[0] 
00000490:·5e32·2a79·9378·8ea1·8d91·3e00·002d·2d52··^2*y.x....>..--R 
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 00000460:·6528·7993·782c·9378·2c93·3229·932b·9332··e(y.x,.x,.2).+.2
 00000470:·2a77·5b30·5d2a·6469·6666·6572·656e·7469··*w[0]*differenti
 00000480:·6174·6528·7993·782c·9378·2993·2b93·775b··ate(y.x,.x).+.w[
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00000560:·0000·736f·6c3a·3d96·04b9·9673·6f6c·7665··..sol:=....solve00000560:·913e·0000·736f·6c3a·3d96·04b9·9673·6f6c··.>..sol:=....sol
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129 ·15026·string·characters·out·of·5766565129 ·15026·string·characters·out·of·5766565
130 ·417236·words·of·memory·out·of·5000000130 ·417236·words·of·memory·out·of·5000000
131 ·24008·multiletter·control·sequences·out·of·15000+600000131 ·24008·multiletter·control·sequences·out·of·15000+600000
132 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000132 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
133 ·14·hyphenation·exceptions·out·of·8191133 ·14·hyphenation·exceptions·out·of·8191
134 ·42i,6n,51p,256b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s134 ·42i,6n,51p,256b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
135 Output·written·on·intheory.input.dvi·(7·pages,·5208·bytes).135 Output·written·on·intheory.input.dvi·(7·pages,·5212·bytes).
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
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00000330:·0b00·008d·913e·0000·2973·7973·9604·b996··.....>..)sys....00000330:·8ea4·0b00·008d·913e·0000·2973·7973·9604··.......>..)sys..
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 00000370:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set....
 00000380:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on.
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000005a0:·7c25·7069·936c·6f67·282d·2d2d·2d2d·2d2d··|%pi.log(-------000005a0:·295c·7c25·7069·936c·6f67·282d·2d2d·2d2d··)\|%pi.log(-----
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000005c0:·913e·0000·2d2d·5292·008d·bf94·6572·6628··.>..--R.....erf(000005c0:·a18d·913e·0000·2d2d·5292·008d·bf94·6572··...>..--R.....er
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intmix2.input.log
    
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3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
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128 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000128 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
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intrf.input.dvi
    
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Offset 12, 405 lines modifiedOffset 12, 406 lines modified
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Offset 12, 249 lines modifiedOffset 12, 249 lines modified
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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·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·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.....
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00000150:·0900·0000·0563·6d62·7839·dc41·6273·7472··.....cmbx9.Abstr00000150:·0000·0900·0000·0563·6d62·7839·dc41·6273··.......cmbx9.Abs
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00000190:·0000·0002·0000·0000·0000·0000·0000·0000··................00000190:·8c8b·0000·0002·0000·0000·0000·0000·0000··................
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00000280:·0006·636d·6278·3130·df7c·9603·d554·6c69··..cmbx10.|...Tli00000280:·0000·0006·636d·6278·3130·df7c·9603·d554··....cmbx10.|...T
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00000310:·7c8e·9f12·382d·8d91·3e00·00e0·2973·6574··|...8-..>...)set00000310:·2a93·7c8e·9f12·382d·8d91·3e00·00e0·2973··*.|...8-..>...)s
00000320:·9604·b996·6272·6561·6b93·7265·7375·6d65··....break.resume00000320:·6574·9604·b996·6272·6561·6b93·7265·7375··et....break.resu
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000003c0:·b8de·0c72·7374·9103·b8df·7495·b8e3·7793··...rst....t...w.000003c0:·9b03·b8de·0c72·7374·9103·b8df·7495·b8e3··.....rst....t...
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00000460:·73c6·333a·9105·ed2e·7468·6598·7265·6d61··s.3:....the.rema00000460:·047c·73c6·333a·9105·ed2e·7468·6598·7265··.|s.3:....the.re
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00000480:·7468·6593·6f6e·6c79·9843·6172·6d69·639a··the.only.Carmic.00000480:·6598·7468·6593·6f6e·6c79·9843·6172·6d69··e.the.only.Carmi
00000490:·b8e3·6861·656c·936e·9875·6d98·6290·471d··..hael.n.um.b.G.00000490:·639a·b8e3·6861·656c·936e·9875·6d98·6290··c...hael.n.um.b.
000004a0:·6572·7391·0413·086c·6573·7393·7468·616e··ers....less.than000004a0:·471d·6572·7391·0413·086c·6573·7393·7468··G.ers....less.th
000004b0:·8ea1·8d91·3e00·0031·308d·9ffc·5eff·c531··....>..10...^..1000004b0:·616e·8ea1·8d91·3e00·0031·308d·9ffc·5eff··an....>..10...^.
000004c0:·8e91·047c·73c6·3696·0355·5577·6974·6893··...|s.6..UUwith.000004c0:·c531·8e91·047c·73c6·3696·0355·5577·6974··.1...|s.6..UUwit
000004d0:·7468·6973·9370·726f·7090·471d·6572·7490··this.prop.G.ert.000004d0:·6893·7468·6973·9370·726f·7090·471d·6572··h.this.prop.G.er
000004e0:·b8e3·7991·ff2a·aa2e·8ea1·8d91·76e7·cfdf··..y..*......v...000004e0:·7490·b8e3·7991·ff2a·aa2e·8ea1·8d91·76e7··t...y..*......v.
000004f0:·7c96·03d5·542a·937c·8e9f·1238·2e8d·913e··|...T*.|...8...>000004f0:·cfdf·7c96·03d5·542a·937c·8e9f·1238·2e8d··..|...T*.|...8..
00000500:·0000·e02d·2d53·9604·b996·3193·6f66·9331··...--S....1.of.100000500:·913e·0000·e02d·2d53·9604·b996·3193·6f66··.>...--S....1.of
00000510:·358e·a40b·0000·8d91·3e00·006e·9604·b996··5.......>..n....00000510:·9331·358e·a40b·0000·8d91·3e00·006e·9604··.15.......>..n..
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00000540:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..-- 
00000550:·5291·0e2c·c228·3129·9109·732c·3231·3532··R..,.(1)..s,2152 
00000560:·3330·3238·3938·3734·378e·a18d·913e·0000··302898747....>.. 
00000570:·2d2d·5292·0108·98d0·5479·7065·3a91·04b9··--R.....Type:... 
00000580:·9650·6f73·6974·6976·6549·6e74·6567·6572··.PositiveInteger 
00000590:·8ea1·8d91·3e00·002d·2d45·9104·b996·318e··....>..--E....1. 
000005a0:·a1a1·8d91·3e00·002d·2d53·9604·b996·3293··....>..--S....2. 
000005b0:·6f66·9331·358e·a18d·913e·0000·7072·696d··of.15....>..prim 
000005c0:·653f·286e·298e·a18d·913e·0000·2d2d·528e··e?(n)....>..--R. 
000005d0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..00000540:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
000005e0:·2d2d·5291·0e2c·c228·3229·9109·732c·6661··--R..,.(2)..s,fa00000550:·2d2d·5291·0e2c·c228·3129·9109·732c·3231··--R..,.(1)..s,21
000005f0:·6c73·658e·a18d·913e·0000·2d2d·5292·012e··lse....>..--R... 
00000600:·6580·5479·7065·3a91·04b9·9642·6f6f·6c65··e.Type:....Boole00000560:·3532·3330·3238·3938·3734·378e·a18d·913e··52302898747....>
 00000570:·0000·2d2d·5292·0108·98d0·5479·7065·3a91··..--R.....Type:.
 00000580:·04b9·9650·6f73·6974·6976·6549·6e74·6567··...PositiveInteg
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00000630:·3393·6f66·9331·358e·a18d·913e·0000·6661··3.of.15....>..fa000005b0:·3293·6f66·9331·358e·a18d·913e·0000·7072··2.of.15....>..pr
00000640:·6374·6f72·286e·298e·a18d·913e·0000·2d2d··ctor(n)....>..--000005c0:·696d·653f·286e·298e·a18d·913e·0000·2d2d··ime?(n)....>..--
00000650:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>000005d0:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
00000660:·0000·2d2d·5291·0e2c·c228·3329·9109·732c··..--R..,.(3)..s,000005e0:·0000·2d2d·5291·0e2c·c228·3229·9109·732c··..--R..,.(2)..s,
 000005f0:·6661·6c73·658e·a18d·913e·0000·2d2d·5292··false....>..--R.
 00000600:·012e·6580·5479·7065·3a91·04b9·9642·6f6f··..e.Type:....Boo
 00000610:·6c65·616e·8ea1·8d91·3e00·002d·2d45·9104··lean....>..--E..
 00000620:·b996·328e·a1a1·8d91·3e00·002d·2d53·9604··..2.....>..--S..
 00000630:·b996·3393·6f66·9331·358e·a18d·913e·0000··..3.of.15....>..
 00000640:·6661·6374·6f72·286e·298e·a18d·913e·0000··factor(n)....>..
 00000650:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
 00000660:·913e·0000·2d2d·5291·0e2c·c228·3329·9109··.>..--R..,.(3)..
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00000680:·3934·378e·a18d·913e·0000·2d2d·5292·00ff··947....>..--R...00000680:·3239·3934·378e·a18d·913e·0000·2d2d·5292··29947....>..--R.
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000006b0:·3e00·002d·2d45·9104·b996·338e·a1a1·8d91··>..--E....3.....000006b0:·8d91·3e00·002d·2d45·9104·b996·338e·a1a1··..>..--E....3...
000006c0:·3e00·002d·2d53·9604·b996·3493·6f66·9331··>..--S....4.of.1000006c0:·8d91·3e00·002d·2d53·9604·b996·3493·6f66··..>..--S....4.of
000006d0:·358e·a18d·913e·0000·6e96·04b9·963a·3d93··5....>..n....:=.000006d0:·9331·358e·a18d·913e·0000·6e96·04b9·963a··.15....>..n....:
000006e0:·3133·3033·2a31·3639·3237·2a31·3537·3534··1303*16927*15754000006e0:·3d93·3133·3033·2a31·3639·3237·2a31·3537··=.1303*16927*157
000006f0:·338e·a18d·913e·0000·2d2d·528e·8e9f·1e00··3....>..--R.....000006f0:·3534·338e·a18d·913e·0000·2d2d·528e·8e9f··543....>..--R...
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knot.input.log
    
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/knot2.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/knot2.input.pamphlet
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127 ·15053·string·characters·out·of·5766565127 ·15053·string·characters·out·of·5766565
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129 ·24010·multiletter·control·sequences·out·of·15000+600000129 ·24010·multiletter·control·sequences·out·of·15000+600000
130 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000130 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
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Offset 12, 528 lines modifiedOffset 12, 528 lines modified
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000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746c·6973·7331·2e69·6e70··put..7tliss1.inp000000d0:·7075·7491·0537·746c·6973·7331·2e69·6e70··put..7tliss1.inp
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00000420:·ae00·1147·ae00·0874·6372·6d31·3732·38f3··...G...tcrm1728.00000420:·1147·ae00·1147·ae00·0874·6372·6d31·3732··.G...G...tcrm172
00000430:·2544·d3ed·7400·1147·ae00·1147·ae00·0563··%D..t..G...G...c00000430:·38f3·2544·d3ed·7400·1147·ae00·1147·ae00··8.%D..t..G...G..
00000440:·6d72·3137·f31b·4bf1·6079·000a·0000·000a··mr17..K.`y......00000440:·0563·6d72·3137·f31b·4bf1·6079·000a·0000··.cmr17..K.`y....
00000450:·0000·0005·636d·7231·30f9·0000·038f·02df··....cmr10.......00000450:·000a·0000·0005·636d·7231·30f9·0000·0391··......cmr10.....
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1.16 KB
./usr/share/doc/axiom-doc/src/input/liss1.input.log.gz
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liss1.input.log
    
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1 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2026.6.11)··11·JUN·2026·09:271 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2025.5.10)··10·MAY·2025·05:45
2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/liss1.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/liss1.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/liss1.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/liss1.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
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Offset 123, 8 lines modifiedOffset 123, 8 lines modified
123 ·14993·string·characters·out·of·5766565123 ·14993·string·characters·out·of·5766565
124 ·404230·words·of·memory·out·of·5000000124 ·404230·words·of·memory·out·of·5000000
125 ·24008·multiletter·control·sequences·out·of·15000+600000125 ·24008·multiletter·control·sequences·out·of·15000+600000
126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
127 ·14·hyphenation·exceptions·out·of·8191127 ·14·hyphenation·exceptions·out·of·8191
128 ·42i,6n,51p,253b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s128 ·42i,6n,51p,253b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
129 Output·written·on·liss1.input.dvi·(4·pages,·1124·bytes).129 Output·written·on·liss1.input.dvi·(4·pages,·1128·bytes).
8.34 KB
./usr/share/doc/axiom-doc/src/input/liss2.input.dvi
    
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Offset 12, 60 lines modifiedOffset 12, 60 lines modified
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000000d0:·7075·7491·0537·746c·6973·7332·2e69·6e70··put..7tliss2.inp000000d0:·7075·7491·0537·746c·6973·7332·2e69·6e70··put..7tliss2.inp
000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc··ut.."...........000000e0:·7574·8e9f·22fa·ff8d·8d8d·8d8d·9200·d8cc··ut.."...........
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00000170:·9201·0380·00f3·1b4b·f160·7900·0a00·0000··.......K.`y.....00000170:·8d8d·9201·0380·00f3·1b4b·f160·7900·0a00··.........K.`y...
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Offset 12, 525 lines modifiedOffset 12, 525 lines modified
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/lodo2.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/lodo2.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/lodo2.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/lodo2.input.pamphlet
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133 ·14993·string·characters·out·of·5766565133 ·14993·string·characters·out·of·5766565
134 ·424230·words·of·memory·out·of·5000000134 ·424230·words·of·memory·out·of·5000000
135 ·24008·multiletter·control·sequences·out·of·15000+600000135 ·24008·multiletter·control·sequences·out·of·15000+600000
136 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000136 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
137 ·14·hyphenation·exceptions·out·of·8191137 ·14·hyphenation·exceptions·out·of·8191
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139 Output·written·on·lodo2.input.dvi·(9·pages,·8568·bytes).139 Output·written·on·lodo2.input.dvi·(9·pages,·8572·bytes).
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Offset 12, 672 lines modifiedOffset 12, 672 lines modified
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000004d0:·6169·634e·756d·6265·7229·8ea1·8d91·3e00··aicNumber)....>. 
000004e0:·002d·2d52·9201·331f·1654·7970·653a·9104··.--R..3..Type:.. 
000004f0:·b996·446f·6d61·696e·8ea1·8d91·3e00·002d··..Domain....>..- 
00000500:·2d45·9104·b996·328e·a1a1·8d91·3e00·002d··-E....2.....>..- 
00000510:·2d53·9604·b996·3393·6f66·9331·368e·a18d··-S....3.of.16... 
00000520:·913e·0000·5196·04b9·963a·3d93·4652·4143··.>..Q....:=.FRAC 
00000530:·9350·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··.P....>..--R.... 
00000540:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R00000490:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
 000004a0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2831··....>..--R..,.(1
00000550:·910e·2cc2·2832·2991·0973·2c46·7261·6374··..,.(2)..s,Fract 
00000560:·696f·6e28·556e·6976·6172·6961·7465·506f··ion(UnivariatePo 
00000570:·6c79·6e6f·6d69·616c·2874·2c41·6c67·6562··lynomial(t,Algeb 
00000580:·7261·6963·4e75·6d62·6572·2929·8ea1·8d91··raicNumber)).... 
00000590:·3e00·002d·2d52·9201·331f·1654·7970·653a··>..--R..3..Type: 
000005a0:·9104·b996·446f·6d61·696e·8ea1·8d91·3e00··....Domain....>. 
000005b0:·002d·2d45·9104·b996·338e·a1a1·8d91·3e00··.--E....3.....>. 
000005c0:·002d·2d53·9604·b996·3493·6f66·9331·368e··.--S....4.of.16. 
000005d0:·a18d·913e·0000·4c96·04b9·963a·3d93·4c4f··...>..L....:=.LO 
000005e0:·444f·3193·518e·a18d·913e·0000·2d2d·528e··DO1.Q....>..--R. 
000005f0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>.. 
00000600:·2d2d·5291·0e2c·c228·3329·8ea1·8d91·3e00··--R..,.(3)....>. 
00000610:·002d·2d52·9109·732c·4c69·6e65·6172·4f72··.--R..s,LinearOr 
00000620:·6469·6e61·7279·4469·6666·6572·656e·7469··dinaryDifferenti 
00000630:·616c·4f70·6572·6174·6f72·3128·4672·6163··alOperator1(Frac 
00000640:·7469·6f6e·2855·6e69·7661·7269·6174·6550··tion(UnivariateP000004b0:·2991·0973·2c55·6e69·7661·7269·6174·6550··)..s,UnivariateP
00000650:·6f6c·796e·6f6d·6961·6c28·742c·416c·6765··olynomial(t,Alge000004c0:·6f6c·796e·6f6d·6961·6c28·742c·416c·6765··olynomial(t,Alge
 000004d0:·6272·6169·634e·756d·6265·7229·8ea1·8d91··braicNumber)....
00000660:·6272·6169·638e·a18d·913e·0000·2d2d·5291··braic....>..--R. 
00000670:·0973·2c4e·756d·6265·7229·2929·8ea1·8d91··.s,Number))).... 
00000680:·3e00·002d·2d52·9201·331f·1654·7970·653a··>..--R..3..Type:000004e0:·3e00·002d·2d52·9201·331f·1654·7970·653a··>..--R..3..Type:
00000690:·9104·b996·446f·6d61·696e·8ea1·8d91·3e00··....Domain....>.000004f0:·9104·b996·446f·6d61·696e·8ea1·8d91·3e00··....Domain....>.
000006a0:·002d·2d45·9104·b996·348e·a1a1·8d91·3e00··.--E....4.....>.00000500:·002d·2d45·9104·b996·328e·a1a1·8d91·3e00··.--E....2.....>.
000006b0:·002d·2d53·9604·b996·3593·6f66·9331·368e··.--S....5.of.16.00000510:·002d·2d53·9604·b996·3393·6f66·9331·368e··.--S....3.of.16.
 00000520:·a18d·913e·0000·5196·04b9·963a·3d93·4652··...>..Q....:=.FR
 00000530:·4143·9350·8ea1·8d91·3e00·002d·2d52·8ea1··AC.P....>..--R..
 00000540:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
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Offset 12, 138 lines modifiedOffset 12, 138 lines modified
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000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in000000c0:·d053·5091·fea5·5641·442f·7372·632f·696e··.SP...VAD/src/in
000000d0:·7075·7491·0537·746c·6f90·738e·6f70·2e69··put..7tlo.s.op.i000000d0:·7075·7491·0537·746c·6f90·738e·6f70·2e69··put..7tlo.s.op.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·d254·6865·9603·eaa8··...cmr12.The....00000100:·0000·0563·6d72·3132·d254·6865·9603·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·1766·6a8d·9200·e2ab·794a·756e··.....fj.....yJun00000120:·8e8e·8e9f·1766·6a8d·9200·e391·844d·6190··.....fj......Ma.
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00000150:·0000·0009·0000·0005·636d·6278·39dc·4162··........cmbx9.Ab00000150:·0009·0000·0009·0000·0005·636d·6278·39dc··..........cmbx9.
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00000180:·0000·0a00·0000·0563·6d72·3130·c631·8e8e··.......cmr10.1..00000180:·0a00·0000·0a00·0000·0563·6d72·3130·c631··.........cmr10.1
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000001c0:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...000001c0:·2aa0·0279·0000·8da0·fda3·0000·a002·3f00··*..y..........?.
000001d0:·a0fd·e400·008d·913e·0000·f333·c2d6·4ea0··.......>...3..N.000001d0:·008d·a0fd·e400·008d·913e·0000·f333·c2d6··.........>...3..
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000001f0:·de43·6f6e·958c·cc74·656e·9374·738e·8e9f··.Con...ten.ts...000001f0:·3132·de43·6f6e·958c·cc74·656e·9374·738e··12.Con...ten.ts.
00000200:·1e00·008d·8d92·0103·8000·c632·8e8e·8e8c··...........2....00000200:·8e9f·1e00·008d·8d92·0103·8000·c632·8e8e··.............2..
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00000280:·a40b·0000·8d91·3e00·00f3·35df·a44e·0000··......>...5..N..00000280:·0000·a40b·0000·8d91·3e00·00f3·35df·a44e··........>...5..N
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000002a0:·2d96·04b9·9649·6e70·7574·9366·6f72·9370··-....Input.for.p 
000002b0:·6167·6593·4261·7369·634c·6f6f·7073·8ea1··age.BasicLoops.. 
000002c0:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a 
000002d0:·6c6c·8ea1·a18d·913e·0000·7096·04b9·963a··ll.....>..p....: 
000002e0:·3d93·325e·2832·5e33·2993·2b93·318e·a18d··=.2^(2^3).+.1... 
000002f0:·913e·0000·7265·7065·6174·9604·b996·6966··.>..repeat....if 
00000300:·9370·7269·6d65·3f28·7093·3a3d·9370·932b··.prime?(p.:=.p.+ 
00000310:·9331·2993·7468·656e·936c·6561·7665·8ea1··.1).then.leave.. 
00000320:·8d91·3e00·0070·8ea1·8d91·3e00·0072·6570··..>..p....>..rep 
00000330:·6561·7496·04b9·9669·6693·7072·696d·653f··eat....if.prime? 
00000340:·2870·933a·3d93·7093·2b93·3129·9374·6865··(p.:=.p.+.1).the 
00000350:·6e93·6c65·6176·6593·708e·a1a1·8d91·3e00··n.leave.p.....>. 
00000360:·002d·2d96·04b9·9649·6e70·7574·9366·6f72··.--....Input.for000002a0:·e02d·2d96·04b9·9649·6e70·7574·9366·6f72··.--....Input.for
 000002b0:·9370·6167·6593·4261·7369·634c·6f6f·7073··.page.BasicLoops
 000002c0:·8ea1·8d91·3e00·0029·636c·6561·7291·04b9··....>..)clear...
 000002d0:·9661·6c6c·8ea1·a18d·913e·0000·7096·04b9··.all.....>..p...
 000002e0:·963a·3d93·325e·2832·5e33·2993·2b93·318e··.:=.2^(2^3).+.1.
 000002f0:·a18d·913e·0000·7265·7065·6174·9604·b996··...>..repeat....
 00000300:·6966·9370·7269·6d65·3f28·7093·3a3d·9370··if.prime?(p.:=.p
 00000310:·932b·9331·2993·7468·656e·936c·6561·7665··.+.1).then.leave
 00000320:·8ea1·8d91·3e00·0070·8ea1·8d91·3e00·0072··....>..p....>..r
 00000330:·6570·6561·7496·04b9·9669·6693·7072·696d··epeat....if.prim
 00000340:·653f·2870·933a·3d93·7093·2b93·3129·9374··e?(p.:=.p.+.1).t
 00000350:·6865·6e93·6c65·6176·6593·708e·a1a1·8d91··hen.leave.p.....
 00000360:·3e00·002d·2d96·04b9·9649·6e70·7574·9366··>..--....Input.f
00000370:·9370·6167·6593·4e65·7374·6564·4c6f·6f70··.page.NestedLoop00000370:·6f72·9370·6167·6593·4e65·7374·6564·4c6f··or.page.NestedLo
00000380:·738e·a18d·913e·0000·2963·6c65·6172·9104··s....>..)clear..00000380:·6f70·738e·a18d·913e·0000·2963·6c65·6172··ops....>..)clear
00000390:·b996·616c·6c8e·a1a1·8d91·3e00·0066·6f72··..all.....>..for00000390:·9104·b996·616c·6c8e·a1a1·8d91·3e00·0066··....all.....>..f
000003a0:·9604·b996·6993·696e·9331·2e2e·3293·7265··....i.in.1..2.re000003a0:·6f72·9604·b996·6993·696e·9331·2e2e·3293··or....i.in.1..2.
000003b0:·7065·6174·9366·6f72·936a·9369·6e93·332e··peat.for.j.in.3.000003b0:·7265·7065·6174·9366·6f72·936a·9369·6e93··repeat.for.j.in.
 000003c0:·332e·2e34·9372·6570·6561·7493·7072·696e··3..4.repeat.prin
 000003d0:·7493·5b69·2c6a·5d8e·a18d·913e·0000·6996··t.[i,j]....>..i.
 000003e0:·04b9·963a·3d93·318e·a18d·913e·0000·7768··...:=.1....>..wh
 000003f0:·696c·6596·04b9·9669·933c·9333·9372·6570··ile....i.<.3.rep
 00000400:·6561·7493·2866·6f72·936a·9369·6e93·332e··eat.(for.j.in.3.
000003c0:·2e34·9372·6570·6561·7493·7072·696e·7493··.4.repeat.print.00000410:·2e34·9372·6570·6561·7493·7072·696e·7493··.4.repeat.print.
000003d0:·5b69·2c6a·5d8e·a18d·913e·0000·6996·04b9··[i,j]....>..i... 
000003e0:·963a·3d93·318e·a18d·913e·0000·7768·696c··.:=.1....>..whil 
000003f0:·6596·04b9·9669·933c·9333·9372·6570·6561··e....i.<.3.repea 
00000400:·7493·2866·6f72·936a·9369·6e93·332e·2e34··t.(for.j.in.3..4 
00000410:·9372·6570·6561·7493·7072·696e·7493·5b69··.repeat.print.[i 
00000420:·2c6a·5d3b·9369·933a·3d93·6993·2b93·3129··,j];.i.:=.i.+.1)00000420:·5b69·2c6a·5d3b·9369·933a·3d93·6993·2b93··[i,j];.i.:=.i.+.
00000430:·8ea1·a18d·913e·0000·2d2d·9604·b996·496e··.....>..--....In00000430:·3129·8ea1·a18d·913e·0000·2d2d·9604·b996··1).....>..--....
00000440:·7075·7493·666f·7293·7061·6765·9350·6172··put.for.page.Par00000440:·496e·7075·7493·666f·7293·7061·6765·9350··Input.for.page.P
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00000490:·3131·2e2e·3230·9372·6570·6561·7493·7072··11..20.repeat.pr00000490:·6e93·3131·2e2e·3230·9372·6570·6561·7493··n.11..20.repeat.
000004a0:·696e·7493·5b69·2c6a·5d8e·a18d·913e·0000··int.[i,j]....>.. 
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 000004c0:·2e35·9366·6f72·936a·9369·6e93·3131·2e2e··.5.for.j.in.11..
 000004d0:·937c·9365·7665·6e3f·936a·9372·6570·6561··.|.even?.j.repea
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loop.input.log
    
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/loop.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/loop.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/loop.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/loop.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
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123 ·14982·string·characters·out·of·5766565123 ·14982·string·characters·out·of·5766565
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125 ·24008·multiletter·control·sequences·out·of·15000+600000125 ·24008·multiletter·control·sequences·out·of·15000+600000
126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
127 ·14·hyphenation·exceptions·out·of·8191127 ·14·hyphenation·exceptions·out·of·8191
128 ·42i,6n,51p,252b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s128 ·42i,6n,51p,252b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
129 Output·written·on·loop.input.dvi·(4·pages,·2372·bytes).129 Output·written·on·loop.input.dvi·(4·pages,·2376·bytes).
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./usr/share/doc/axiom-doc/src/input/lpoly.input.dvi.gz
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lpoly.input.dvi
    
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00000490:·653a·9104·b996·446f·6d61·696e·8ea1·8d91··e:....Domain.... 
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000005d0:·6e64·6f6e·576f·7264·2853·796d·626f·6c29··ndonWord(Symbol) 
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Offset 12, 58 lines modifiedOffset 12, 59 lines modified
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000000f0:·e1b0·cff3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........000000f0:·e1b0·cff3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........
00000100:·0000·0563·6d72·3132·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·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:·9f17·666a·8d92·00e2·ab79·4a75·6e65·9603··..fj.....yJune..00000120:·9f17·666a·8d92·00e3·9184·4d61·90ac·7279··..fj......Ma..ry
00000130:·eaa8·3131·2c93·3230·3236·8e9f·2400·018d··..11,.2026..$...00000130:·9603·eaa8·3130·2c93·3230·3235·8e9f·2400··....10,.2025..$.
00000140:·9200·f1a1·4bf3·3174·0c89·3a00·0900·0000··....K.1t..:.....00000140:·018d·9200·f1a1·4bf3·3174·0c89·3a00·0900··......K.1t..:...
00000150:·0900·0000·0563·6d62·7839·dc41·6273·7472··.....cmbx9.Abstr00000150:·0000·0900·0000·0563·6d62·7839·dc41·6273··.......cmbx9.Abs
00000160:·6163·748e·9f0f·acd1·8e9f·1e00·008d·8d92··act.............00000160:·7472·6163·748e·9f0f·acd1·8e9f·1e00·008d··tract...........
00000170:·0103·8000·f31b·4bf1·6079·000a·0000·000a··......K.`y......00000170:·8d92·0103·8000·f31b·4bf1·6079·000a·0000··........K.`y....
00000180:·0000·0005·636d·7231·30c6·318e·8e8e·8c8b··....cmr10.1.....00000180:·000a·0000·0005·636d·7231·30c6·318e·8e8e··......cmr10.1...
00000190:·0000·0002·0000·0000·0000·0000·0000·0000··................00000190:·8c8b·0000·0002·0000·0000·0000·0000·0000··................
000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001a0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001b0:·0000·0000·0000·0000·0000·002a·a002·7900··...........*..y.000001b0:·0000·0000·0000·0000·0000·0000·002a·a002··.............*..
000001c0:·008d·a0fd·a300·00a0·023f·0000·8da0·fde4··.........?......000001c0:·7900·008d·a0fd·a300·00a0·023f·0000·8da0··y..........?....
000001d0:·0000·8d91·3e00·00f3·33c2·d64e·a000·0e66··....>...3..N...f000001d0:·fde4·0000·8d91·3e00·00f3·33c2·d64e·a000··......>...3..N..
000001e0:·6600·0c00·0000·0663·6d62·7831·32de·436f··f......cmbx12.Co000001e0:·0e66·6600·0c00·0000·0663·6d62·7831·32de··.ff......cmbx12.
000001f0:·6e95·8ccc·7465·6e93·7473·8e8e·9f1e·0000··n...ten.ts......000001f0:·436f·6e95·8ccc·7465·6e93·7473·8e8e·9f1e··Con...ten.ts....
00000200:·8d8d·9201·0380·00c6·328e·8e8e·8c8b·0000··........2.......00000200:·0000·8d8d·9201·0380·00c6·328e·8e8e·8c8b··..........2.....
00000210:·0003·0000·0000·0000·0000·0000·0000·0000··................00000210:·0000·0003·0000·0000·0000·0000·0000·0000··................
00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................00000220:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000230:·0000·0000·0000·0000·018f·a002·7900·008d··............y...00000230:·0000·0000·0000·0000·0000·0191·a002·7900··..............y.
00000240:·a0fd·a300·00a0·023f·0000·8da0·fde4·0000··.......?........00000240:·008d·a0fd·a300·00a0·023f·0000·8da0·fde4··.........?......
00000250:·8d8d·913e·0000·de31·8e91·564c·cb4c·6963··...>...1..VL.Lic00000250:·0000·8d8d·913e·0000·de31·8e91·564c·cb4c··.....>...1..VL.L
00000260:·656e·7365·8e9f·15e7·1ba4·0c00·008d·9176··ense...........v00000260:·6963·656e·7365·8e9f·15e7·1ba4·0c00·008d··icense..........
00000270:·e7cf·f334·1af2·2256·000a·0000·000a·0000··...4.."V........00000270:·9176·e7cf·f334·1af2·2256·000a·0000·000a··.v...4.."V......
00000280:·0006·636d·6278·3130·df7c·9603·d554·6c69··..cmbx10.|...Tli00000280:·0000·0006·636d·6278·3130·df7c·9603·d554··....cmbx10.|...T
00000290:·6365·6e73·6593·7c8e·a911·5da2·8d91·3e00··cense.|...]...>.00000290:·6c69·6365·6e73·6593·7c8e·a911·5da2·8d91··license.|...]...
000002a0:·00f3·35df·a44e·0000·0900·0000·0900·0000··..5..N..........000002a0:·3e00·00f3·35df·a44e·0000·0900·0000·0900··>...5..N........
000002b0:·0563·6d74·7439·e02d·2d43·6f70·7972·6967··.cmtt9.--Copyrig000002b0:·0000·0563·6d74·7439·e02d·2d43·6f70·7972··...cmtt9.--Copyr
000002c0:·6874·9604·b996·5468·6593·4e75·6d65·7269··ht....The.Numeri000002c0:·6967·6874·9604·b996·5468·6593·4e75·6d65··ight....The.Nume
000002d0:·6361·6c93·416c·676f·7269·7468·6d73·9347··cal.Algorithms.G000002d0:·7269·6361·6c93·416c·676f·7269·7468·6d73··rical.Algorithms
000002e0:·726f·7570·934c·696d·6974·6564·9331·3939··roup.Limited.199000002e0:·9347·726f·7570·934c·696d·6974·6564·9331··.Group.Limited.1
000002f0:·312e·8e9f·125d·a18d·9176·e7cf·df7c·7c7c··1....]...v...|||000002f0:·3939·312e·8e9f·125d·a18d·9176·e7cf·df7c··991....]...v...|
00000300:·2d8e·a1a1·8d91·76e7·cf7c·9603·d554·2a93··-.....v..|...T*.00000300:·7c7c·2d8e·a1a1·8d91·76e7·cf7c·9603·d554··||-.....v..|...T
00000310:·7c8e·a68d·913e·0000·e029·7365·7496·04b9··|....>...)set...00000310:·2a93·7c8e·a68d·913e·0000·e029·7365·7496··*.|....>...)set.
00000320:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume...00000320:·04b9·9662·7265·616b·9372·6573·756d·658e··...break.resume.
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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.
00000350:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me00000370:·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:·6167·6593·6175·746f·936f·6666·8ea1·8d91··age.auto.off....00000380:·7373·6167·6593·6175·746f·936f·6666·8ea1··ssage.auto.off..
00000390:·3e00·0029·636c·6561·7291·04b9·9661·6c6c··>..)clear....all00000390:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a
000003a0:·8ea1·8d91·3e00·002d·2d53·9604·b996·3193··....>..--S....1.000003a0:·6c6c·8ea1·8d91·3e00·002d·2d53·9604·b996··ll....>..--S....
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000003c0:·963a·934d·6174·7269·7828·496e·7465·6765··.:.Matrix(Intege000003c0:·04b9·963a·934d·6174·7269·7828·496e·7465··...:.Matrix(Inte
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000003f0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·9125··.--R....>..--R.%000003f0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
00000400:·ccb0·2b30·9609·732c·3093·302b·8ea1·8d91··..+0..s,0.0+....00000400:·9125·ccb0·2b30·9609·732c·3093·302b·8ea1··.%..+0..s,0.0+..
00000410:·3e00·002d·2d52·9125·ccb0·7c91·2113·1a7c··>..--R.%..|.!..|00000410:·8d91·3e00·002d·2d52·9125·ccb0·7c91·2113··..>..--R.%..|.!.
 00000420:·1a7c·8ea1·8d91·3e00·002d·2d52·910e·2cc2··.|....>..--R..,.
 00000430:·2831·2996·0973·2c7c·3093·3093·307c·8ea1··(1)..s,|0.0.0|..
 00000440:·8d91·3e00·002d·2d52·9125·ccb0·7c91·2113··..>..--R.%..|.!.
 00000450:·1a7c·8ea1·8d91·3e00·002d·2d52·9125·ccb0··.|....>..--R.%..
 00000460:·2b30·9609·732c·3093·302b·8ea1·8d91·3e00··+0..s,0.0+....>.
 00000470:·002d·2d52·9201·0898·d054·7970·653a·9104··.--R.....Type:..
 00000480:·b996·4d61·7472·6978·2849·6e74·6567·6572··..Matrix(Integer
 00000490:·298e·a18d·913e·0000·2d2d·4591·04b9·9631··)....>..--E....1
 000004a0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9632··.....>..--S....2
 000004b0:·936f·6693·3338·8ea1·8d91·3e00·0073·6574··.of.38....>..set
 000004c0:·656c·7428·6d2c·322c·332c·3529·8ea1·8d91··elt(m,2,3,5)....
 000004d0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d52··>..--R....>..--R
00000420:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2831··....>..--R..,.(1000004e0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2
00000430:·2996·0973·2c7c·3093·3093·307c·8ea1·8d91··)..s,|0.0.0|.... 
00000440:·3e00·002d·2d52·9125·ccb0·7c91·2113·1a7c··>..--R.%..|.!..| 
00000450:·8ea1·8d91·3e00·002d·2d52·9125·ccb0·2b30··....>..--R.%..+0 
00000460:·9609·732c·3093·302b·8ea1·8d91·3e00·002d··..s,0.0+....>..- 
00000470:·2d52·9201·0898·d054·7970·653a·9104·b996··-R.....Type:.... 
00000480:·4d61·7472·6978·2849·6e74·6567·6572·298e··Matrix(Integer). 
00000490:·a18d·913e·0000·2d2d·4591·04b9·9631·8ea1··...>..--E....1.. 
000004a0:·a18d·913e·0000·2d2d·5396·04b9·9632·936f··...>..--S....2.o 
000004b0:·6693·3338·8ea1·8d91·3e00·0073·6574·656c··f.38....>..setel 
000004c0:·7428·6d2c·322c·332c·3529·8ea1·8d91·3e00··t(m,2,3,5)....>. 
000004d0:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R.. 
000004e0:·8d91·3e00·002d·2d52·910e·2cc2·2832·2991··..>..--R..,.(2). 
000004f0:·0973·2c35·8ea1·8d91·3e00·002d·2d52·9201··.s,5....>..--R..000004f0:·2991·0973·2c35·8ea1·8d91·3e00·002d·2d52··)..s,5....>..--R
00000500:·0898·d054·7970·653a·9104·b996·506f·7369··...Type:....Posi00000500:·9201·0898·d054·7970·653a·9104·b996·506f··.....Type:....Po
00000510:·7469·7665·496e·7465·6765·728e·a18d·913e··tiveInteger....>00000510:·7369·7469·7665·496e·7465·6765·728e·a18d··sitiveInteger...
00000520:·0000·2d2d·4591·04b9·9632·8ea1·a18d·913e··..--E....2.....>00000520:·913e·0000·2d2d·4591·04b9·9632·8ea1·a18d··.>..--E....2....
00000530:·0000·2d2d·5396·04b9·9633·936f·6693·3338··..--S....3.of.3800000530:·913e·0000·2d2d·5396·04b9·9633·936f·6693··.>..--S....3.of.
00000540:·8ea1·8d91·3e00·006d·2831·2c32·2996·04b9··....>..m(1,2)...00000540:·3338·8ea1·8d91·3e00·006d·2831·2c32·2996··38....>..m(1,2).
00000550:·963a·3d93·3130·8ea1·8d91·3e00·002d·2d52··.:=.10....>..--R00000550:·04b9·963a·3d93·3130·8ea1·8d91·3e00·002d··...:=.10....>..-
00000560:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.00000560:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....
00000570:·002d·2d52·910e·2cc2·2833·2991·0973·2c31··.--R..,.(3)..s,100000570:·3e00·002d·2d52·910e·2cc2·2833·2991·0973··>..--R..,.(3)..s
00000580:·308e·a18d·913e·0000·2d2d·5292·0108·98d0··0....>..--R.....00000580:·2c31·308e·a18d·913e·0000·2d2d·5292·0108··,10....>..--R...
00000590:·5479·7065·3a91·04b9·9650·6f73·6974·6976··Type:....Positiv00000590:·98d0·5479·7065·3a91·04b9·9650·6f73·6974··..Type:....Posit
000005a0:·6549·6e74·6567·6572·8ea1·8d91·3e00·002d··eInteger....>..-000005a0:·6976·6549·6e74·6567·6572·8ea1·8d91·3e00··iveInteger....>.
000005b0:·2d45·9104·b996·338e·a1a1·8d91·3e00·002d··-E....3.....>..-000005b0:·002d·2d45·9104·b996·338e·a1a1·8d91·3e00··.--E....3.....>.
000005c0:·2d53·9604·b996·3493·6f66·9333·388e·a18d··-S....4.of.38...000005c0:·002d·2d53·9604·b996·3493·6f66·9333·388e··.--S....4.of.38.
000005d0:·913e·0000·6d8e·a18d·913e·0000·2d2d·528e··.>..m....>..--R.000005d0:·a18d·913e·0000·6d8e·a18d·913e·0000·2d2d··...>..m....>..--
000005e0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..000005e0:·528e·a18d·913e·0000·2d2d·528e·a18d·913e··R....>..--R....>
000005f0:·2d2d·5291·25cc·b02b·3096·0973·2c31·3093··--R.%..+0..s,10.000005f0:·0000·2d2d·5291·25cc·b02b·3096·0973·2c31··..--R.%..+0..s,1
00000600:·302b·8ea1·8d91·3e00·002d·2d52·9625·ccb0··0+....>..--R.%..00000600:·3093·302b·8ea1·8d91·3e00·002d·2d52·9625··0.0+....>..--R.%
00000610:·7c93·7c8e·a18d·913e·0000·2d2d·529b·0e2c··|.|....>..--R..,00000610:·ccb0·7c93·7c8e·a18d·913e·0000·2d2d·529b··..|.|....>..--R.
00000620:·c228·3429·9609·732c·7c30·9330·9835·7c8e··.(4)..s,|0.0.5|.00000620:·0e2c·c228·3429·9609·732c·7c30·9330·9835··.,.(4)..s,|0.0.5
00000630:·8e9f·1e00·008d·8d92·0103·8000·c633·8e8e··.............3..00000630:·7c8e·8e9f·1e00·008d·8d92·0103·8000·c633··|..............3
00000640:·8e8c·8b00·0000·0400·0000·0000·0000·0000··................00000640:·8e8e·8e8c·8b00·0000·0400·0000·0000·0000··................
00000650:·0000·0000·0000·0000·0000·0000·0000·0000··................00000650:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000660:·0000·0000·0000·0000·0000·0000·0002·0da0··................00000660:·0000·0000·0000·0000·0000·0000·0000·0002··................
00000670:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...00000670:·0fa0·0279·0000·8da0·fda3·0000·a002·3f00··...y..........?.
00000680:·a0fd·e400·008d·913e·0000·e02d·2d52·9625··.......>...--R.%00000680:·008d·a0fd·e400·008d·913e·0000·e02d·2d52··.........>...--R
00000690:·ccb0·7c93·7c8e·a40b·0000·8d91·3e00·002d··..|.|.......>..-00000690:·9625·ccb0·7c93·7c8e·a40b·0000·8d91·3e00··.%..|.|.......>.
000006a0:·2d52·9125·ccb0·2b30·9109·732c·3091·0e2c··-R.%..+0..s,0.., 
000006b0:·c230·2b8e·a18d·913e·0000·2d2d·5292·0108··.0+....>..--R... 
000006c0:·98d0·5479·7065·3a91·04b9·964d·6174·7269··..Type:....Matri 
000006d0:·7828·496e·7465·6765·7229·8ea1·8d91·3e00··x(Integer)....>. 
000006e0:·002d·2d45·9104·b996·348e·a1a1·8d91·3e00··.--E....4.....>. 
000006f0:·002d·2d53·9604·b996·3593·6f66·9333·388e··.--S....5.of.38. 
00000700:·a18d·913e·0000·6d61·7472·6978·9104·b996··...>..matrix.... 
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1 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2026.6.11)··11·JUN·2026·09:271 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2025.5.10)··10·MAY·2025·05:45
2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/matrix1.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/matrix1.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/matrix1.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/matrix1.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
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141 ·15015·string·characters·out·of·5766565141 ·15015·string·characters·out·of·5766565
142 ·424234·words·of·memory·out·of·5000000142 ·424234·words·of·memory·out·of·5000000
143 ·24008·multiletter·control·sequences·out·of·15000+600000143 ·24008·multiletter·control·sequences·out·of·15000+600000
144 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000144 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
145 ·14·hyphenation·exceptions·out·of·8191145 ·14·hyphenation·exceptions·out·of·8191
146 ·42i,6n,51p,255b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s146 ·42i,6n,51p,255b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
147 Output·written·on·matrix1.input.dvi·(13·pages,·12864·bytes).147 Output·written·on·matrix1.input.dvi·(13·pages,·12868·bytes).
64.9 KB
./usr/share/doc/axiom-doc/src/input/matrix22.input.dvi.gz
64.8 KB
matrix22.input.dvi
    
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Offset 12, 481 lines modifiedOffset 12, 481 lines modified
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 00000350:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set..
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00000500:·8ea4·0c00·008d·913e·0000·c654·6869·7396··.......>...This. 
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00000560:·3e00·0064·6574·6572·6d69·6e61·6e74·9104··>..determinant..00000560:·8d91·3e00·0064·6574·6572·6d69·6e61·6e74··..>..determinant
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00000580:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--00000580:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
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000005b0:·3a91·04b9·9650·6f73·6974·6976·6549·6e74··:....PositiveInt000005b0:·7065·3a91·04b9·9650·6f73·6974·6976·6549··pe:....PositiveI
000005c0:·6567·6572·8ea1·8d91·3e00·002d·2d45·9104··eger....>..--E..000005c0:·6e74·6567·6572·8ea1·8d91·3e00·002d·2d45··nteger....>..--E
000005d0:·b996·328e·a1a1·8d91·3e00·002d·2d53·9604··..2.....>..--S..000005d0:·9104·b996·328e·a1a1·8d91·3e00·002d·2d53··....2.....>..--S
000005e0:·b996·3393·6f66·9338·8ea1·8d91·3e00·006e··..3.of.8....>..n000005e0:·9604·b996·3393·6f66·9338·8ea1·8d91·3e00··....3.of.8....>.
000005f0:·3a53·514d·4154·5249·5828·322c·5351·4d41··:SQMATRIX(2,SQMA000005f0:·006e·3a53·514d·4154·5249·5828·322c·5351··.n:SQMATRIX(2,SQ
00000600:·5452·4958·2832·2c49·4e54·2929·9104·b996··TRIX(2,INT))....00000600:·4d41·5452·4958·2832·2c49·4e54·2929·9104··MATRIX(2,INT))..
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3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
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6 et6 et
  
7 (/build/reproducible-path/axiom-20210105dp1/src/input/monitortest.input.pamphle7 (/build/reproducible-path/axiom-20210105dp1/src/input/monitortest.input.pamphle
Offset 140, 8 lines modifiedOffset 140, 8 lines modified
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mountain.input.dvi
    
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6 (/build/reproducible-path/axiom-20210105dp1/src/input/mountain.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/mountain.input.pamphlet
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8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
Offset 127, 8 lines modifiedOffset 127, 8 lines modified
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129 ·24008·multiletter·control·sequences·out·of·15000+600000129 ·24008·multiletter·control·sequences·out·of·15000+600000
130 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000130 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
131 ·14·hyphenation·exceptions·out·of·8191131 ·14·hyphenation·exceptions·out·of·8191
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133 Output·written·on·mountain.input.dvi·(6·pages,·5324·bytes).133 Output·written·on·mountain.input.dvi·(6·pages,·5328·bytes).
35.1 KB
./usr/share/doc/axiom-doc/src/input/mpoly.input.dvi.gz
35.0 KB
mpoly.input.dvi
    
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7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
Offset 155, 8 lines modifiedOffset 155, 8 lines modified
155 ·15004·string·characters·out·of·5766565155 ·15004·string·characters·out·of·5766565
156 ·419232·words·of·memory·out·of·5000000156 ·419232·words·of·memory·out·of·5000000
157 ·24008·multiletter·control·sequences·out·of·15000+600000157 ·24008·multiletter·control·sequences·out·of·15000+600000
158 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000158 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
159 ·14·hyphenation·exceptions·out·of·8191159 ·14·hyphenation·exceptions·out·of·8191
160 ·42i,6n,51p,254b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s160 ·42i,6n,51p,254b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
161 Output·written·on·ndftip.input.dvi·(20·pages,·31084·bytes).161 Output·written·on·ndftip.input.dvi·(20·pages,·31088·bytes).
13.6 KB
./usr/share/doc/axiom-doc/src/input/negfloats.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 99 lines modifiedOffset 12, 99 lines modified
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Offset 137, 8 lines modifiedOffset 137, 8 lines modified
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000001f0:·32de·436f·6e95·8ccc·7465·6e93·7473·8e8e··2.Con...ten.ts..000001f0:·7831·32de·436f·6e95·8ccc·7465·6e93·7473··x12.Con...ten.ts
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00000250:·fde4·0000·9f0c·0000·8d91·76e7·cff3·341a··..........v...4.00000250:·8da0·fde4·0000·9f0c·0000·8d91·76e7·cff3··............v...
00000260:·f222·5600·0a00·0000·0a00·0000·0663·6d62··."V..........cmb00000260:·341a·f222·5600·0a00·0000·0a00·0000·0663··4.."V..........c
00000270:·7831·30df·7c96·03d5·542a·937c·8e9f·1300··x10.|...T*.|....00000270:·6d62·7831·30df·7c96·03d5·542a·937c·8e9f··mbx10.|...T*.|..
00000280:·008d·913e·0000·f335·dfa4·4e00·0009·0000··...>...5..N.....00000280:·1300·008d·913e·0000·f335·dfa4·4e00·0009··.....>...5..N...
00000290:·0009·0000·0005·636d·7474·39e0·2973·6574··......cmtt9.)set00000290:·0000·0009·0000·0005·636d·7474·39e0·2973··........cmtt9.)s
000002a0:·9604·b996·6272·6561·6b93·7265·7375·6d65··....break.resume000002a0:·6574·9604·b996·6272·6561·6b93·7265·7375··et....break.resu
000002b0:·8ea4·0b00·008d·913e·0000·2973·7973·9604··.......>..)sys..000002b0:·6d65·8ea4·0b00·008d·913e·0000·2973·7973··me.......>..)sys
000002c0:·b996·726d·932d·6693·6e75·6d65·7269·6367··..rm.-f.numericg000002c0:·9604·b996·726d·932d·6693·6e75·6d65·7269··....rm.-f.numeri
000002d0:·616d·6d61·2e6f·7574·7075·748e·a18d·913e··amma.output....>000002d0:·6367·616d·6d61·2e6f·7574·7075·748e·a18d··cgamma.output...
000002e0:·0000·2973·706f·6f6c·9104·b996·6e75·6d65··..)spool....nume000002e0:·913e·0000·2973·706f·6f6c·9104·b996·6e75··.>..)spool....nu
000002f0:·7269·6367·616d·6d61·2e6f·7574·7075·748e··ricgamma.output.000002f0:·6d65·7269·6367·616d·6d61·2e6f·7574·7075··mericgamma.outpu
 00000300:·748e·a18d·913e·0000·2973·6574·9604·b996··t....>..)set....
 00000310:·6d65·7373·6167·6593·7465·7374·936f·6e8e··message.test.on.
00000300:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me00000320:·a18d·913e·0000·2973·6574·9604·b996·6d65··...>..)set....me
00000310:·7373·6167·6593·7465·7374·936f·6e8e·a18d··ssage.test.on... 
00000320:·913e·0000·2973·6574·9604·b996·6d65·7373··.>..)set....mess 
00000330:·6167·6593·6175·746f·936f·6666·8ea1·8d91··age.auto.off....00000330:·7373·6167·6593·6175·746f·936f·6666·8ea1··ssage.auto.off..
00000340:·3e00·0029·636c·6561·7291·04b9·9661·6c6c··>..)clear....all00000340:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a
00000350:·8ea1·8d91·3e00·0029·7379·7396·04b9·9663··....>..)sys....c00000350:·6c6c·8ea1·8d91·3e00·0029·7379·7396·04b9··ll....>..)sys...
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00000370:·7263·2f69·6e70·7574·2f6e·756d·6572·6963··rc/input/numeric00000370:·2f73·7263·2f69·6e70·7574·2f6e·756d·6572··/src/input/numer
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000003a0:·7370·9604·b996·2874·616e·676c·6593·226e··sp....(tangle."n000003a0:·6c69·7370·9604·b996·2874·616e·676c·6593··lisp....(tangle.
000003b0:·756d·6572·6963·6761·6d6d·612e·696e·7075··umericgamma.inpu000003b0:·226e·756d·6572·6963·6761·6d6d·612e·696e··"numericgamma.in
000003c0:·742e·7061·6d70·686c·6574·2293·2273·6678··t.pamphlet"."sfx000003c0:·7075·742e·7061·6d70·686c·6574·2293·2273··put.pamphlet"."s
000003d0:·2e73·7061·6422·9322·7366·782e·7370·6164··.spad"."sfx.spad000003d0:·6678·2e73·7061·6422·9322·7366·782e·7370··fx.spad"."sfx.sp
000003e0:·2229·8ea1·8d91·3e00·0029·636f·9104·b996··")....>..)co....000003e0:·6164·2229·8ea1·8d91·3e00·0029·636f·9104··ad")....>..)co..
000003f0:·7366·782e·7370·6164·8ea1·a18d·913e·0000··sfx.spad.....>..000003f0:·b996·7366·782e·7370·6164·8ea1·a18d·913e··..sfx.spad.....>
00000400:·2d2d·5396·04b9·9631·936f·6693·3336·8ea1··--S....1.of.36..00000400:·0000·2d2d·5396·04b9·9631·936f·6693·3336··..--S....1.of.36
00000410:·8d91·3e00·0047·616d·2861·3a46·6c6f·6174··..>..Gam(a:Float00000410:·8ea1·8d91·3e00·0047·616d·2861·3a46·6c6f··....>..Gam(a:Flo
00000420:·2c78·3a46·6c6f·6174·293a·466c·6f61·7491··,x:Float):Float.00000420:·6174·2c78·3a46·6c6f·6174·293a·466c·6f61··at,x:Float):Floa
00000430:·04b9·963d·3d8e·a18d·9147·732c·6966·9604··...==....Gs,if..00000430:·7491·04b9·963d·3d8e·a18d·9147·732c·6966··t....==....Gs,if
00000440:·b996·7893·3c93·302e·3093·6f72·9361·933c··..x.<.0.0.or.a.<00000440:·9604·b996·7893·3c93·302e·3093·6f72·9361··....x.<.0.0.or.a
00000450:·9330·2e30·9374·6865·6e93·6572·726f·7293··.0.0.then.error.00000450:·933c·9330·2e30·9374·6865·6e93·6572·726f··.<.0.0.then.erro
00000460:·2249·6e76·616c·6964·9361·7267·756d·656e··"Invalid.argumen00000460:·7293·2249·6e76·616c·6964·9361·7267·756d··r."Invalid.argum
00000470:·7473·228e·a18d·9147·732c·6966·9604·b996··ts"....Gs,if....00000470:·656e·7473·228e·a18d·9147·732c·6966·9604··ents"....Gs,if..
00000480:·7893·3d93·302e·3093·7468·656e·9372·6574··x.=.0.0.then.ret00000480:·b996·7893·3d93·302e·3093·7468·656e·9372··..x.=.0.0.then.r
00000490:·7572·6e93·4761·6d6d·6128·6129·8ea1·a18d··urn.Gamma(a)....00000490:·6574·7572·6e93·4761·6d6d·6128·6129·8ea1··eturn.Gamma(a)..
000004a0:·9147·732c·4954·4d41·5896·04b9·963d·3d3e··.Gs,ITMAX....==>000004a0:·a18d·9147·732c·4954·4d41·5896·04b9·963d··...Gs,ITMAX....=
000004b0:·9331·3030·9125·ccb0·2d2d·934d·6178·696d··.100.%..--.Maxim000004b0:·3d3e·9331·3030·9125·ccb0·2d2d·934d·6178··=>.100.%..--.Max
000004c0:·756d·9361·6c6c·6f77·6564·936e·756d·6265··um.allowed.numbe000004c0:·696d·756d·9361·6c6c·6f77·6564·936e·756d··imum.allowed.num
000004d0:·7293·6f66·9369·7465·7261·7469·6f6e·738e··r.of.iterations.000004d0:·6265·7293·6f66·9369·7465·7261·7469·6f6e··ber.of.iteration
000004e0:·a18d·9147·732c·4650·4d49·4e96·04b9·963d··...Gs,FPMIN....=000004e0:·738e·a18d·9147·732c·4650·4d49·4e96·04b9··s....Gs,FPMIN...
000004f0:·3d3e·9331·2e30·652d·3130·3030·9109·732c··=>.1.0e-1000..s,000004f0:·963d·3d3e·9331·2e30·652d·3130·3030·9109··.==>.1.0e-1000..
00000500:·2d2d·936e·6561·7293·7468·6593·736d·616c··--.near.the.smal00000500:·732c·2d2d·936e·6561·7293·7468·6593·736d··s,--.near.the.sm
00000510:·6c65·7374·9372·6570·7265·7365·6e74·6162··lest.representab00000510:·616c·6c65·7374·9372·6570·7265·7365·6e74··allest.represent
00000520:·6c65·936e·756d·6265·728e·a18d·9200·aaac··le.number.......00000520:·6162·6c65·936e·756d·6265·728e·a18d·9200··able.number.....
00000530:·7a2d·2d96·04b9·9628·7468·6572·6593·6973··z--....(there.is00000530:·aaac·7a2d·2d96·04b9·9628·7468·6572·6593··..z--....(there.
00000540:·936e·6f93·736d·616c·6c65·7374·9372·6570··.no.smallest.rep00000540:·6973·936e·6f93·736d·616c·6c65·7374·9372··is.no.smallest.r
00000550:·7265·7365·6e74·6162·6c65·9366·6c6f·6174··resentable.float00000550:·6570·7265·7365·6e74·6162·6c65·9366·6c6f··epresentable.flo
00000560:·298e·a1a1·8d91·4773·2c45·5053·9604·b996··).....Gs,EPS....00000560:·6174·298e·a1a1·8d91·4773·2c45·5053·9604··at).....Gs,EPS..
00000570:·3a3d·9328·3130·2e30·2a2a·282d·6469·6769··:=.(10.0**(-digi00000570:·b996·3a3d·9328·3130·2e30·2a2a·282d·6469··..:=.(10.0**(-di
00000580:·7473·2829·2446·6c6f·6174·2b31·2929·2446··ts()$Float+1))$F00000580:·6769·7473·2829·2446·6c6f·6174·2b31·2929··gits()$Float+1))
00000590:·6c6f·6174·9109·732c·2d2d·9352·656c·6174··loat..s,--.Relat00000590:·2446·6c6f·6174·9109·732c·2d2d·9352·656c··$Float..s,--.Rel
000005a0:·6976·6593·6163·6375·7261·6379·8ea1·a18d··ive.accuracy....000005a0:·6174·6976·6593·6163·6375·7261·6379·8ea1··ative.accuracy..
000005b0:·9147·732c·616e·3a91·04b9·9646·6c6f·6174··.Gs,an:....Float000005b0:·a18d·9147·732c·616e·3a91·04b9·9646·6c6f··...Gs,an:....Flo
000005c0:·8ea1·8d91·4773·2c64·656c·3a91·04b9·9646··....Gs,del:....F000005c0:·6174·8ea1·8d91·4773·2c64·656c·3a91·04b9··at....Gs,del:...
000005d0:·6c6f·6174·8ea1·a18d·9147·732c·623a·466c··loat.....Gs,b:Fl000005d0:·9646·6c6f·6174·8ea1·a18d·9147·732c·623a··.Float.....Gs,b:
000005e0:·6f61·743a·3d78·2b31·2e30·2d61·9117·9fee··oat:=x+1.0-a....000005e0:·466c·6f61·743a·3d78·2b31·2e30·2d61·9117··Float:=x+1.0-a..
000005f0:·2d2d·9604·b996·5365·7493·7570·9366·6f72··--....Set.up.for000005f0:·9fee·2d2d·9604·b996·5365·7493·7570·9366··..--....Set.up.f
00000600:·9365·7661·6c75·6174·696e·6793·636f·6e74··.evaluating.cont00000600:·6f72·9365·7661·6c75·6174·696e·6793·636f··or.evaluating.co
00000610:·696e·7565·6493·6672·6163·7469·6f6e·738e··inued.fractions.00000610:·6e74·696e·7565·6493·6672·6163·7469·6f6e··ntinued.fraction
00000620:·a18d·9147·732c·633a·466c·6f61·743a·3d31··...Gs,c:Float:=100000620:·738e·a18d·9147·732c·633a·466c·6f61·743a··s....Gs,c:Float:
00000630:·2e30·2f46·504d·494e·910e·2cc2·2d2d·9604··.0/FPMIN..,.--..00000630:·3d31·2e30·2f46·504d·494e·910e·2cc2·2d2d··=1.0/FPMIN..,.--
00000640:·b996·6279·936d·6f64·6966·6965·6493·4c65··..by.modified.Le00000640:·9604·b996·6279·936d·6f64·6966·6965·6493··....by.modified.
00000650:·6e74·7a27·7393·6d65·7468·6f64·8ea1·8d91··ntz's.method....00000650:·4c65·6e74·7a27·7393·6d65·7468·6f64·8ea1··Lentz's.method..
00000660:·4773·2c64·3a46·6c6f·6174·3a3d·312e·302f··Gs,d:Float:=1.0/00000660:·8d91·4773·2c64·3a46·6c6f·6174·3a3d·312e··..Gs,d:Float:=1.
00000670:·6291·2113·1a2d·2d96·04b9·9677·6974·6893··b.!..--....with.00000670:·302f·6291·2113·1a2d·2d96·04b9·9677·6974··0/b.!..--....wit
00000680:·625f·3093·3d93·308e·a18d·9147·732c·683a··b_0.=.0....Gs,h:00000680:·6893·625f·3093·3d93·308e·a18d·9147·732c··h.b_0.=.0....Gs,
00000690:·466c·6f61·743a·3d64·8ea1·8d91·4773·2c69··Float:=d....Gs,i00000690:·683a·466c·6f61·743a·3d64·8ea1·8d91·4773··h:Float:=d....Gs
000006a0:·3a3d·318e·a18d·9147·732c·7265·7065·6174··:=1....Gs,repeat000006a0:·2c69·3a3d·318e·a18d·9147·732c·7265·7065··,i:=1....Gs,repe
000006b0:·9146·dfca·2d2d·9604·b996·6974·6572·6174··.F..--....iterat000006b0:·6174·9146·dfca·2d2d·9604·b996·6974·6572··at.F..--....iter
000006c0:·6593·746f·9363·6f6e·7665·7267·656e·6365··e.to.convergence000006c0:·6174·6593·746f·9363·6f6e·7665·7267·656e··ate.to.convergen
000006d0:·8ea1·8d91·50e6·5861·6e3a·3d2d·692a·2869··....P.Xan:=-i*(i000006d0:·6365·8ea1·8d91·50e6·5861·6e3a·3d2d·692a··ce....P.Xan:=-i*
000006e0:·2d61·298e·a18d·9150·e658·623a·3d62·2b32··-a)....P.Xb:=b+2000006e0:·2869·2d61·298e·a18d·9150·e658·623a·3d62··(i-a)....P.Xb:=b
000006f0:·2e30·8ea1·8d91·50e6·5864·3a3d·616e·2a64··.0....P.Xd:=an*d000006f0:·2b32·2e30·8ea1·8d91·50e6·5864·3a3d·616e··+2.0....P.Xd:=an
00000700:·2b62·8ea1·8d91·50e6·5869·6696·04b9·9661··+b....P.Xif....a00000700:·2a64·2b62·8ea1·8d91·50e6·5869·6696·04b9··*d+b....P.Xif...
00000710:·6273·2864·2993·3c93·4650·4d49·4e93·7468··bs(d).<.FPMIN.th00000710:·9661·6273·2864·2993·3c93·4650·4d49·4e93··.abs(d).<.FPMIN.
00000720:·656e·9364·3a3d·4650·4d49·4e8e·a18d·9150··en.d:=FPMIN....P00000720:·7468·656e·9364·3a3d·4650·4d49·4e8e·a18d··then.d:=FPMIN...
00000730:·e658·633a·3d62·2b61·6e2f·633b·8ea1·8d91··.Xc:=b+an/c;....00000730:·9150·e658·633a·3d62·2b61·6e2f·633b·8ea1··.P.Xc:=b+an/c;..
00000740:·50e6·5869·6696·04b9·9661·6273·2863·2993··P.Xif....abs(c).00000740:·8d91·50e6·5869·6696·04b9·9661·6273·2863··..P.Xif....abs(c
00000750:·3c93·4650·4d49·4e93·7468·656e·9363·3a3d··<.FPMIN.then.c:=00000750:·2993·3c93·4650·4d49·4e93·7468·656e·9363··).<.FPMIN.then.c
00000760:·4650·4d49·4e8e·a18d·9150·e658·643a·3d31··FPMIN....P.Xd:=100000760:·3a3d·4650·4d49·4e8e·a18d·9150·e658·643a··:=FPMIN....P.Xd:
00000770:·2e30·2f64·8ea1·8d91·50e6·5864·656c·3a3d··.0/d....P.Xdel:=00000770:·3d31·2e30·2f64·8ea1·8d91·50e6·5864·656c··=1.0/d....P.Xdel
00000780:·642a·638e·a18d·9150·e658·683a·3d68·2a64··d*c....P.Xh:=h*d00000780:·3a3d·642a·638e·a18d·9150·e658·683a·3d68··:=d*c....P.Xh:=h
00000790:·656c·8ea1·8d91·50e6·5869·6696·04b9·9669··el....P.Xif....i00000790:·2a64·656c·8ea1·8d91·50e6·5869·6696·04b9··*del....P.Xif...
000007a0:·933e·9349·544d·4158·936f·7293·6162·7328··.>.ITMAX.or.abs(000007a0:·9669·933e·9349·544d·4158·936f·7293·6162··.i.>.ITMAX.or.ab
000007b0:·6465·6c2d·312e·3029·933c·9345·5053·9374··del-1.0).<.EPS.t000007b0:·7328·6465·6c2d·312e·3029·933c·9345·5053··s(del-1.0).<.EPS
000007c0:·6865·6e93·6272·6561·6b8e·a18d·9150·e658··hen.break....P.X000007c0:·9374·6865·6e93·6272·6561·6b8e·a18d·9150··.then.break....P
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numericgamma.input.log
    
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1 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2026.6.11)··11·JUN·2026·09:271 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2025.5.10)··10·MAY·2025·05:45
2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/numericgamma.input.pamph5 **/build/reproducible-path/axiom-20210105dp1/src/input/numericgamma.input.pamph
6 let6 let
  
7 (/build/reproducible-path/axiom-20210105dp1/src/input/numericgamma.input.pamphl7 (/build/reproducible-path/axiom-20210105dp1/src/input/numericgamma.input.pamphl
54.3 KB
./usr/share/doc/axiom-doc/src/input/oct.input.dvi.gz
54.2 KB
oct.input.dvi
    
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Offset 12, 404 lines modifiedOffset 12, 404 lines modified
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6 (/build/reproducible-path/axiom-20210105dp1/src/input/oct.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/oct.input.pamphlet
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./usr/share/doc/axiom-doc/src/input/octonion.input.dvi.gz
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octonion.input.dvi
    
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Offset 12, 639 lines modifiedOffset 12, 639 lines modified
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 000004d0:·6d61·6b65·5661·7269·6162·6c65·3b41·4d3b··makeVariable;AM;
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 00000590:·0000·2d2d·528e·a18d·913e·0000·2d2d·528e··..--R....>..--R.
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 00000660:·0000·772e·358e·a18d·913e·0000·2d2d·528e··..w.5....>..--R.
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137 ·14993·string·characters·out·of·5766565137 ·14993·string·characters·out·of·5766565
138 ·419230·words·of·memory·out·of·5000000138 ·419230·words·of·memory·out·of·5000000
139 ·24008·multiletter·control·sequences·out·of·15000+600000139 ·24008·multiletter·control·sequences·out·of·15000+600000
140 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000140 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
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143 Output·written·on·odpol.input.dvi·(11·pages,·9876·bytes).143 Output·written·on·odpol.input.dvi·(11·pages,·9880·bytes).
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oktofail.input.dvi
    
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Offset 12, 359 lines modifiedOffset 12, 359 lines modified
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 00000550:·002d·2d53·9604·b996·3393·6f66·9332·3893··.--S....3.of.28.
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 000005e0:·04b9·966c·6f67·2878·5e28·312f·3229·2b28··...log(x^(1/2)+(
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 00000660:·2b31·2f32·2a61·7461·6e68·2828·782f·2831··+1/2*atanh((x/(1
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 00000680:·9163·ccb0·782a·6c6f·6728·785e·2831·2f32··.c..x*log(x^(1/2
 00000690:·292b·2831·2b78·295e·2831·2f32·2929·8ea1··)+(1+x)^(1/2))..
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Offset 12, 90 lines modifiedOffset 12, 90 lines modified
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op.input.log
    
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6 (/build/reproducible-path/axiom-20210105dp1/src/input/op.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/op.input.pamphlet
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Offset 117, 14 lines modifiedOffset 117, 14 lines modified
  
117 LaTeX·Warning:·Label(s)·may·have·changed.·Rerun·to·get·cross-references·right.117 LaTeX·Warning:·Label(s)·may·have·changed.·Rerun·to·get·cross-references·right.
  
118 ·)·118 ·)·
119 Here·is·how·much·of·TeX's·memory·you·used:119 Here·is·how·much·of·TeX's·memory·you·used:
120 ·954·strings·out·of·475179120 ·954·strings·out·of·475179
121 ·14960·string·characters·out·of·5766565121 ·14960·string·characters·out·of·5766565
122 ·408224·words·of·memory·out·of·5000000122 ·409224·words·of·memory·out·of·5000000
123 ·24008·multiletter·control·sequences·out·of·15000+600000123 ·24008·multiletter·control·sequences·out·of·15000+600000
124 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000124 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
125 ·14·hyphenation·exceptions·out·of·8191125 ·14·hyphenation·exceptions·out·of·8191
126 ·42i,6n,51p,250b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s126 ·42i,6n,51p,250b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
127 Output·written·on·op.input.dvi·(4·pages,·1612·bytes).127 Output·written·on·op.input.dvi·(4·pages,·1612·bytes).
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op1.input.dvi
    
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25.0 KB
./usr/share/doc/axiom-doc/src/input/operator.input.dvi
    
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 00000460:·b996·328e·a1a1·8d91·3e00·002d·2d53·9604··..2.....>..--S..
 00000470:·b996·3393·6f66·9332·368e·a18d·913e·0000··..3.of.26....>..
 00000480:·506f·6c79·5269·6e67·3a3d·444d·5028·7379··PolyRing:=DMP(sy
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00000660:·732c·5072·6f6a·6563·7469·7665·506c·616e··s,ProjectivePlan000004a0:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
 000004b0:·2d2d·5291·0e2c·c228·3329·8ea1·8d91·3e00··--R..,.(3)....>.
 000004c0:·002d·2d52·9109·732c·4469·7374·7269·6275··.--R..s,Distribu
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Offset 12, 709 lines modifiedOffset 12, 709 lines modified
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000000d0:·7075·7491·0537·7470·610b·6578·616d·706c··put..7tpa.exampl000000d0:·7075·7491·0537·7470·610b·6578·616d·706c··put..7tpa.exampl
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129 Output·written·on·patch51.input.dvi·(4·pages,·1992·bytes).129 Output·written·on·patch51.input.dvi·(4·pages,·1996·bytes).
49.9 KB
./usr/share/doc/axiom-doc/src/input/patmatch.input.dvi.gz
49.8 KB
patmatch.input.dvi
    
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Offset 12, 58 lines modifiedOffset 12, 58 lines modified
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./usr/share/doc/axiom-doc/src/input/pinch.input.log.gz
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pinch.input.log
    
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129 Output·written·on·pinch.input.dvi·(4·pages,·1096·bytes).129 Output·written·on·pinch.input.dvi·(4·pages,·1100·bytes).
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Offset 12, 211 lines modifiedOffset 12, 211 lines modified
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168 ·42i,6n,51p,253b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s168 ·42i,6n,51p,253b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
169 Output·written·on·pmint.input.dvi·(24·pages,·35832·bytes).169 Output·written·on·pmint.input.dvi·(24·pages,·35836·bytes).
12.9 KB
./usr/share/doc/axiom-doc/src/input/pollevel.input.dvi
    
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Offset 12, 461 lines modifiedOffset 12, 461 lines modified
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6 t6 t
  
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Offset 12, 274 lines modifiedOffset 12, 274 lines modified
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726 B
./usr/share/doc/axiom-doc/src/input/ribbon.input.log.gz
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ribbon.input.log
    
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4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/ribbon.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/ribbon.input.pamphlet
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14.1 KB
./usr/share/doc/axiom-doc/src/input/ribbons.input.dvi
    
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8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
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Offset 13, 341 lines modifiedOffset 13, 341 lines modified
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000005f0:·2d2d·2d2d·8ea1·8d91·3e00·002d·2d52·9200··----....>..--R..000005f0:·2d2d·2d2d·2d2d·8ea1·8d91·3e00·002d·2d52··------....>..--R
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124 LaTeX·Warning:·Label(s)·may·have·changed.·Rerun·to·get·cross-references·right.124 LaTeX·Warning:·Label(s)·may·have·changed.·Rerun·to·get·cross-references·right.
  
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2 entering·extended·mode2 entering·extended·mode
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4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
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6 (/build/reproducible-path/axiom-20210105dp1/src/input/rubey.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/rubey.input.pamphlet
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8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
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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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000005e0:·a18d·913e·0000·2d2d·5396·04b9·9635·936f··...>..--S....5.o 
000005f0:·6693·3130·8ea1·8d91·3e00·0069·6e63·7291··f.10....>..incr. 
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 00000460:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
 00000470:·2d52·910e·2cc2·2832·2991·0973·2c33·8ea1··-R..,.(2)..s,3..
 00000480:·8d91·3e00·002d·2d52·9201·0898·d054·7970··..>..--R.....Typ
 00000490:·653a·9104·b996·506f·7369·7469·7665·496e··e:....PositiveIn
 000004a0:·7465·6765·728e·a18d·913e·0000·2d2d·4591··teger....>..--E.
 000004b0:·04b9·9632·8ea1·a18d·913e·0000·2d2d·5396··...2.....>..--S.
 000004c0:·04b9·9633·936f·6693·3130·8ea1·8d91·3e00··...3.of.10....>.
 000004d0:·0068·6991·04b9·9673·8ea1·8d91·3e00·002d··.hi....s....>..-
 000004e0:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....
 000004f0:·3e00·002d·2d52·910e·2cc2·2833·2991·0973··>..--R..,.(3)..s
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 00000550:·a18d·913e·0000·7496·04b9·963a·3d93·3130··...>..t....:=.10
 00000560:·2e2e·3393·6279·932d·328e·a18d·913e·0000··..3.by.-2....>..
 00000570:·2d2d·528e·a18d·913e·0000·2d2d·528e·a18d··--R....>..--R...
 00000580:·913e·0000·2d2d·5291·0e2c·c228·3429·9109··.>..--R..,.(4)..
 00000590:·732c·3130·2e2e·3396·04b9·9662·7993·2d93··s,10..3....by.-.
 000005a0:·328e·a18d·913e·0000·2d2d·5292·00de·128a··2....>..--R.....
 000005b0:·5479·7065·3a91·04b9·9653·6567·6d65·6e74··Type:....Segment
 000005c0:·2850·6f73·6974·6976·6549·6e74·6567·6572··(PositiveInteger
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 000005e0:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9635··.....>..--S....5
 000005f0:·936f·6693·3130·8ea1·8d91·3e00·0069·6e63··.of.10....>..inc
 00000600:·7291·04b9·9673·8ea1·8d91·3e00·002d·2d52··r....s....>..--R
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Offset 12, 162 lines modifiedOffset 12, 162 lines modified
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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·d254·696d·6f74·6890··...cmr12.Timoth.00000100:·0000·0563·6d72·3132·d254·696d·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.....
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00000150:·0900·0000·0563·6d62·7839·dc41·6273·7472··.....cmbx9.Abstr00000150:·0000·0900·0000·0563·6d62·7839·dc41·6273··.......cmbx9.Abs
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00000180:·0000·0005·636d·7231·30c6·318e·8e8e·8c8b··....cmr10.1.....00000180:·000a·0000·0005·636d·7231·30c6·318e·8e8e··......cmr10.1...
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000001e0:·6600·0c00·0000·0663·6d62·7831·32de·436f··f......cmbx12.Co000001e0:·0e66·6600·0c00·0000·0663·6d62·7831·32de··.ff......cmbx12.
000001f0:·6e95·8ccc·7465·6e93·7473·8e8e·9f1e·0000··n...ten.ts......000001f0:·436f·6e95·8ccc·7465·6e93·7473·8e8e·9f1e··Con...ten.ts....
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00000250:·8d8d·913e·0000·de31·8e91·564c·cb4c·6963··...>...1..VL.Lic00000250:·0000·8d8d·913e·0000·de31·8e91·564c·cb4c··.....>...1..VL.L
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00000270:·e7cf·f334·1af2·2256·000a·0000·000a·0000··...4.."V........00000270:·9176·e7cf·f334·1af2·2256·000a·0000·000a··.v...4.."V......
00000280:·0006·636d·6278·3130·df7c·9603·d554·6c69··..cmbx10.|...Tli00000280:·0000·0006·636d·6278·3130·df7c·9603·d554··....cmbx10.|...T
00000290:·6365·6e73·6593·7c8e·a911·5da2·8d91·3e00··cense.|...]...>.00000290:·6c69·6365·6e73·6593·7c8e·a911·5da2·8d91··license.|...]...
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000002e0:·726f·7570·934c·696d·6974·6564·9331·3939··roup.Limited.199000002e0:·9347·726f·7570·934c·696d·6974·6564·9331··.Group.Limited.1
000002f0:·312e·8e9f·125d·a18d·9176·e7cf·df7c·7c7c··1....]...v...|||000002f0:·3939·312e·8e9f·125d·a18d·9176·e7cf·df7c··991....]...v...|
00000300:·2d8e·a1a1·8d91·76e7·cf7c·9603·d554·2a93··-.....v..|...T*.00000300:·7c7c·2d8e·a1a1·8d91·76e7·cf7c·9603·d554··||-.....v..|...T
00000310:·7c8e·a68d·913e·0000·e029·7365·7496·04b9··|....>...)set...00000310:·2a93·7c8e·a68d·913e·0000·e029·7365·7496··*.|....>...)set.
00000320:·9662·7265·616b·9372·6573·756d·658e·a40b··.break.resume...00000320:·04b9·9662·7265·616b·9372·6573·756d·658e··...break.resume.
00000330:·0000·8d91·3e00·0029·7370·6f6f·6c91·04b9··....>..)spool...00000330:·a40b·0000·8d91·3e00·0029·7370·6f6f·6c91··......>..)spool.
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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.
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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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00000390:·3e00·0029·636c·6561·7291·04b9·9661·6c6c··>..)clear....all00000390:·8d91·3e00·0029·636c·6561·7291·04b9·9661··..>..)clear....a
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000003d0:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.000003d0:·2d52·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··-R....>..--R....
000003e0:·002d·2d52·910e·2cc2·2831·2991·0973·2c78··.--R..,.(1)..s,x000003e0:·3e00·002d·2d52·910e·2cc2·2831·2991·0973··>..--R..,.(1)..s
000003f0:·3d91·04b9·9661·2e2e·628e·a18d·913e·0000··=....a..b....>..000003f0:·2c78·3d91·04b9·9661·2e2e·628e·a18d·913e··,x=....a..b....>
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00000420:·5379·6d62·6f6c·298e·a18d·913e·0000·2d2d··Symbol)....>..--00000420:·6728·5379·6d62·6f6c·298e·a18d·913e·0000··g(Symbol)....>..
00000430:·4591·04b9·9631·8ea1·a18d·913e·0000·2d2d··E....1.....>..--00000430:·2d2d·4591·04b9·9631·8ea1·a18d·913e·0000··--E....1.....>..
00000440:·5396·04b9·9632·936f·6693·368e·a18d·913e··S....2.of.6....>00000440:·2d2d·5396·04b9·9632·936f·6693·368e·a18d··--S....2.of.6...
00000450:·0000·7375·6d28·695e·322c·9604·b996·6993··..sum(i^2,....i.00000450:·913e·0000·7375·6d28·695e·322c·9604·b996··.>..sum(i^2,....
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00000480:·0000·2d2d·5291·2f3f·dc33·9117·9fee·328e··..--R./?.3....2.00000480:·913e·0000·2d2d·5291·2f3f·dc33·9117·9fee··.>..--R./?.3....
00000490:·a18d·913e·0000·2d2d·5291·25cc·b032·6e96··...>..--R.%..2n.00000490:·328e·a18d·913e·0000·2d2d·5291·25cc·b032··2....>..--R.%..2
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000004b0:·8d91·3e00·002d·2d52·910e·2cc2·2832·2991··..>..--R..,.(2).000004b0:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·2832··....>..--R..,.(2
000004c0:·0973·2c2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··.s,-------------000004c0:·2991·0973·2c2d·2d2d·2d2d·2d2d·2d2d·2d2d··)..s,-----------
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000004e0:·a18d·913e·0000·2d2d·5292·00c6·729c·5479··...>..--R...r.Ty000004e0:·368e·a18d·913e·0000·2d2d·5292·00c6·729c··6....>..--R...r.
000004f0:·7065·3a91·04b9·9646·7261·6374·696f·6e28··pe:....Fraction(000004f0:·5479·7065·3a91·04b9·9646·7261·6374·696f··Type:....Fractio
00000500:·506f·6c79·6e6f·6d69·616c·2849·6e74·6567··Polynomial(Integ00000500:·6e28·506f·6c79·6e6f·6d69·616c·2849·6e74··n(Polynomial(Int
00000510:·6572·2929·8ea1·8d91·3e00·002d·2d45·9104··er))....>..--E..00000510:·6567·6572·2929·8ea1·8d91·3e00·002d·2d45··eger))....>..--E
00000520:·b996·328e·a1a1·8d91·3e00·002d·2d53·9604··..2.....>..--S..00000520:·9104·b996·328e·a1a1·8d91·3e00·002d·2d53··....2.....>..--S
00000530:·b996·3393·6f66·9336·8ea1·8d91·3e00·0064··..3.of.6....>..d00000530:·9604·b996·3393·6f66·9336·8ea1·8d91·3e00··....3.of.6....>.
00000540:·7261·7728·785e·322c·9604·b996·7893·3d93··raw(x^2,....x.=.00000540:·0064·7261·7728·785e·322c·9604·b996·7893··.draw(x^2,....x.
00000550:·2d32·2e2e·3229·8ea1·8d91·3e00·002d·2d52··-2..2)....>..--R00000550:·3d93·2d32·2e2e·3229·8ea1·8d91·3e00·002d··=.-2..2)....>..-
00000560:·8ea1·8d91·3e00·002d·2d49·910e·2cc2·436f··....>..--I..,.Co00000560:·2d52·8ea1·8d91·3e00·002d·2d49·910e·2cc2··-R....>..--I..,.
00000570:·6d70·696c·696e·6796·04b9·9666·756e·6374··mpiling....funct00000570:·436f·6d70·696c·696e·6796·04b9·9666·756e··Compiling....fun
00000580:·696f·6e93·2542·9377·6974·6893·7479·7065··ion.%B.with.type00000580:·6374·696f·6e93·2542·9377·6974·6893·7479··ction.%B.with.ty
00000590:·9344·6f75·626c·6546·6c6f·6174·932d·3e93··.DoubleFloat.->.00000590:·7065·9344·6f75·626c·6546·6c6f·6174·932d··pe.DoubleFloat.-
000005a0:·446f·7562·6c65·466c·6f61·748e·a18d·913e··DoubleFloat....>000005a0:·3e93·446f·7562·6c65·466c·6f61·748e·a18d··>.DoubleFloat...
000005b0:·0000·2d2d·5291·0e2c·c247·7261·7068·9604··..--R..,.Graph..000005b0:·913e·0000·2d2d·5291·0e2c·c247·7261·7068··.>..--R..,.Graph
000005c0:·b996·6461·7461·9362·6569·6e67·9374·7261··..data.being.tra000005c0:·9604·b996·6461·7461·9362·6569·6e67·9374··....data.being.t
000005d0:·6e73·6d69·7474·6564·9374·6f93·7468·6593··nsmitted.to.the.000005d0:·7261·6e73·6d69·7474·6564·9374·6f93·7468··ransmitted.to.th
000005e0:·7669·6577·706f·7274·936d·616e·6167·6572··viewport.manager000005e0:·6593·7669·6577·706f·7274·936d·616e·6167··e.viewport.manag
000005f0:·2e2e·2e8e·a18d·913e·0000·2d2d·5291·0e2c··.......>..--R..,000005f0:·6572·2e2e·2e8e·a18d·913e·0000·2d2d·5291··er.......>..--R.
00000600:·c241·5849·4f4d·3244·9604·b996·6461·7461··.AXIOM2D....data00000600:·0e2c·c241·5849·4f4d·3244·9604·b996·6461··.,.AXIOM2D....da
00000610:·9362·6569·6e67·9374·7261·6e73·6d69·7474··.being.transmitt00000610:·7461·9362·6569·6e67·9374·7261·6e73·6d69··ta.being.transmi
00000620:·6564·9374·6f93·7468·6593·7669·6577·706f··ed.to.the.viewpo00000620:·7474·6564·9374·6f93·7468·6593·7669·6577··tted.to.the.view
00000630:·7274·936d·616e·6167·6572·2e2e·2e8e·a18d··rt.manager......00000630:·706f·7274·936d·616e·6167·6572·2e2e·2e8e··port.manager....
00000640:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--00000640:·a18d·913e·0000·2d2d·528e·a18d·913e·0000··...>..--R....>..
00000650:·5291·0e2c·c228·3329·9109·732c·5477·6f44··R..,.(3)..s,TwoD00000650:·2d2d·5291·0e2c·c228·3329·9109·732c·5477··--R..,.(3)..s,Tw
00000660:·696d·656e·7369·6f6e·616c·5669·6577·706f··imensionalViewpo00000660:·6f44·696d·656e·7369·6f6e·616c·5669·6577··oDimensionalView
00000670:·7274·3a91·04b9·9622·785e·3222·8ea1·8d91··rt:...."x^2"....00000670:·706f·7274·3a91·04b9·9622·785e·3222·8ea1··port:...."x^2"..
00000680:·3e00·002d·2d52·9200·e785·b654·7970·653a··>..--R.....Type:00000680:·8d91·3e00·002d·2d52·9200·e785·b654·7970··..>..--R.....Typ
00000690:·9104·b996·5477·6f44·696d·656e·7369·6f6e··....TwoDimension00000690:·653a·9104·b996·5477·6f44·696d·656e·7369··e:....TwoDimensi
000006a0:·616c·5669·6577·706f·7274·8ea1·8d91·3e00··alViewport....>.000006a0:·6f6e·616c·5669·6577·706f·7274·8ea1·8d91··onalViewport....
000006b0:·002d·2d45·9104·b996·338e·a1a1·8d91·3e00··.--E....3.....>.000006b0:·3e00·002d·2d45·9104·b996·338e·a1a1·8d91··>..--E....3.....
000006c0:·002d·2d53·9604·b996·3493·6f66·9336·8ea1··.--S....4.of.6..000006c0:·3e00·002d·2d53·9604·b996·3493·6f66·9336··>..--S....4.of.6
000006d0:·8d91·3e00·0073·6296·04b9·963a·3d93·7993··..>..sb....:=.y.000006d0:·8ea1·8d91·3e00·0073·6296·04b9·963a·3d93··....>..sb....:=.
000006e0:·3d93·312f·322e·2e33·2f32·8ea1·8d91·3e00··=.1/2..3/2....>.000006e0:·7993·3d93·312f·322e·2e33·2f32·8ea1·8d91··y.=.1/2..3/2....
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
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000001f0:·3132·de43·6f6e·958c·cc74·656e·9374·738e··12.Con...ten.ts.000001f0:·6278·3132·de43·6f6e·958c·cc74·656e·9374··bx12.Con...ten.t
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00000360:·f800·0002·de01·8392·c01c·3b00·0000·0003··..........;.....00000360:·8e8c·f800·0002·e001·8392·c01c·3b00·0000··............;...
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000003d0:·6278·39f3·2758·ab51·0b00·0c00·0000·0c00··bx9.'X.Q........000003d0:·636d·6278·39f3·2758·ab51·0b00·0c00·0000··cmbx9.'X.Q......
000003e0:·0000·0563·6d72·3132·f326·de91·19c6·0011··...cmr12.&......000003e0:·0c00·0000·0563·6d72·3132·f326·de91·19c6··.....cmr12.&....
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1.17 KB
./usr/share/doc/axiom-doc/src/input/sininv.input.log.gz
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sininv.input.log
    
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/sininv.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/sininv.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/sininv.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/sininv.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
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123 ·15004·string·characters·out·of·5766565123 ·15004·string·characters·out·of·5766565
124 ·404232·words·of·memory·out·of·5000000124 ·404232·words·of·memory·out·of·5000000
125 ·24008·multiletter·control·sequences·out·of·15000+600000125 ·24008·multiletter·control·sequences·out·of·15000+600000
126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
127 ·14·hyphenation·exceptions·out·of·8191127 ·14·hyphenation·exceptions·out·of·8191
128 ·42i,6n,51p,254b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s128 ·42i,6n,51p,254b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
129 Output·written·on·sininv.input.dvi·(4·pages,·1076·bytes).129 Output·written·on·sininv.input.dvi·(4·pages,·1080·bytes).
8.07 KB
./usr/share/doc/axiom-doc/src/input/sinsin.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 58 lines modifiedOffset 12, 58 lines modified
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000000d0:·7075·7491·0537·7473·696e·7369·6e2e·696e··put..7tsinsin.in000000d0:·7075·7491·0537·7473·696e·7369·6e2e·696e··put..7tsinsin.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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000001f0:·436f·6e95·8ccc·7465·6e93·7473·8e8e·9f1e··Con...ten.ts....000001f0:·32de·436f·6e95·8ccc·7465·6e93·7473·8e8e··2.Con...ten.ts..
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Offset 12, 188 lines modifiedOffset 12, 188 lines modified
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000001b0:·0000·0000·0000·0000·0000·002a·a002·7900··...........*..y.000001b0:·0000·0000·0000·0000·0000·0000·002a·a002··.............*..
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000001e0:·6600·0c00·0000·0663·6d62·7831·32de·436f··f......cmbx12.Co000001e0:·0e66·6600·0c00·0000·0663·6d62·7831·32de··.ff......cmbx12.
000001f0:·6e95·8ccc·7465·6e93·7473·8e8e·9f1e·0000··n...ten.ts......000001f0:·436f·6e95·8ccc·7465·6e93·7473·8e8e·9f1e··Con...ten.ts....
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00000270:·e7cf·f334·1af2·2256·000a·0000·000a·0000··...4.."V........00000270:·9176·e7cf·f334·1af2·2256·000a·0000·000a··.v...4.."V......
00000280:·0006·636d·6278·3130·df7c·9603·d554·6c69··..cmbx10.|...Tli00000280:·0000·0006·636d·6278·3130·df7c·9603·d554··....cmbx10.|...T
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000002b0:·0563·6d74·7439·e02d·2d43·6f70·7972·6967··.cmtt9.--Copyrig000002b0:·0000·0563·6d74·7439·e02d·2d43·6f70·7972··...cmtt9.--Copyr
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000002e0:·726f·7570·934c·696d·6974·6564·9331·3939··roup.Limited.199000002e0:·9347·726f·7570·934c·696d·6974·6564·9331··.Group.Limited.1
000002f0:·312e·8e9f·125d·a18d·9176·e7cf·df7c·7c7c··1....]...v...|||000002f0:·3939·312e·8e9f·125d·a18d·9176·e7cf·df7c··991....]...v...|
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00000310:·7c8e·a68d·913e·0000·e029·7365·7496·04b9··|....>...)set...00000310:·2a93·7c8e·a68d·913e·0000·e029·7365·7496··*.|....>...)set.
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00000340:·9673·696e·742e·6f75·7470·7574·8ea1·8d91··.sint.output....00000340:·04b9·9673·696e·742e·6f75·7470·7574·8ea1··...sint.output..
 00000350:·8d91·3e00·0029·7365·7496·04b9·966d·6573··..>..)set....mes
 00000360:·7361·6765·9374·6573·7493·6f6e·8ea1·8d91··sage.test.on....
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00000360:·6765·9374·6573·7493·6f6e·8ea1·8d91·3e00··ge.test.on....>. 
00000370:·0029·7365·7496·04b9·966d·6573·7361·6765··.)set....message 
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000003f0:·2991·0973·2c2d·9104·b996·3932·3233·3337··)..s,-....922337000003f0:·2831·2991·0973·2c2d·9104·b996·3932·3233··(1)..s,-....9223
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000004f0:·3393·6f66·9331·318e·a18d·913e·0000·6196··3.of.11....>..a.000004f0:·b996·3393·6f66·9331·318e·a18d·913e·0000··..3.of.11....>..
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00000530:·a18d·913e·0000·2d2d·5291·0e2c·c228·3329··...>..--R..,.(3) 
00000540:·9109·732c·3132·3334·8ea1·8d91·3e00·002d··..s,1234....>..- 
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 00000520:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
 00000530:·528e·a18d·913e·0000·2d2d·5291·0e2c·c228··R....>..--R..,.(
 00000540:·3329·9109·732c·3132·3334·8ea1·8d91·3e00··3)..s,1234....>.
 00000550:·002d·2d52·9201·120b·fc54·7970·653a·9104··.--R.....Type:..
 00000560:·b996·5369·6e67·6c65·496e·7465·6765·728e··..SingleInteger.
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00000580:·913e·0000·2d2d·5396·04b9·9634·936f·6693··.>..--S....4.of.00000580:·a18d·913e·0000·2d2d·5396·04b9·9634·936f··...>..--S....4.o
00000590:·3131·8ea1·8d91·3e00·0062·9604·b996·3a3d··11....>..b....:=00000590:·6693·3131·8ea1·8d91·3e00·0062·9604·b996··f.11....>..b....
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000005d0:·910e·2cc2·2834·2991·0973·2c31·3234·8ea1··..,.(4)..s,124..000005d0:·2d52·910e·2cc2·2834·2991·0973·2c31·3234··-R..,.(4)..s,124
000005e0:·8d91·3e00·002d·2d52·9201·120b·fc54·7970··..>..--R.....Typ000005e0:·8ea1·8d91·3e00·002d·2d52·9201·120b·fc54··....>..--R.....T
000005f0:·653a·9104·b996·5369·6e67·6c65·496e·7465··e:....SingleInte000005f0:·7970·653a·9104·b996·5369·6e67·6c65·496e··ype:....SingleIn
00000600:·6765·728e·a18d·913e·0000·2d2d·4591·04b9··ger....>..--E...00000600:·7465·6765·728e·a18d·913e·0000·2d2d·4591··teger....>..--E.
00000610:·9634·8ea1·a18d·913e·0000·2d2d·5396·04b9··.4.....>..--S...00000610:·04b9·9634·8ea1·a18d·913e·0000·2d2d·5396··...4.....>..--S.
00000620:·9635·936f·6693·3131·8ea1·8d91·3e00·0067··.5.of.11....>..g00000620:·04b9·9635·936f·6693·3131·8ea1·8d91·3e00··...5.of.11....>.
00000630:·6364·2861·2c62·298e·a18d·913e·0000·2d2d··cd(a,b)....>..--00000630:·0067·6364·2861·2c62·298e·a18d·913e·0000··.gcd(a,b)....>..
00000640:·528e·8e9f·1e00·008d·8d92·0103·8000·c633··R..............300000640:·2d2d·528e·8e9f·1e00·008d·8d92·0103·8000··--R.............
00000650:·8e8e·8e8c·8b00·0000·0400·0000·0000·0000··................00000650:·c633·8e8e·8e8c·8b00·0000·0400·0000·0000··.3..............
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:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000680:·0da0·0279·0000·8da0·fda3·0000·a002·3f00··...y..........?.00000680:·0002·0fa0·0279·0000·8da0·fda3·0000·a002··.....y..........
00000690:·008d·a0fd·e400·008d·913e·0000·e02d·2d52··.........>...--R00000690:·3f00·008d·a0fd·e400·008d·913e·0000·e02d··?..........>...-
000006a0:·8ea4·0b00·008d·913e·0000·2d2d·5291·0e2c··.......>..--R..,000006a0:·2d52·8ea4·0b00·008d·913e·0000·2d2d·5291··-R.......>..--R.
000006b0:·c228·3529·9109·732c·328e·a18d·913e·0000··.(5)..s,2....>..000006b0:·0e2c·c228·3529·9109·732c·328e·a18d·913e··.,.(5)..s,2....>
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Offset 12, 107 lines modifiedOffset 12, 107 lines modified
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spiral.input.log
    
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159 ·42i,7n,51p,254b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s159 ·42i,7n,51p,254b,295s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
160 Output·written·on·spline.input.dvi·(11·pages,·21752·bytes).160 Output·written·on·spline.input.dvi·(11·pages,·21756·bytes).
24.8 KB
./usr/share/doc/axiom-doc/src/input/sqmatrix.input.dvi
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
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Offset 12, 183 lines modifiedOffset 12, 183 lines modified
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 00000350:·7075·748e·a18d·913e·0000·2973·6574·9604··put....>..)set..
 00000360:·b996·6d65·7373·6167·6593·7465·7374·936f··..message.test.o
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00000490:·002d·2d52·8ea1·8d91·3e00·002d·2d52·8ea1··.--R....>..--R.. 
000004a0:·8d91·3e00·002d·2d52·9125·ccb0·2b31·910e··..>..--R.%..+1.. 
000004b0:·2cc2·2d91·04b9·9625·692b·8ea1·8d91·3e00··,.-....%i+....>. 
000004c0:·002d·2d52·910e·2cc2·2831·2991·0973·2c7c··.--R..,.(1)..s,| 
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000004f0:·8ea1·8d91·3e00·002d·2d52·9200·b845·da54··....>..--R...E.T 
00000500:·7970·653a·9104·b996·5371·7561·7265·4d61··ype:....SquareMa 
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00000570:·528e·a18d·913e·0000·2d2d·5291·25cc·b02b··R....>..--R.%..+00000570:·2d2d·528e·a18d·913e·0000·2d2d·5291·25cc··--R....>..--R.%.
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00000590:·a18d·913e·0000·2d2d·5291·0e2c·c228·3229··...>..--R..,.(2)00000590:·2b8e·a18d·913e·0000·2d2d·5291·0e2c·c228··+....>..--R..,.(
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000005b0:·002d·2d52·9125·ccb0·2b34·2569·910e·2cc2··.--R.%..+4%i..,.000005b0:·3e00·002d·2d52·9125·ccb0·2b34·2569·910e··>..--R.%..+4%i..
000005c0:·3133·9109·732c·2b8e·a18d·913e·0000·2d2d··13..s,+....>..--000005c0:·2cc2·3133·9109·732c·2b8e·a18d·913e·0000··,.13..s,+....>..
000005d0:·5292·00b8·45da·5479·7065·3a91·04b9·9653··R...E.Type:....S000005d0:·2d2d·5292·00b8·45da·5479·7065·3a91·04b9··--R...E.Type:...
000005e0:·7175·6172·654d·6174·7269·7828·322c·436f··quareMatrix(2,Co000005e0:·9653·7175·6172·654d·6174·7269·7828·322c··.SquareMatrix(2,
000005f0:·6d70·6c65·7828·496e·7465·6765·7229·298e··mplex(Integer)).000005f0:·436f·6d70·6c65·7828·496e·7465·6765·7229··Complex(Integer)
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00000610:·a18d·913e·0000·2d2d·5396·04b9·9634·936f··...>..--S....4.o00000610:·8ea1·a18d·913e·0000·2d2d·5396·04b9·9634··.....>..--S....4
00000620:·6693·368e·a18d·913e·0000·6d6d·9604·b996··f.6....>..mm....00000620:·936f·6693·368e·a18d·913e·0000·6d6d·9604··.of.6....>..mm..
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Offset 133, 8 lines modifiedOffset 133, 8 lines modified
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139 Output·written·on·string.input.dvi·(9·pages,·7460·bytes).139 Output·written·on·string.input.dvi·(9·pages,·7464·bytes).
14.9 KB
./usr/share/doc/axiom-doc/src/input/strtbl.input.dvi
    
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119 LaTeX·Warning:·Label(s)·may·have·changed.·Rerun·to·get·cross-references·right.119 LaTeX·Warning:·Label(s)·may·have·changed.·Rerun·to·get·cross-references·right.
  
120 ·)·120 ·)·
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7 (/build/reproducible-path/axiom-20210105dp1/src/input/taylorseries.input.pamphl7 (/build/reproducible-path/axiom-20210105dp1/src/input/taylorseries.input.pamphl
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Offset 12, 198 lines modifiedOffset 12, 198 lines modified
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Offset 12, 222 lines modifiedOffset 12, 222 lines modified
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000000f0:·9d09·e1f3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........000000f0:·9d09·e1f3·2758·ab51·0b00·0c00·0000·0c00··....'X.Q........
00000100:·0000·0563·6d72·3132·d243·6c69·6674·6f6e··...cmr12.Clifton00000100:·0000·0563·6d72·3132·d243·6c69·6674·6f6e··...cmr12.Clifton
00000110:·9603·eaa8·4a2e·9357·696c·6c69·616d·736f··....J..Williamso00000110:·9603·eaa8·4a2e·9357·696c·6c69·616d·736f··....J..Williamso
00000120:·6e93·616e·6493·5469·6d6f·7468·90ac·7279··n.and.Timoth..ry00000120:·6e93·616e·6493·5469·6d6f·7468·90ac·7279··n.and.Timoth..ry
00000130:·9344·616c·798e·8e8e·8e8e·9f17·666a·8d92··.Daly.......fj..00000130:·9344·616c·798e·8e8e·8e8e·9f17·666a·8d92··.Daly.......fj..
00000140:·00e2·ab79·4a75·6e65·9603·eaa8·3131·2c93··...yJune....11,.00000140:·00e3·9184·4d61·90ac·7279·9603·eaa8·3130··....Ma..ry....10
00000150:·3230·3236·8e9f·2400·018d·9200·f1a1·4bf3··2026..$.......K.00000150:·2c93·3230·3235·8e9f·2400·018d·9200·f1a1··,.2025..$.......
00000160:·3174·0c89·3a00·0900·0000·0900·0000·0563··1t..:..........c00000160:·4bf3·3174·0c89·3a00·0900·0000·0900·0000··K.1t..:.........
00000170:·6d62·7839·dc41·6273·7472·6163·748e·9f0f··mbx9.Abstract...00000170:·0563·6d62·7839·dc41·6273·7472·6163·748e··.cmbx9.Abstract.
00000180:·acd1·8e9f·1e00·008d·8d92·0103·8000·f31b··................00000180:·9f0f·acd1·8e9f·1e00·008d·8d92·0103·8000··................
00000190:·4bf1·6079·000a·0000·000a·0000·0005·636d··K.`y..........cm00000190:·f31b·4bf1·6079·000a·0000·000a·0000·0005··..K.`y..........
000001a0:·7231·30c6·318e·8e8e·8c8b·0000·0002·0000··r10.1...........000001a0:·636d·7231·30c6·318e·8e8e·8c8b·0000·0002··cmr10.1.........
000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001b0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001c0:·0000·0000·0000·0000·0000·0000·0000·0000··................000001c0:·0000·0000·0000·0000·0000·0000·0000·0000··................
000001d0:·0000·0000·002a·a002·7900·008d·a0fd·a300··.....*..y.......000001d0:·0000·0000·0000·002a·a002·7900·008d·a0fd··.......*..y.....
000001e0:·00a0·023f·0000·8da0·fde4·0000·8d91·3e00··...?..........>.000001e0:·a300·00a0·023f·0000·8da0·fde4·0000·8d91··.....?..........
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00000200:·0663·6d62·7831·32de·436f·6e95·8ccc·7465··.cmbx12.Con...te00000200:·0000·0663·6d62·7831·32de·436f·6e95·8ccc··...cmbx12.Con...
00000210:·6e93·7473·8e8e·9f1e·0000·8d8d·9201·0380··n.ts............00000210:·7465·6e93·7473·8e8e·9f1e·0000·8d8d·9201··ten.ts..........
00000220:·00c6·328e·8e8e·8c8b·0000·0003·0000·0000··..2.............00000220:·0380·00c6·328e·8e8e·8c8b·0000·0003·0000··....2...........
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:·0000·0000·0000·0000·0000·0000·0000·0000··................
00000250:·0000·01a9·a002·7900·008d·a0fd·a300·00a0··......y.........00000250:·0000·0000·01ab·a002·7900·008d·a0fd·a300··........y.......
00000260:·023f·0000·8da0·fde4·0000·8d8d·913e·0000··.?...........>..00000260:·00a0·023f·0000·8da0·fde4·0000·8d8d·913e··...?...........>
00000270:·de31·8e91·564c·cb4c·6963·656e·7365·8e9f··.1..VL.License..00000270:·0000·de31·8e91·564c·cb4c·6963·656e·7365··...1..VL.License
00000280:·15e7·1ba4·0c00·008d·9176·e7cf·f334·1af2··.........v...4..00000280:·8e9f·15e7·1ba4·0c00·008d·9176·e7cf·f334··...........v...4
00000290:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx00000290:·1af2·2256·000a·0000·000a·0000·0006·636d··.."V..........cm
000002a0:·3130·df7c·9603·d554·6c69·6365·6e73·6593··10.|...Tlicense.000002a0:·6278·3130·df7c·9603·d554·6c69·6365·6e73··bx10.|...Tlicens
000002b0:·7c8e·9f12·41cb·8d91·3e00·00f3·35df·a44e··|...A...>...5..N000002b0:·6593·7c8e·9f12·41cb·8d91·3e00·00f3·35df··e.|...A...>...5.
000002c0:·0000·0900·0000·0900·0000·0563·6d74·7439··...........cmtt9000002c0:·a44e·0000·0900·0000·0900·0000·0563·6d74··.N...........cmt
000002d0:·e02d·2d43·6f70·7972·6967·6874·9604·b996··.--Copyright....000002d0:·7439·e02d·2d43·6f70·7972·6967·6874·9604··t9.--Copyright..
000002e0:·5468·6593·4e75·6d65·7269·6361·6c93·416c··The.Numerical.Al000002e0:·b996·5468·6593·4e75·6d65·7269·6361·6c93··..The.Numerical.
000002f0:·676f·7269·7468·6d73·9347·726f·7570·934c··gorithms.Group.L000002f0:·416c·676f·7269·7468·6d73·9347·726f·7570··Algorithms.Group
00000300:·696d·6974·6564·9331·3939·312e·8ea9·1341··imited.1991....A00000300:·934c·696d·6974·6564·9331·3939·312e·8ea9··.Limited.1991...
00000310:·cb8d·9176·e7cf·df7c·7c7c·2d8e·a1a1·8d91··...v...|||-.....00000310:·1341·cb8d·9176·e7cf·df7c·7c7c·2d8e·a1a1··.A...v...|||-...
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00000330:·8d91·3e00·00e0·2973·6574·9604·b996·6272··..>...)set....br00000330:·41cc·8d91·3e00·00e0·2973·6574·9604·b996··A...>...)set....
00000340:·6561·6b93·7265·7375·6d65·8ea4·0b00·008d··eak.resume......00000340:·6272·6561·6b93·7265·7375·6d65·8ea4·0b00··break.resume....
00000350:·913e·0000·2973·706f·6f6c·9104·b996·7472··.>..)spool....tr00000350:·008d·913e·0000·2973·706f·6f6c·9104·b996··...>..)spool....
00000360:·6967·6c69·6d2e·6f75·7470·7574·8ea1·8d91··iglim.output....00000360:·7472·6967·6c69·6d2e·6f75·7470·7574·8ea1··triglim.output..
 00000370:·8d91·3e00·0029·7365·7496·04b9·966d·6573··..>..)set....mes
 00000380:·7361·6765·9374·6573·7493·6f6e·8ea1·8d91··sage.test.on....
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00000380:·6765·9374·6573·7493·6f6e·8ea1·8d91·3e00··ge.test.on....>. 
00000390:·0029·7365·7496·04b9·966d·6573·7361·6765··.)set....message 
000003a0:·9361·7574·6f93·6f66·668e·a18d·913e·0000··.auto.off....>..000003a0:·6765·9361·7574·6f93·6f66·668e·a18d·913e··ge.auto.off....>
000003b0:·2963·6c65·6172·9104·b996·616c·6c8e·a1a6··)clear....all...000003b0:·0000·2963·6c65·6172·9104·b996·616c·6c8e··..)clear....all.
000003c0:·8d91·76e7·cfdf·7c7c·7c2d·8e9f·20e8·d28d··..v...|||-..·...000003c0:·a1a6·8d91·76e7·cfdf·7c7c·7c2d·8e9f·20e8··....v...|||-..·.
000003d0:·8d91·3e00·00de·328e·9156·4ccb·4c69·6d69··..>...2..VL.Limi000003d0:·d28d·8d91·3e00·00de·328e·9156·4ccb·4c69··....>...2..VL.Li
000003e0:·7473·9b05·6666·696e·958c·cc76·936f·6c76··ts..ffin...v.olv000003e0:·6d69·7473·9b05·6666·696e·958c·cc76·936f··mits..ffin...v.o
000003f0:·696e·6798·7472·6967·9861·6e64·9869·6e93··ing.trig.and.in.000003f0:·6c76·696e·6798·7472·6967·9861·6e64·9869··lving.trig.and.i
00000400:·7693·6572·7365·9874·7269·6798·6675·6e63··v.erse.trig.func00000400:·6e93·7693·6572·7365·9874·7269·6798·6675··n.v.erse.trig.fu
00000410:·7469·6f6e·738e·9f15·e71b·8d91·3e00·00c6··tions.......>...00000410:·6e63·7469·6f6e·738e·9f15·e71b·8d91·3e00··nctions.......>.
00000420:·536f·6d65·9603·e593·6f66·9374·6865·7365··Some....of.these00000420:·00c6·536f·6d65·9603·e593·6f66·9374·6865··..Some....of.the
00000430:·936c·696d·6974·7393·779a·b8e3·6572·6593··.limits.w...ere.00000430:·7365·936c·696d·6974·7393·779a·b8e3·6572··se.limits.w...er
00000440:·7461·6b98·656e·9366·726f·6d91·03e5·9462··tak.en.from....b00000440:·6593·7461·6b98·656e·9366·726f·6d91·03e5··e.tak.en.from...
00000450:·7567·9372·6570·9a47·1d6f·7274·7393·7375··ug.rep.G.orts.su00000450:·9462·7567·9372·6570·9a47·1d6f·7274·7393··.bug.rep.G.orts.
00000460:·626d·6974·7465·6493·6298·6566·6f72·6593··bmitted.b.efore.00000460:·7375·626d·6974·7465·6493·6298·6566·6f72··submitted.b.efor
00000470:·639a·b8e3·6861·6e67·6573·9377·9865·7265··c...hanges.w.ere00000470:·6593·639a·b8e3·6861·6e67·6573·9377·9865··e.c...hanges.w.e
00000480:·936d·6164·6593·746f·8ea4·0c00·008d·913e··.made.to.......>00000480:·7265·936d·6164·6593·746f·8ea4·0c00·008d··re.made.to......
00000490:·0000·6c69·6d69·7496·0355·5561·6e64·9372··..limit..UUand.r00000490:·913e·0000·6c69·6d69·7496·0355·5561·6e64··.>..limit..UUand
000004a0:·656c·6174·6564·9373·6572·6965·7393·7061··elated.series.pa000004a0:·9372·656c·6174·6564·9373·6572·6965·7393··.related.series.
000004b0:·6390·b8e3·6b91·ff71·c761·6765·732e·8ea1··c...k..q.ages...000004b0:·7061·6390·b8e3·6b91·ff71·c761·6765·732e··pac...k..q.ages.
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000004d0:·e368·9603·92e0·6361·7365·2c91·03a2·4174··.h....case,...At000004d0:·9ab8·e368·9603·92e0·6361·7365·2c91·03a2··...h....case,...
000004e0:·6865·9361·7267·756d·656e·9874·9603·92df··he.argumen.t....000004e0:·4174·6865·9361·7267·756d·656e·9874·9603··Athe.argumen.t..
000004f0:·746f·9327·6174·616e·279b·0392·e068·6173··to.'atan'....has000004f0:·92df·746f·9327·6174·616e·279b·0392·e068··..to.'atan'....h
00000500:·9361·9370·9047·1d6f·6c65·9861·6e64·9374··.a.p.G.ole.and.t00000500:·6173·9361·9370·9047·1d6f·6c65·9861·6e64··as.a.p.G.ole.and
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00000520:·9872·6967·6890·b8e3·742d·6861·6e64·936c··.righ...t-hand.l00000520:·6e64·9872·6967·6890·b8e3·742d·6861·6e64··nd.righ...t-hand
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00000570:·3e00·006c·696d·6974·2861·7461·6e28·312f··>..limit(atan(1/00000570:·8d91·3e00·006c·696d·6974·2861·7461·6e28··..>..limit(atan(
00000580:·7369·6e28·7829·292c·7896·04b9·963d·9330··sin(x)),x....=.000000580:·312f·7369·6e28·7829·292c·7896·04b9·963d··1/sin(x)),x....=
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000005f0:·4861·6e64·4c69·6d69·743d·932d·2d2d·5d8e··HandLimit=.---].000005f0:·6874·4861·6e64·4c69·6d69·743d·932d·2d2d··htHandLimit=.---
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1 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2026.6.11)··11·JUN·2026·09:271 This·is·pdfTeX,·Version·3.141592653-2.6-1.40.26·(TeX·Live·2025/dev/Debian)·(preloaded·format=latex·2025.5.10)··10·MAY·2025·05:45
2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/tschirn.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/tschirn.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/tschirn.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/tschirn.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
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123 ·15015·string·characters·out·of·5766565123 ·15015·string·characters·out·of·5766565
124 ·404234·words·of·memory·out·of·5000000124 ·404234·words·of·memory·out·of·5000000
125 ·24008·multiletter·control·sequences·out·of·15000+600000125 ·24008·multiletter·control·sequences·out·of·15000+600000
126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
127 ·14·hyphenation·exceptions·out·of·8191127 ·14·hyphenation·exceptions·out·of·8191
128 ·42i,6n,51p,255b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s128 ·42i,6n,51p,255b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
129 Output·written·on·tschirn.input.dvi·(4·pages,·1124·bytes).129 Output·written·on·tschirn.input.dvi·(4·pages,·1128·bytes).
22.8 KB
./usr/share/doc/axiom-doc/src/input/tsetcatbutcher.input.dvi
    
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 00000650:·3e00·0066·3396·04b9·963a·3d93·362a·782a··>..f3....:=.6*x*
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 00000670:·362a·775e·3393·2d93·332a·742a·7793·2b93··6*w^3.-.3*t*w.+.
 00000680:·362a·775e·3293·2d93·7493·2b93·342a·7791··6*w^2.-.t.+.4*w.
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 000006a0:·963a·3d93·342a·7a2a·755e·332b·9334·2a79··.:=.4*z*u^3+.4*y
 000006b0:·2a76·5e33·2b93·342a·742a·775e·332d·9334··*v^3+.4*t*w^3-.4
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00000140:·8d92·00f1·a14b·f331·740c·893a·0009·0000··.....K.1t..:....00000140:·0001·8d92·00f1·a14b·f331·740c·893a·0009··.......K.1t..:..
00000150:·0009·0000·0005·636d·6278·39dc·4162·7374··......cmbx9.Abst00000150:·0000·0009·0000·0005·636d·6278·39dc·4162··........cmbx9.Ab
00000160:·7261·6374·8e9f·0fac·d18e·9f1e·0000·8d8d··ract............00000160:·7374·7261·6374·8e9f·0fac·d18e·9f1e·0000··stract..........
00000170:·9201·0380·00f3·1b4b·f160·7900·0a00·0000··.......K.`y.....00000170:·8d8d·9201·0380·00f3·1b4b·f160·7900·0a00··.........K.`y...
00000180:·0a00·0000·0563·6d72·3130·c631·8e8e·8e8c··.....cmr10.1....00000180:·0000·0a00·0000·0563·6d72·3130·c631·8e8e··.......cmr10.1..
00000190:·8b00·0000·0200·0000·0000·0000·0000·0000··................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:·0000·0000·0000·0000·0000·0000·2aa0·0279··............*..y000001b0:·0000·0000·0000·0000·0000·0000·0000·2aa0··..............*.
000001c0:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....000001c0:·0279·0000·8da0·fda3·0000·a002·3f00·008d··.y..........?...
000001d0:·e400·008d·913e·0000·f333·c2d6·4ea0·000e··.....>...3..N...000001d0:·a0fd·e400·008d·913e·0000·f333·c2d6·4ea0··.......>...3..N.
000001e0:·6666·000c·0000·0006·636d·6278·3132·de43··ff......cmbx12.C000001e0:·000e·6666·000c·0000·0006·636d·6278·3132··..ff......cmbx12
000001f0:·6f6e·958c·cc74·656e·9374·738e·8e9f·1e00··on...ten.ts.....000001f0:·de43·6f6e·958c·cc74·656e·9374·738e·8e9f··.Con...ten.ts...
00000200:·008d·8d92·0103·8000·c632·8e8e·8e8c·8b00··.........2......00000200:·1e00·008d·8d92·0103·8000·c632·8e8e·8e8c··...........2....
00000210:·0000·0300·0000·0000·0000·0000·0000·0000··................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:·0000·0000·0000·0000·0001·90a0·0279·0000··.............y..00000230:·0000·0000·0000·0000·0000·0001·92a0·0279··...............y
00000240:·8da0·fda3·0000·a002·3f00·008d·a0fd·e400··........?.......00000240:·0000·8da0·fda3·0000·a002·3f00·008d·a0fd··..........?.....
00000250:·00a9·0c00·008d·9176·e7cf·f334·1af2·2256··.......v...4.."V00000250:·e400·00a9·0c00·008d·9176·e7cf·f334·1af2··.........v...4..
00000260:·000a·0000·000a·0000·0006·636d·6278·3130··..........cmbx1000000260:·2256·000a·0000·000a·0000·0006·636d·6278··"V..........cmbx
00000270:·df7c·9603·d554·7475·706c·6562·7567·2e73··.|...Ttuplebug.s00000270:·3130·df7c·9603·d554·7475·706c·6562·7567··10.|...Ttuplebug
00000280:·7061·6493·7c8e·9f11·5555·8d91·3e00·00f3··pad.|...UU..>...00000280:·2e73·7061·6493·7c8e·9f11·5555·8d91·3e00··.spad.|...UU..>.
00000290:·35df·a44e·0000·0900·0000·0900·0000·0563··5..N...........c00000290:·00f3·35df·a44e·0000·0900·0000·0900·0000··..5..N..........
000002a0:·6d74·7439·e029·6162·6272·6576·9604·b996··mtt9.)abbrev....000002a0:·0563·6d74·7439·e029·6162·6272·6576·9604··.cmtt9.)abbrev..
000002b0:·7061·636b·6167·6593·4255·4793·4275·678e··package.BUG.Bug.000002b0:·b996·7061·636b·6167·6593·4255·4793·4275··..package.BUG.Bu
000002c0:·a40b·0000·8d91·3e00·0042·7567·2852·3a52··......>..Bug(R:R000002c0:·678e·a40b·0000·8d91·3e00·0042·7567·2852··g.......>..Bug(R
000002d0:·696e·6729·3a91·04b9·9677·6974·688e·a18d··ing):....with...000002d0:·3a52·696e·6729·3a91·04b9·9677·6974·688e··:Ring):....with.
000002e0:·9147·732c·6275·673a·9604·b996·5293·2d3e··.Gs,bug:....R.->000002e0:·a18d·9147·732c·6275·673a·9604·b996·5293··...Gs,bug:....R.
000002f0:·9328·5475·706c·6528·5229·932d·3e93·5475··.(Tuple(R).->.Tu000002f0:·2d3e·9328·5475·706c·6528·5229·932d·3e93··->.(Tuple(R).->.
00000300:·706c·6528·5229·298e·a18d·9142·b996·3d3d··ple(R))....B..==00000300:·5475·706c·6528·5229·298e·a18d·9142·b996··Tuple(R))....B..
00000310:·9104·b996·6164·648e·a18d·9147·732c·6275··....add....Gs,bu00000310:·3d3d·9104·b996·6164·648e·a18d·9147·732c··==....add....Gs,
00000320:·6728·6475·6d6d·793a·5229·3a96·04b9·9654··g(dummy:R):....T00000320:·6275·6728·6475·6d6d·793a·5229·3a96·04b9··bug(dummy:R):...
00000330:·7570·6c65·2852·2993·2d3e·9354·7570·6c65··uple(R).->.Tuple00000330:·9654·7570·6c65·2852·2993·2d3e·9354·7570··.Tuple(R).->.Tup
00000340:·2852·2993·3d3d·9370·932b·2d3e·9370·8e9f··(R).==.p.+->.p..00000340:·6c65·2852·2993·3d3d·9370·932b·2d3e·9370··le(R).==.p.+->.p
00000350:·1255·568d·9176·e7cf·df7c·7c7c·2d8e·a6a6··.UV..v...|||-...00000350:·8e9f·1255·568d·9176·e7cf·df7c·7c7c·2d8e··...UV..v...|||-.
00000360:·8d91·76e7·cf7c·9603·d554·2a93·7c8e·9f11··..v..|...T*.|...00000360:·a6a6·8d91·76e7·cf7c·9603·d554·2a93·7c8e··....v..|...T*.|.
00000370:·5555·8d91·3e00·00e0·2973·6574·9604·b996··UU..>...)set....00000370:·9f11·5555·8d91·3e00·00e0·2973·6574·9604··..UU..>...)set..
00000380:·6272·6561·6b93·7265·7375·6d65·8ea1·8d91··break.resume....00000380:·b996·6272·6561·6b93·7265·7375·6d65·8ea1··..break.resume..
00000390:·3e00·0029·7370·6f6f·6c91·04b9·9674·7570··>..)spool....tup00000390:·8d91·3e00·0029·7370·6f6f·6c91·04b9·9674··..>..)spool....t
000003a0:·6c65·6275·672e·6f75·7470·7574·8ea1·8d91··lebug.output....000003a0:·7570·6c65·6275·672e·6f75·7470·7574·8ea1··uplebug.output..
 000003b0:·8d91·3e00·0029·7365·7496·04b9·966d·6573··..>..)set....mes
 000003c0:·7361·6765·9374·6573·7493·6f6e·8ea1·8d91··sage.test.on....
000003b0:·3e00·0029·7365·7496·04b9·966d·6573·7361··>..)set....messa000003d0:·3e00·0029·7365·7496·04b9·966d·6573·7361··>..)set....messa
000003c0:·6765·9374·6573·7493·6f6e·8ea1·8d91·3e00··ge.test.on....>. 
000003d0:·0029·7365·7496·04b9·966d·6573·7361·6765··.)set....message 
000003e0:·9361·7574·6f93·6f66·668e·a18d·913e·0000··.auto.off....>..000003e0:·6765·9361·7574·6f93·6f66·668e·a18d·913e··ge.auto.off....>
000003f0:·2963·6c65·6172·9104·b996·616c·6c8e·a18d··)clear....all...000003f0:·0000·2963·6c65·6172·9104·b996·616c·6c8e··..)clear....all.
00000400:·913e·0000·2973·7973·9604·b996·6370·9324··.>..)sys....cp.$00000400:·a18d·913e·0000·2973·7973·9604·b996·6370··...>..)sys....cp
00000410:·4158·494f·4d2f·2e2e·2f2e·2e2f·7372·632f··AXIOM/../../src/00000410:·9324·4158·494f·4d2f·2e2e·2f2e·2e2f·7372··.$AXIOM/../../sr
00000420:·696e·7075·742f·7475·706c·6562·7567·2e69··input/tuplebug.i00000420:·632f·696e·7075·742f·7475·706c·6562·7567··c/input/tuplebug
00000430:·6e70·7574·2e70·616d·7068·6c65·7493·2e8e··nput.pamphlet... 
00000440:·a18d·913e·0000·296c·6973·7096·04b9·9628··...>..)lisp....( 
00000450:·7461·6e67·6c65·9322·7475·706c·6562·7567··tangle."tuplebug 
00000460:·2e69·6e70·7574·2e70·616d·7068·6c65·7422··.input.pamphlet"00000430:·2e69·6e70·7574·2e70·616d·7068·6c65·7493··.input.pamphlet.
 00000440:·2e8e·a18d·913e·0000·296c·6973·7096·04b9··.....>..)lisp...
 00000450:·9628·7461·6e67·6c65·9322·7475·706c·6562··.(tangle."tupleb
 00000460:·7567·2e69·6e70·7574·2e70·616d·7068·6c65··ug.input.pamphle
00000470:·9322·7475·706c·6562·7567·2e73·7061·6422··."tuplebug.spad"00000470:·7422·9322·7475·706c·6562·7567·2e73·7061··t"."tuplebug.spa
00000480:·9322·7475·706c·6562·7567·2e73·7061·6422··."tuplebug.spad"00000480:·6422·9322·7475·706c·6562·7567·2e73·7061··d"."tuplebug.spa
00000490:·298e·a1a1·8d91·3e00·002d·2d53·9604·b996··).....>..--S....00000490:·6422·298e·a1a1·8d91·3e00·002d·2d53·9604··d").....>..--S..
000004a0:·3193·6f66·9331·8ea1·8d91·3e00·0029·636f··1.of.1....>..)co000004a0:·b996·3193·6f66·9331·8ea1·8d91·3e00·0029··..1.of.1....>..)
000004b0:·9104·b996·7475·706c·6562·7567·8ea1·8d91··....tuplebug....000004b0:·636f·9104·b996·7475·706c·6562·7567·8ea1··co....tuplebug..
000004c0:·3e00·002d·2d52·8ea1·8d91·3e00·002d·2d49··>..--R....>..--I000004c0:·8d91·3e00·002d·2d52·8ea1·8d91·3e00·002d··..>..--R....>..-
000004d0:·910e·2cc2·436f·6d70·696c·696e·6796·04b9··..,.Compiling...000004d0:·2d49·910e·2cc2·436f·6d70·696c·696e·6796··-I..,.Compiling.
000004e0:·9641·5849·4f4d·9373·6f75·7263·6593·636f··.AXIOM.source.co000004e0:·04b9·9641·5849·4f4d·9373·6f75·7263·6593··...AXIOM.source.
000004f0:·6465·9366·726f·6d93·2f72·6573·6561·7263··de.from./researc000004f0:·636f·6465·9366·726f·6d93·2f72·6573·6561··code.from./resea
00000500:·682f·7465·7374·2f69·6e74·2f69·6e70·7574··h/test/int/input00000500:·7263·682f·7465·7374·2f69·6e74·2f69·6e70··rch/test/int/inp
00000510:·2f74·7570·6c65·6275·672e·7370·6164·8ea1··/tuplebug.spad..00000510:·7574·2f74·7570·6c65·6275·672e·7370·6164··ut/tuplebug.spad
00000520:·8d91·3e00·002d·2d52·910e·2cc2·4255·4796··..>..--R..,.BUG.00000520:·8ea1·8d91·3e00·002d·2d52·910e·2cc2·4255··....>..--R..,.BU
00000530:·04b9·9661·6262·7265·7669·6174·6573·9370··...abbreviates.p00000530:·4796·04b9·9661·6262·7265·7669·6174·6573··G....abbreviates
00000540:·6163·6b61·6765·9342·7567·8ea1·8d91·3e00··ackage.Bug....>.00000540:·9370·6163·6b61·6765·9342·7567·8ea1·8d91··.package.Bug....
00000550:·002d·2d52·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··.--R------------00000550:·3e00·002d·2d52·2d2d·2d2d·2d2d·2d2d·2d2d··>..--R----------
00000560:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------00000560:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d··----------------
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·8ea1·8d91··------------....00000590:·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·2d2d·8ea1··--------------..
000005a0:·3e00·002d·2d52·910e·2cc2·696e·6974·6961··>..--R..,.initia000005a0:·8d91·3e00·002d·2d52·910e·2cc2·696e·6974··..>..--R..,.init
000005b0:·6c69·7a69·6e67·9604·b996·6e72·6c69·6293··lizing....nrlib.000005b0:·6961·6c69·7a69·6e67·9604·b996·6e72·6c69··ializing....nrli
000005c0:·4255·4793·666f·7293·4275·678e·a18d·913e··BUG.for.Bug....>000005c0:·6293·4255·4793·666f·7293·4275·678e·a18d··b.BUG.for.Bug...
000005d0:·0000·2d2d·5291·0e2c·c263·6f6d·7069·6c69··..--R..,.compili000005d0:·913e·0000·2d2d·5291·0e2c·c263·6f6d·7069··.>..--R..,.compi
000005e0:·6e67·9604·b996·696e·746f·936e·726c·6962··ng....into.nrlib000005e0:·6c69·6e67·9604·b996·696e·746f·936e·726c··ling....into.nrl
000005f0:·9342·5547·8ea1·8d91·3e00·002d·2d52·910e··.BUG....>..--R..000005f0:·6962·9342·5547·8ea1·8d91·3e00·002d·2d52··ib.BUG....>..--R
00000600:·2cc2·636f·6d70·696c·696e·6796·04b9·9665··,.compiling....e00000600:·910e·2cc2·636f·6d70·696c·696e·6796·04b9··..,.compiling...
00000610:·7870·6f72·7465·6493·6275·6793·3a93·5293··xported.bug.:.R.00000610:·9665·7870·6f72·7465·6493·6275·6793·3a93··.exported.bug.:.
00000620:·2d3e·9354·7570·6c65·9352·932d·3e93·5475··->.Tuple.R.->.Tu00000620:·5293·2d3e·9354·7570·6c65·9352·932d·3e93··R.->.Tuple.R.->.
00000630:·706c·6593·528e·a18d·913e·0000·2d2d·4954··ple.R....>..--IT00000630:·5475·706c·6593·528e·a18d·913e·0000·2d2d··Tuple.R....>..--
00000640:·696d·653a·9604·b996·302e·3031·9353·4543··ime:....0.01.SEC00000640:·4954·696d·653a·9604·b996·302e·3031·9353··ITime:....0.01.S
00000650:·2e8e·a18d·913e·0000·2d2d·528e·a18d·913e··.....>..--R....>00000650:·4543·2e8e·a18d·913e·0000·2d2d·528e·a18d··EC.....>..--R...
00000660:·0000·2d2d·4928·7469·6d65·9604·b996·7461··..--I(time....ta00000660:·913e·0000·2d2d·4928·7469·6d65·9604·b996··.>..--I(time....
00000670:·6b65·6e93·696e·9362·7569·6c64·4675·6e63··ken.in.buildFunc00000670:·7461·6b65·6e93·696e·9362·7569·6c64·4675··taken.in.buildFu
00000680:·746f·723a·9109·732c·3093·2e93·4e49·4c29··tor:..s,0...NIL)00000680:·6e63·746f·723a·9109·732c·3093·2e93·4e49··nctor:..s,0...NI
00000690:·8ea1·8d91·3e00·002d·2d52·8ea1·8d91·3e00··....>..--R....>.00000690:·4c29·8ea1·8d91·3e00·002d·2d52·8ea1·8d91··L)....>..--R....
000006a0:·002d·2d52·3b3b·3b91·179f·ee2a·2a2a·9121··.--R;;;....***.!000006a0:·3e00·002d·2d52·3b3b·3b91·179f·ee2a·2a2a··>..--R;;;....***
000006b0:·131a·7c42·7567·7c91·04b9·9652·4544·4546··..|Bug|....REDEF000006b0:·9121·131a·7c42·7567·7c91·04b9·9652·4544··.!..|Bug|....RED
000006c0:·494e·4544·8ea1·8d91·3e00·002d·2d52·8ea1··INED....>..--R..000006c0:·4546·494e·4544·8ea1·8d91·3e00·002d·2d52··EFINED....>..--R
000006d0:·8d91·3e00·002d·2d52·3b3b·3b91·179f·ee2a··..>..--R;;;....*000006d0:·8ea1·8d91·3e00·002d·2d52·3b3b·3b91·179f··....>..--R;;;...
000006e0:·2a2a·9121·131a·7c42·7567·7c91·04b9·9652··**.!..|Bug|....R000006e0:·ee2a·2a2a·9121·131a·7c42·7567·7c91·04b9··.***.!..|Bug|...
000006f0:·4544·4546·494e·4544·8ea1·8d91·3e00·002d··EDEFINED....>..-000006f0:·9652·4544·4546·494e·4544·8ea1·8d91·3e00··.REDEFINED....>.
00000700:·2d49·5469·6d65·3a96·04b9·9630·9353·4543··-ITime:....0.SEC00000700:·002d·2d49·5469·6d65·3a96·04b9·9630·9353··.--ITime:....0.S
00000710:·2e8e·a18d·913e·0000·2d2d·528e·a18d·913e··.....>..--R....>00000710:·4543·2e8e·a18d·913e·0000·2d2d·528e·a18d··EC.....>..--R...
00000720:·0000·2d2d·528e·a18d·913e·0000·2d2d·5291··..--R....>..--R.00000720:·913e·0000·2d2d·528e·a18d·913e·0000·2d2d··.>..--R....>..--
00000730:·0e2c·c257·6172·6e69·6e67·733a·8ea1·8d91··.,.Warnings:....00000730:·5291·0e2c·c257·6172·6e69·6e67·733a·8ea1··R..,.Warnings:..
00000740:·3e00·002d·2d52·911c·5984·5b31·5d96·04b9··>..--R..Y.[1]...00000740:·8d91·3e00·002d·2d52·911c·5984·5b31·5d96··..>..--R..Y.[1].
00000750:·9662·7567·3a91·0973·2c70·9368·6173·936e··.bug:..s,p.has.n00000750:·04b9·9662·7567·3a91·0973·2c70·9368·6173··...bug:..s,p.has
00000760:·6f93·7661·6c75·658e·a18d·913e·0000·2d2d··o.value....>..--00000760:·936e·6f93·7661·6c75·658e·a18d·913e·0000··.no.value....>..
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 00000550:·7429·8ea1·8d91·3e00·0044·2879·2874·292c··t)....>..D(y(t),
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235 Output·written·on·tutorium.input.dvi·(48·pages,·58848·bytes).235 Output·written·on·tutorium.input.dvi·(48·pages,·58852·bytes).
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./usr/share/doc/axiom-doc/src/input/typetower.input.dvi.gz
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typetower.input.dvi
    
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2 entering·extended·mode2 entering·extended·mode
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5 **/build/reproducible-path/axiom-20210105dp1/src/input/unittest3.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/unittest3.input.pamphlet
  
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6 hlet6 hlet
  
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1.17 KB
./usr/share/doc/axiom-doc/src/input/wiggle.input.log.gz
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wiggle.input.log
    
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/wiggle.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/wiggle.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/wiggle.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/wiggle.input.pamphlet
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Offset 123, 8 lines modifiedOffset 123, 8 lines modified
123 ·15004·string·characters·out·of·5766565123 ·15004·string·characters·out·of·5766565
124 ·404232·words·of·memory·out·of·5000000124 ·404232·words·of·memory·out·of·5000000
125 ·24008·multiletter·control·sequences·out·of·15000+600000125 ·24008·multiletter·control·sequences·out·of·15000+600000
126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
127 ·14·hyphenation·exceptions·out·of·8191127 ·14·hyphenation·exceptions·out·of·8191
128 ·42i,6n,51p,254b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s128 ·42i,6n,51p,254b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
129 Output·written·on·wiggle.input.dvi·(4·pages,·1080·bytes).129 Output·written·on·wiggle.input.dvi·(4·pages,·1084·bytes).
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./usr/share/doc/axiom-doc/src/input/wutset.input.dvi
    
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Offset 12, 86 lines modifiedOffset 12, 86 lines modified
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 00000430:·0000·7033·9604·b996·3a3d·9378·935e·9331··..p3....:=.x.^.1
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Offset 12, 78 lines modifiedOffset 12, 78 lines modified
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./usr/share/doc/axiom-doc/src/input/xpoly.input.log.gz
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xpoly.input.log
    
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2 entering·extended·mode2 entering·extended·mode
3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
4 ·%&-line·parsing·enabled.4 ·%&-line·parsing·enabled.
5 **/build/reproducible-path/axiom-20210105dp1/src/input/xpoly.input.pamphlet5 **/build/reproducible-path/axiom-20210105dp1/src/input/xpoly.input.pamphlet
6 (/build/reproducible-path/axiom-20210105dp1/src/input/xpoly.input.pamphlet6 (/build/reproducible-path/axiom-20210105dp1/src/input/xpoly.input.pamphlet
7 LaTeX2e·<2024-11-01>·patch·level·27 LaTeX2e·<2024-11-01>·patch·level·2
8 L3·programming·layer·<2025-01-18>8 L3·programming·layer·<2025-01-18>
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123 ·14993·string·characters·out·of·5766565123 ·14993·string·characters·out·of·5766565
124 ·405230·words·of·memory·out·of·5000000124 ·405230·words·of·memory·out·of·5000000
125 ·24008·multiletter·control·sequences·out·of·15000+600000125 ·24008·multiletter·control·sequences·out·of·15000+600000
126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000126 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
127 ·14·hyphenation·exceptions·out·of·8191127 ·14·hyphenation·exceptions·out·of·8191
128 ·42i,6n,51p,253b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s128 ·42i,6n,51p,253b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
129 Output·written·on·xpoly.input.dvi·(4·pages,·1420·bytes).129 Output·written·on·xpoly.input.dvi·(4·pages,·1424·bytes).
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./usr/share/doc/axiom-doc/src/input/xpr.input.dvi
    
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Offset 12, 81 lines modifiedOffset 12, 81 lines modified
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 00000370:·7264·298e·a18d·913e·0000·6d31·3a4d·9604··rd)....>..m1:M..
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 000003a0:·325d·9366·6f72·936a·9369·6e93·312e·2e32··2].for.j.in.1..2
00000370:·298e·a18d·913e·0000·6d31·3a4d·9604·b996··)....>..m1:M....000003b0:·5d8e·a18d·913e·0000·6d32·3a4d·9604·b996··]....>..m2:M....
00000380:·3a3d·936d·6174·7269·7893·5b5b·692a·6a5e··:=.matrix.[[i*j^ 
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xpr.input.log
    
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3 ·restricted·\write18·enabled.3 ·restricted·\write18·enabled.
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123 ·24008·multiletter·control·sequences·out·of·15000+600000123 ·24008·multiletter·control·sequences·out·of·15000+600000
124 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000124 ·564067·words·of·font·info·for·54·fonts,·out·of·8000000·for·9000
125 ·14·hyphenation·exceptions·out·of·8191125 ·14·hyphenation·exceptions·out·of·8191
126 ·42i,6n,51p,251b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s126 ·42i,6n,51p,251b,197s·stack·positions·out·of·10000i,1000n,20000p,200000b,200000s
  
127 Output·written·on·xpr.input.dvi·(3·pages,·1460·bytes).127 Output·written·on·xpr.input.dvi·(3·pages,·1464·bytes).
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Offset 12, 116 lines modifiedOffset 12, 116 lines modified
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1 $SPAD/src/interp·Makefile1 $SPAD/src/interp·Makefile
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3 June·11,·20263 May·10,·2025
4 Abstract4 Abstract
  
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1 $SPAD/lsp·Makefile1 $SPAD/lsp·Makefile
2 The·Axiom·Team2 The·Axiom·Team
3 June·11,·20263 May·10,·2025
4 Abstract4 Abstract
  
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6013 -D_FORTIFY_SOURCE=26013 -D_FORTIFY_SOURCE=2
6014 ··-I/usr/lib/gcl-2.7.1/unixport/../h6014 ··-I/usr/lib/gcl-2.7.1/unixport/../h
6015 /build/reproducible-path/axiom-20210105dp1/books/tangle1.c6015 /build/reproducible-path/axiom-20210105dp1/books/tangle1.c
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6017 /build/reproducible-path/axiom-20210105dp1/gcl_pool6017 /build/reproducible-path/axiom-20210105dp1/gcl_pool
6018 wA`:!etw{!6018 wA`:!etw{!
6019 ld/reproducible-path/axiom-20210105dp1/mnt/linux/algebra/browse.daase6019 ld/reproducible-path/axiom-20210105dp1/mnt/linux/algebra/browse.daase
6020 7·················/usr/lib/aarch64-linux-gnu/libkrb5support.so.0.16020 5·················/usr/lib/aarch64-linux-gnu/libkrb5support.so.0.1
6021 ffffbc12b000-ffffbc13f000·---p·0000b000·00:27·1137024457·················/usr/lib/aarch64-linux-gnu/libkrb5support.so.0.16021 ffffaf8eb000-ffffaf8ff000·---p·0000b000·00:27·1120183325·················/usr/lib/aarch64-linux-gnu/libkrb5support.so.0.1
6022 ffffbc13f000-ffffbc140000·r--p·0000f000·00:27·1137024457·················/usr/lib/aarch64-linux-gnu/libkrb5support.so.0.16022 ffffaf8ff000-ffffaf900000·r--p·0000f000·00:27·1120183325·················/usr/lib/aarch64-linux-gnu/libkrb5support.so.0.1
6023 ffffbc140000-ffffbc141000·rw-p·00010000·00:27·1137024457·················/usr/lib/aarch64-linux-gnu/libkrb5support.so.0.16023 ffffaf900000-ffffaf901000·rw-p·00010000·00:27·1120183325·················/usr/lib/aarch64-linux-gnu/libkrb5support.so.0.1
6024 ffffbc150000-ffffbc153000·r-xp·00000000·00:27·1137024596·················/usr/lib/aarch64-linux-gnu/libcom_err.so.2.16024 ffffaf910000-ffffaf913000·r-xp·00000000·00:27·1120183341·················/usr/lib/aarch64-linux-gnu/libcom_err.so.2.1
6025 ffffbc153000-ffffbc16f000·---p·00003000·00:27·1137024596·················/usr/lib/aarch64-linux-gnu/libcom_err.so.2.16025 ffffaf913000-ffffaf92f000·---p·00003000·00:27·1120183341·················/usr/lib/aarch64-linux-gnu/libcom_err.so.2.1
6026 ffffbc16f000-ffffbc170000·r--p·0000f000·00:27·1137024596·················/usr/lib/aarch64-linux-gnu/libcom_err.so.2.16026 ffffaf92f000-ffffaf930000·r--p·0000f000·00:27·1120183341·················/usr/lib/aarch64-linux-gnu/libcom_err.so.2.1
6027 ffffbc170000-ffffbc171000·rw-p·00010000·00:27·1137024596·················/usr/lib/aarch64-linux-gnu/libcom_err.so.2.16027 ffffaf930000-ffffaf931000·rw-p·00010000·00:27·1120183341·················/usr/lib/aarch64-linux-gnu/libcom_err.so.2.1
6028 ffffbc180000-ffffbc1ac000·r-xp·00000000·00:27·1137024628·················/usr/lib/aarch64-linux-gnu/libk5crypto.so.3.16028 ffffaf940000-ffffaf96c000·r-xp·00000000·00:27·1120183361·················/usr/lib/aarch64-linux-gnu/libk5crypto.so.3.1
6029 ffffbc1ac000-ffffbc1bf000·---p·0002c000·00:27·1137024628·················/usr/lib/aarch64-linux-gnu/libk5crypto.so.3.16029 ffffaf96c000-ffffaf97f000·---p·0002c000·00:27·1120183361·················/usr/lib/aarch64-linux-gnu/libk5crypto.so.3.1
6030 ffffbc1bf000-ffffbc1c0000·r--p·0002f000·00:27·1137024628·················/usr/lib/aarch64-linux-gnu/libk5crypto.so.3.16030 ffffaf97f000-ffffaf980000·r--p·0002f000·00:27·1120183361·················/usr/lib/aarch64-linux-gnu/libk5crypto.so.3.1
6031 ffffbc1c0000-ffffbc1c1000·rw-p·00030000·00:27·1137024628·················/usr/lib/aarch64-linux-gnu/libk5crypto.so.3.16031 ffffaf980000-ffffaf981000·rw-p·00030000·00:27·1120183361·················/usr/lib/aarch64-linux-gnu/libk5crypto.so.3.1
6032 ffffbc1d0000-ffffbc29a000·r-xp·00000000·00:27·1137024702·················/usr/lib/aarch64-linux-gnu/libkrb5.so.3.36032 ffffaf990000-ffffafa5a000·r-xp·00000000·00:27·1120183396·················/usr/lib/aarch64-linux-gnu/libkrb5.so.3.3
6033 ffffbc29a000-ffffbc2a5000·---p·000ca000·00:27·1137024702·················/usr/lib/aarch64-linux-gnu/libkrb5.so.3.36033 ffffafa5a000-ffffafa65000·---p·000ca000·00:27·1120183396·················/usr/lib/aarch64-linux-gnu/libkrb5.so.3.3
6034 ffffbc2a5000-ffffbc2b0000·r--p·000d5000·00:27·1137024702·················/usr/lib/aarch64-linux-gnu/libkrb5.so.3.36034 ffffafa65000-ffffafa70000·r--p·000d5000·00:27·1120183396·················/usr/lib/aarch64-linux-gnu/libkrb5.so.3.3
6035 ffffbc2b0000-ffffbc2b3000·rw-p·000e0000·00:27·1137024702·················/usr/lib/aarch64-linux-gnu/libkrb5.so.3.36035 ffffafa70000-ffffafa73000·rw-p·000e0000·00:27·1120183396·················/usr/lib/aarch64-linux-gnu/libkrb5.so.3.3
6036 ffffbc2c0000-ffffbc2c5000·r-xp·00000000·00:27·1137024981·················/usr/lib/aarch64-linux-gnu/libXdmcp.so.6.0.06036 ffffafa80000-ffffafa85000·r-xp·00000000·00:27·1120183485·················/usr/lib/aarch64-linux-gnu/libXdmcp.so.6.0.0
6037 ffffbc2c5000-ffffbc2df000·---p·00005000·00:27·1137024981·················/usr/lib/aarch64-linux-gnu/libXdmcp.so.6.0.06037 ffffafa85000-ffffafa9f000·---p·00005000·00:27·1120183485·················/usr/lib/aarch64-linux-gnu/libXdmcp.so.6.0.0
6038 ffffbc2df000-ffffbc2e0000·r--p·0000f000·00:27·1137024981·················/usr/lib/aarch64-linux-gnu/libXdmcp.so.6.0.06038 ffffafa9f000-ffffafaa0000·r--p·0000f000·00:27·1120183485·················/usr/lib/aarch64-linux-gnu/libXdmcp.so.6.0.0
6039 ffffbc2e0000-ffffbc2e1000·rw-p·00010000·00:27·1137024981·················/usr/lib/aarch64-linux-gnu/libXdmcp.so.6.0.06039 ffffafaa0000-ffffafaa1000·rw-p·00010000·00:27·1120183485·················/usr/lib/aarch64-linux-gnu/libXdmcp.so.6.0.0
6040 ffffbc2f0000-ffffbc2f3000·r-xp·00000000·00:27·1137024950·················/usr/lib/aarch64-linux-gnu/libXau.so.6.0.06040 ffffafab0000-ffffafab3000·r-xp·00000000·00:27·1120183470·················/usr/lib/aarch64-linux-gnu/libXau.so.6.0.0
6041 ffffbc2f3000-ffffbc30f000·---p·00003000·00:27·1137024950·················/usr/lib/aarch64-linux-gnu/libXau.so.6.0.06041 ffffafab3000-ffffafacf000·---p·00003000·00:27·1120183470·················/usr/lib/aarch64-linux-gnu/libXau.so.6.0.0
6042 ffffbc30f000-ffffbc310000·r--p·0000f000·00:27·1310000·r--p·0000f000·00:27·1310000·r--p·0000f000·00:27·1310000·r--p·0000f000·00:27·1310000·r--p·0000f000·00:27·1310000·r--p·0000f000·00:27·1310000·r--p·0000f000·00:27·1310000·r--p·0000f000·00:27·1310000·r--p·0000f[·...·truncated·by·diffoscope;·len:·1025,·SHA:·62dda68bd194d8acc5bb61137d4cd73a0456edfbc69cfe499b22b1f5842a5646·...·]0000·r--p·0000f000·00:27·1000·r--p·0000f000·00:27·1000·r--p·0000f000·00:27·1000·r--p·0000f000·00:27·1000·r--p·0000f000·00:27·17·1000·r--p·0000f000·00:27·17·1000·r--p·0000f000·00:27·16042 ffffafacf000-ffffafad0000·r--p·0000f000·00:27·1ad0000·r--p·0000f000·00:27·1ad0000·r--p·0000f000·00:27·1ad0000·r--p·0000f000·00:27·1ad0000·r--p·0000f000·00:27·1ad0000·r--p·0000f000·00:27·1ad0000·r--p·0000f000·00:27·1ad0000·r--p·0000f000·00:27·1ad0000·r--p·0000f[·...·truncated·by·diffoscope;·len:·1025,·SHA:·206385571ae9f71b5541267dc9c260758248c5290bda5cccbb64b7ab8ac33347·...·]0000·r--p·0000f000·00:27·1000·r--p·0000f000·00:27·1000·r--p·0000f000·00:27·1000·r--p·0000f000·00:27·1000·r--p·0000f000·00:27·17·1000·r--p·0000f000·00:27·17·1000·r--p·0000f000·00:27·1
6043 (1)·->·eading·browse.daaseseeopyright·notices.6043 (1)·->·eading·browse.daaseseeopyright·notices.
6044 ···Issue·)summary·for·a·summary·of·useful·system·commands.6044 ···Issue·)summary·for·a·summary·of·useful·system·commands.
6045 ···Issue·)quit·to·leave·AXIOM·and·return·to·shell.6045 ···Issue·)quit·to·leave·AXIOM·and·return·to·shell.
6046 ···Visit·http://axiom-developer.org·for·more·information6046 ···Visit·http://axiom-developer.org·for·more·information
6047 -----------------------------------------------------------------------------6047 -----------------------------------------------------------------------------
6048 he·memory·of·W.·Schelter6048 he·memory·of·W.·Schelter
6049 Use·(help)·to·get·some·basic·information·on·how·to·use·GCL.6049 Use·(help)·to·get·some·basic·information·on·how·to·use·GCL.
Offset 28946, 16 lines modifiedOffset 28946, 17 lines modified
28946 axiom-20210105dp128946 axiom-20210105dp1
28947 i-output28947 i-output
28948 /build/reproducible-path/axiom-20210105dp1/obj/linux/interp/i-output.o28948 /build/reproducible-path/axiom-20210105dp1/obj/linux/interp/i-output.o
28949 COMMON-LISPLAMBDA28949 COMMON-LISPLAMBDA
28950 ody·-Wno/build/reproducible-path/axiom-20210105dp1/int/interp/i-output.lisp28950 ody·-Wno/build/reproducible-path/axiom-20210105dp1/int/interp/i-output.lisp
28951 include/KEYP28951 include/KEYP
28952 EQUATNUM28952 EQUATNUM
28953 /usr/share/zoneinfo/Etc/GMT+1228953 /usr/share/zoneinfo/Etc/GMT-14
 28954 <+14>-14
28954 path/axiom-228955 ath/axiom-2
28955 nd(ap);returSTRICAT28956 nd(ap);returSTRICAT
28956 category28957 category
28957 VECTCAT-28958 VECTCAT-
28958 StringCategory28959 StringCategory
28959 upperCase!28960 upperCase!
28960 upperCase28961 upperCase
28961 WFFINTBS28962 WFFINTBS
Offset 34817, 15 lines modifiedOffset 34818, 15 lines modified
34817 ULSCCAT-34818 ULSCCAT-
34818 PatternMatchablePALETTE34819 PatternMatchablePALETTE
34819 /usr/bin/gcc34820 /usr/bin/gcc
34820 MOST-NEGATIVE-FIXNUM34821 MOST-NEGATIVE-FIXNUM
34821 /build/reproducible-path/axiom-20210105dp134822 /build/reproducible-path/axiom-20210105dp1
34822 HomogeneousDirectProduct34823 HomogeneousDirectProduct
34823 .axiom.input34824 .axiom.input
34824 /nonexistent/first-build/34825 /nonexistent/second-build/
34825 .axiom.input34826 .axiom.input
34826 FiniteDivisor34827 FiniteDivisor
34827 TUBETOOL·r34828 TUBETOOL·r
34828 AbelianMonoid34829 AbelianMonoid
34829 .axiom.input/index.kaf34830 .axiom.input/index.kaf
34830 FunctionSpace34831 FunctionSpace
34831 unitNormal34832 unitNormal
Offset 57006, 15 lines modifiedOffset 57007, 15 lines modified
57006 -TYPEP-FN57007 -TYPEP-FN
57007 COMPLEX*-57008 COMPLEX*-
57008 -SIMPLE-TYPEP-FNNIL-SIMPLE-TYPEP-FN57009 -SIMPLE-TYPEP-FNNIL-SIMPLE-TYPEP-FN
57009 @01;({fixnum·_t=(#0)/(#1);_t=((#0)<=0·&&·(#1)>=0)·||·((#0)>=0·&&·(#1)<=0)·||·((#1)*_t==(#0))·?·_t·:·_t+1;@1((#0)-_t*(#1))@·_t;})57010 @01;({fixnum·_t=(#0)/(#1);_t=((#0)<=0·&&·(#1)>=0)·||·((#0)>=0·&&·(#1)<=0)·||·((#1)*_t==(#0))·?·_t·:·_t+1;@1((#0)-_t*(#1))@·_t;})
57010 ~%·~A~VT··~S57011 ~%·~A~VT··~S
57011 Backspace57012 Backspace
57012 Linefeed57013 Linefeed
57013 5526AB8857014 9225AB88
57014 resolveTTSpecial57015 resolveTTSpecial
57015 COMMON-LISPLAMBDA57016 COMMON-LISPLAMBDA
57016 isSubTowerOf»   57017 isSubTowerOf»   
57017 ,TAGBODY»       57018 ,TAGBODY»       
57018 ,RETURN-FROM57019 ,RETURN-FROM
57019 isEqualOrSubDomain57020 isEqualOrSubDomain
57020 underDomainOf57021 underDomainOf
Offset 234649, 15 lines modifiedOffset 234650, 15 lines modified
234649 Thursday234650 Thursday
234650 Saturday234651 Saturday
234651 February234652 February
234652 September234653 September
234653 November234654 November
234654 December234655 December
234655 ~a·~a·~d,·~d·at·~2,'0d:~2,'0d:~2,'0d·234656 ~a·~a·~d,·~d·at·~2,'0d:~2,'0d:~2,'0d·
234656 Thursday·June·11,·2026·at·09:40:55·234657 Saturday·May·10,·2025·at·05:52:09·
234657 *YEARWEEK*234658 *YEARWEEK*
234658 no·timestamp234659 no·timestamp
234659 COMMON-LISPLAMBDA234660 COMMON-LISPLAMBDA
234660 VAR-NAME»       234661 VAR-NAME»       
234661 SYSTEMGETENV234662 SYSTEMGETENV
234662 VAR-NAME234663 VAR-NAME
234663 /build/reproducible-path/axiom-20210105dp1/int/interp/cfuns.lispgetEnv234664 /build/reproducible-path/axiom-20210105dp1/int/interp/cfuns.lispgetEnv
Offset 320506, 18 lines modifiedOffset 320507, 18 lines modified
320506 ··-c··-g·-Werror=implicit-function-declaration·-ffile-prefix-map=/build/reproducible-path/gcl27-2.7.1=.·-fstack-protector-strong·-fstack-clash-protection·-Wformat·-Werror=format-security·-mbranch-protection=standard·-fsigned-char·-pipe·-fcommon·-fno-builtin-malloc·-fno-builtin-free·-fno-PIE·-fno-pie·-fno-PIC·-fno-pic·-std=gnu17·-Wall·-Wno-empty-body·-Wno-unused-but-set-variable·-D_FILE_OFFSET_BITS=64·-D_TIME_BITS=64··-I/usr/include/tirpc··-Wdate-time·-D_FORTIFY_SOURCE=2·-but-lisp·(progn·(setq·compiler::*default-system-p*·nil)(si::save-system·"foo"))-Wdat·(progn·(setq·compiler::*default-system-p*·nil)(si::save-system·"foo"))h/axiom-2lisp·(progn·(setq·compiler::*default-system-p*·nil)(si::save-system·"foo"))obj/t320507 ··-c··-g·-Werror=implicit-function-declaration·-ffile-prefix-map=/build/reproducible-path/gcl27-2.7.1=.·-fstack-protector-strong·-fstack-clash-protection·-Wformat·-Werror=format-security·-mbranch-protection=standard·-fsigned-char·-pipe·-fcommon·-fno-builtin-malloc·-fno-builtin-free·-fno-PIE·-fno-pie·-fno-PIC·-fno-pic·-std=gnu17·-Wall·-Wno-empty-body·-Wno-unused-but-set-variable·-D_FILE_OFFSET_BITS=64·-D_TIME_BITS=64··-I/usr/include/tirpc··-Wdate-time·-D_FORTIFY_SOURCE=2·-but-lisp·(progn·(setq·compiler::*default-system-p*·nil)(si::save-system·"foo"))-Wdat·(progn·(setq·compiler::*default-system-p*·nil)(si::save-system·"foo"))h/axiom-2lisp·(progn·(setq·compiler::*default-system-p*·nil)(si::save-system·"foo"))obj/t
320507 SCRATCHPAD-COMPILER320508 SCRATCHPAD-COMPILER
320508 SPECFNSF320509 SPECFNSF
320509 SCRATCHPAD_COMPILER320510 SCRATCHPAD_COMPILER
320510 /usr/bin/gcc320511 /usr/bin/gcc
320511 /usr/bin/gcc320512 /usr/bin/gcc
320512 /usr/bin/objdump320513 /usr/bin/objdump
320513 COMPAR"·58027·T·COMPAR·(NIL)·|category|·NIL·58114)·(|Commutator|·57076·57282·57430·"COMM"·57576·T·COMM·(NIL)·|domain|·NIL·NIL)·(|CombinatorialOpsCategory|·55742·56003·56081·"COMBOPC"·56716·T·COMBOPC·(NIL)·|category|·NIL·57033)·(|AnyFunctions1|·54592·54758·[·...·truncated·by·diffoscope;·len:·7936,·SHA:·de04d5abb274a44ea4496e5236372a24e89f785e4755045e05ee8a436858249a·...·]320514 ·"AGG"·60157·T·AGG·(NIL)·|category|·NIL·60630)·(|CombinatorialOpsCategory|·57552·57813·57891·"COMBOPC"·58526·T·COMBOPC·(NIL)·|category|·NIL·58843)·(|Color|·55742·56160·56548·"COLOR"·57190·T·COLOR·(NIL)·|domain|·NIL·NIL)·(|Aggregate&|·54801·55048·55420·"AGG[·...·truncated·by·diffoscope;·len:·7936,·SHA:·d23f9a363115d329983e6c35422f2b8da76b2743db60dd0a7831a9b98dd79914·...·]
320514 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320515 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320516 83090)·(|Palette|·NIL·81227·81240·82214·82219)·(|ParametricPlaneCurveFunctions2|·NIL·80986·81030·81217·81222)·(|ParametricPlaneCurve|·NIL·80438·80484·80976·80981)·(|OrderedCompletionFunctions2|·NIL·79765·79802·80428·80433)·(|NumericalOptimizationProblem|·N[·...·truncated·by·diffoscope;·len:·7936,·SHA:·d9dfc9135b17957f3a2a1e36840edf06af5d33a45763ca4b6cbfff47291b64c0·...·]320517 ns2|·NIL·82854·82898·83085·83090)·(|ParametricPlaneCurve|·NIL·82306·82352·82844·82849)·(|Palette|·NIL·81309·81322·82296·82301)·(|OrderedCompletionFunctions2|·NIL·80636·80673·81299·81304)·(|NumericalOptimizationProblem|·NIL·78369·78403·80626·80631)·(|Ordere[·...·truncated·by·diffoscope;·len:·7936,·SHA:·5a2c4f51abc184935a884b45a25d7b2b86d6676583e052746eccf90f030d866f·...·]
320517 ················_$320518 ················_$
320518 hb8dh"8B320519 hb8dh"8B
320519 hb8eh"8B320520 hb8eh"8B
320520 hb8dh"8B320521 hb8dh"8B
320521 chb8#h"8B320522 chb8#h"8B
320522 hb8eh"8B320523 hb8eh"8B
320523 chb8#h"8B320524 chb8#h"8B
675 KB
objdump --line-numbers --disassemble --demangle --reloc --no-show-raw-insn --section=.data {}
Max HTML report size reached